Import upstream version 0.0.5
Debian Janitor
2 years ago
0 | name: CI | |
1 | ||
2 | on: | |
3 | push: | |
4 | branches: | |
5 | - master | |
6 | pull_request: | |
7 | types: | |
8 | - opened | |
9 | - synchronize | |
10 | - reopened | |
11 | ||
12 | jobs: | |
13 | test: | |
14 | name: ${{ matrix.os }} ${{ matrix.ruby }} | |
15 | runs-on: ${{ matrix.os }} | |
16 | ||
17 | strategy: | |
18 | fail-fast: false | |
19 | matrix: | |
20 | os: | |
21 | - ubuntu-20.04 | |
22 | - ubuntu-18.04 | |
23 | - ubuntu-16.04 | |
24 | - macos-latest | |
25 | - windows-latest | |
26 | ruby: | |
27 | - 3.0 | |
28 | - 2.7 | |
29 | - 2.6 | |
30 | - 2.5 | |
31 | - 2.4 | |
32 | - debug | |
33 | include: | |
34 | - { os: windows-latest , ruby: mingw } | |
35 | - { os: windows-latest , ruby: mswin } | |
36 | exclude: | |
37 | - { os: windows-latest , ruby: 3.0 } | |
38 | - { os: windows-latest , ruby: debug } | |
39 | ||
40 | steps: | |
41 | - uses: actions/checkout@v2 | |
42 | with: | |
43 | fetch-depth: 1 | |
44 | ||
45 | - name: Setup Ruby | |
46 | uses: ruby/setup-ruby@v1 | |
47 | with: | |
48 | ruby-version: ${{ matrix.ruby }} | |
49 | ||
50 | - run: bundle install --jobs 4 --retry 3 | |
51 | ||
52 | - run: bundle exec rake | |
53 | ||
54 | - run: bundle exec rake build | |
55 | ||
56 | - run: gem install pkg/*.gem |
0 | Gemfile.lock | |
1 | pkg/ | |
2 | tmp/ | |
3 | *~ | |
4 | ||
5 | # to prevent yard documentation from accidentally being checked in | |
6 | .yardoc/ | |
7 | doc/⏎ |
0 | # 0.0.5 | |
1 | ||
2 | - Add stairs support | |
3 | [GitHub#38][GitHub#17] | |
4 | [Patch by @nanobowers] | |
5 | ||
6 | - Add block canvas support | |
7 | [GitHub#39][GitHub#19] | |
8 | [Patch by @nanobowers] | |
9 | ||
10 | - Add stemplot support | |
11 | [GitHub#40][GitHub#30] | |
12 | [Patch by @nanobowers] | |
13 | ||
14 | - Add an example of animation | |
15 | [GitHub#33] | |
16 | [Patch by @mrkn and @kojix2] | |
17 | ||
18 | - Fix interpolation bug of lineplot | |
19 | [GitHub#37][GitHub#32] | |
20 | [Patch by @nanobowers] | |
21 | [Reported by @Nakilon] | |
22 | ||
23 | - Support `color:` option in `render` method | |
24 | [GitHub#45] | |
25 | ||
26 | - Add `canvas_types` method | |
27 | [GitHub#44][GitHub#42] | |
28 | [Reported by @kojix2] | |
29 | ||
30 | - Use appropriate message for invalid border types, | |
31 | and add `border_types` method | |
32 | [GitHub#43][GitHub#41] | |
33 | [Reported by @kojix2] | |
34 | ||
35 | # 0.0.4 | |
36 | ||
37 | - Fix error by requiring `stringio` [#22] | |
38 | - Use enumerable-statistics >= 2.0.1 to avoid a bug of histogram [#28] | |
39 | ||
40 | # 0.0.3 | |
41 | ||
42 | - Add histogram support | |
43 | - Add barplot! method | |
44 | - Add scatterplot support | |
45 | - Add densityplot support | |
46 | ||
47 | # 0.0.2 | |
48 | ||
49 | - Add boxplot support | |
50 | ||
51 | # 0.0.1 | |
52 | ||
53 | - Add barplot support | |
54 | - Add lineplot support |
0 | 0 | source "https://rubygems.org/" |
1 | 1 | |
2 | 2 | gemspec |
3 | ||
4 | # Temporary use this for module_function decorator support | |
5 | gem "yard", github: "mrkn/yard", branch: "module_function_decorator" |
0 | 0 | # UnicodePlot - Plot your data by Unicode characters |
1 | 1 | |
2 | 2 | UnicodePlot provides the feature to make charts with Unicode characters. |
3 | ||
4 | ## Documentation | |
5 | ||
6 | https://red-data-tools.github.io/unicode_plot.rb/ | |
3 | 7 | |
4 | 8 | ## Install |
5 | 9 | |
17 | 21 | y_cos = x.map {|xi| Math.cos(xi) } |
18 | 22 | plot = UnicodePlot.lineplot(x, y_sin, name: "sin(x)", width: 40, height: 10) |
19 | 23 | UnicodePlot.lineplot!(plot, x, y_cos, name: "cos(x)") |
20 | plot.render($stdout) | |
21 | puts | |
24 | plot.render | |
22 | 25 | ``` |
23 | 26 | |
24 | 27 | You can get the results below by running the above script: |
30 | 33 | ### barplot |
31 | 34 | |
32 | 35 | ```ruby |
33 | plot = UnicodePlot.barplot(data: {'foo': 20, 'bar': 50}, title: "Bar") | |
34 | plot.render($stdout) | |
36 | UnicodePlot.barplot(data: {'foo': 20, 'bar': 50}, title: "Bar").render | |
35 | 37 | ``` |
36 | 38 | |
37 | 39 | <img src="img/barplot.png" width="50%" /> |
39 | 41 | ### boxplot |
40 | 42 | |
41 | 43 | ```ruby |
42 | plot = UnicodePlot.boxplot(data: {foo: [1, 3, 5], bar: [3, 5, 7]}, title: "Box") | |
43 | plot.render($stdout) | |
44 | UnicodePlot.boxplot(data: {foo: [1, 3, 5], bar: [3, 5, 7]}, title: "Box").render | |
44 | 45 | ``` |
45 | 46 | |
46 | 47 | <img src="img/boxplot.png" width="50%" /> |
50 | 51 | ```ruby |
51 | 52 | x = Array.new(500) { 20*rand - 10 } + Array.new(500) { 6*rand - 3 } |
52 | 53 | y = Array.new(1000) { 30*rand - 10 } |
53 | plot = UnicodePlot.densityplot(x, y, title: "Density") | |
54 | plot.render($stdout) | |
54 | UnicodePlot.densityplot(x, y, title: "Density").render | |
55 | 55 | ``` |
56 | 56 | |
57 | 57 | <img src="img/densityplot.png" width="50%" /> |
60 | 60 | |
61 | 61 | ```ruby |
62 | 62 | x = Array.new(100) { rand(10) } + Array.new(100) { rand(30) + 10 } |
63 | plot = UnicodePlot.histogram(x, title: "Histogram") | |
64 | plot.render($stdout) | |
63 | UnicodePlot.histogram(x, title: "Histogram").render | |
65 | 64 | ``` |
66 | 65 | |
67 | 66 | <img src="img/histogram.png" width="50%" /> |
75 | 74 | ```ruby |
76 | 75 | x = Array.new(50) { rand(20) - 10 } |
77 | 76 | y = x.map {|xx| xx*rand(30) - 10 } |
78 | plot = UnicodePlot.scatterplot(x, y, title: "Scatter") | |
79 | plot.render($stdout) | |
77 | UnicodePlot.scatterplot(x, y, title: "Scatter").render | |
80 | 78 | ``` |
81 | 79 | |
82 | 80 | <img src="img/scatterplot.png" width="50%" /> |
0 | 0 | require "bundler/gem_helper" |
1 | require "yard" | |
1 | 2 | |
2 | 3 | base_dir = File.expand_path("..", __FILE__) |
3 | 4 | helper = Bundler::GemHelper.new(base_dir) |
4 | 5 | helper.install |
5 | spec = helper.gemspec | |
6 | 6 | |
7 | 7 | desc "Run test" |
8 | 8 | task :test do |
10 | 10 | end |
11 | 11 | |
12 | 12 | task default: :test |
13 | ||
14 | YARD::Rake::YardocTask.new do |task| | |
15 | end |
0 | require "unicode_plot" | |
1 | require "stringio" | |
2 | ||
3 | N = 1000 | |
4 | M = 50 | |
5 | ||
6 | out = StringIO.new | |
7 | def out.tty?; true; end | |
8 | ||
9 | shift = 0 | |
10 | continue = true | |
11 | Signal.trap(:INT) { continue = false } | |
12 | ||
13 | while continue | |
14 | out.truncate(0) | |
15 | ||
16 | xs = 0...N | |
17 | ys = xs.map {|x| Math.sin(2*Math::PI*(x + shift) / N) } | |
18 | UnicodePlot.lineplot(xs, ys, width: 60, height: 15).render(out) | |
19 | ||
20 | lines = out.string.lines | |
21 | lines.each do |line| | |
22 | $stdout.print "\r#{line}" | |
23 | end | |
24 | $stdout.print "\e[0J" | |
25 | $stdout.flush | |
26 | ||
27 | sleep 0.2 | |
28 | ||
29 | if continue | |
30 | n = lines.count | |
31 | $stdout.print "\e[#{n}F" | |
32 | shift = (shift + M) % N | |
33 | end | |
34 | end | |
35 | ||
36 | $stdout.print "\e[0J" |
0 | #!/bin/env ruby | |
1 | $LOAD_PATH << "#{__dir__}/../lib" | |
2 | require "unicode_plot" | |
3 | ||
4 | # example of line plots using different canvases | |
5 | UnicodePlot.lineplot([1, 2, 7], [9, -6, 8], title: "Default Lineplot").render | |
6 | UnicodePlot.lineplot([1, 2, 7], [9, -6, 8], title: "Ascii Lineplot", canvas: :ascii).render | |
7 | UnicodePlot.lineplot([1, 2, 7], [9, -6, 8], title: "Dot Lineplot", canvas: :dot).render | |
8 | UnicodePlot.lineplot([1, 2, 7], [9, -6, 8], title: "Block Lineplot", canvas: :block).render |
0 | #!/bin/env ruby | |
1 | ||
2 | $LOAD_PATH << "#{__dir__}/../lib" | |
3 | require "unicode_plot" | |
4 | ||
5 | # single plot at a time | |
6 | UnicodePlot.stairs([1, 2, 4, 7, 8], [1, 3, 4, 2, 7], style: :post).render | |
7 | ||
8 | # pre: style | |
9 | UnicodePlot.stairs([1, 2, 4, 7, 8], [1, 3, 4, 2, 7], style: :pre).render | |
10 | ||
11 | # Another single plot with title | |
12 | UnicodePlot.stairs([2, 3, 5, 6, 9], [2, 5, 3, 4, 2], title: "My Staircase Plot").render | |
13 | ||
14 | # Two plots at a time. | |
15 | # Using an explicit limit because data for the 2nd plot is outside the bounds from the 1st plot | |
16 | plot = UnicodePlot.stairs([1, 2, 4, 7, 8], [1, 3, 4, 2, 7], title: "Two Staircases", xlim: [1,10] ) | |
17 | UnicodePlot.stairs!(plot, [0, 3, 5, 6, 9], [2, 5, 3, 4, 0]) | |
18 | plot.render | |
19 | ||
20 |
0 | #!/bin/env ruby | |
1 | # coding: utf-8 | |
2 | $LOAD_PATH << "#{__dir__}/../lib" | |
3 | require "unicode_plot" | |
4 | ||
5 | fifty_floats = 50.times.map { rand(-1000..1000)/350.0 } | |
6 | eighty_ints = 80.times.map { rand(1..100) } | |
7 | another_eighty_ints = 80.times.map { rand(1..100) } | |
8 | three_hundred_ints = 300.times.map { rand(-100..100) } | |
9 | ||
10 | UnicodePlot.stemplot(eighty_ints) | |
11 | ||
12 | UnicodePlot.stemplot(three_hundred_ints) | |
13 | ||
14 | UnicodePlot.stemplot(fifty_floats, scale: 1) | |
15 | ||
16 | UnicodePlot.stemplot(fifty_floats, scale: 1, divider: "😄") | |
17 | ||
18 | UnicodePlot.stemplot(eighty_ints, another_eighty_ints) | |
19 | ||
20 | # Examples with strings | |
21 | ||
22 | words_1 = %w[apple junk ant age bee bar baz dog egg a] | |
23 | words_2 = %w[ape flan can cat juice elf gnome child fruit] | |
24 | ||
25 | UnicodePlot.stemplot(words_1) | |
26 | ||
27 | UnicodePlot.stemplot(words_1, words_2) | |
28 | ||
29 | ||
30 | UnicodePlot.stemplot(words_1, scale: 100, trim: true) | |
31 | ||
32 | UnicodePlot.stemplot(words_1, scale: 100, trim: true, string_padchar: '?') | |
33 | ||
34 | floats = (-8..8).to_a.map { |a| a / 2.0 } | |
35 | UnicodePlot.stemplot(floats, scale: 1) |
0 | #!/bin/env ruby | |
1 | ||
2 | $LOAD_PATH << "#{__dir__}/../lib" | |
3 | require "unicode_plot" | |
4 | ||
5 | ys = [261, 272, 277, 283, 289, 294, 298, 305, 309, 314, 319, 320, 322, 323, 324] | |
6 | ||
7 | xs = ys.size.times.to_a | |
8 | ||
9 | UnicodePlot.lineplot(xs, ys, height: 26, ylim: [0, 700]).render | |
10 |
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0 | module UnicodePlot | |
1 | class AsciiCanvas < LookupCanvas | |
2 | ASCII_SIGNS = [ | |
3 | [ 0b100_000_000, 0b000_100_000, 0b000_000_100 ].freeze, | |
4 | [ 0b010_000_000, 0b000_010_000, 0b000_000_010 ].freeze, | |
5 | [ 0b001_000_000, 0b000_001_000, 0b000_000_001 ].freeze | |
6 | ].freeze | |
7 | ||
8 | ASCII_LOOKUP = { | |
9 | 0b101_000_000 => '"', | |
10 | 0b111_111_111 => '@', | |
11 | #0b011_110_011 => '$', | |
12 | 0b010_000_000 => '\'', | |
13 | 0b010_100_010 => '(', | |
14 | 0b010_001_010 => ')', | |
15 | 0b000_010_000 => '*', | |
16 | 0b010_111_010 => '+', | |
17 | 0b000_010_010 => ',', | |
18 | 0b000_100_100 => ',', | |
19 | 0b000_001_001 => ',', | |
20 | 0b000_111_000 => '-', | |
21 | 0b000_000_010 => '.', | |
22 | 0b000_000_100 => '.', | |
23 | 0b000_000_001 => '.', | |
24 | 0b001_010_100 => '/', | |
25 | 0b010_100_000 => '/', | |
26 | 0b001_010_110 => '/', | |
27 | 0b011_010_010 => '/', | |
28 | 0b001_010_010 => '/', | |
29 | 0b110_010_111 => '1', | |
30 | #0b111_010_100 => '7', | |
31 | 0b010_000_010 => ':', | |
32 | 0b111_000_111 => '=', | |
33 | #0b010_111_101 => 'A', | |
34 | #0b011_100_011 => 'C', | |
35 | #0b110_101_110 => 'D', | |
36 | #0b111_110_100 => 'F', | |
37 | #0b011_101_011 => 'G', | |
38 | #0b101_111_101 => 'H', | |
39 | 0b111_010_111 => 'I', | |
40 | #0b011_001_111 => 'J', | |
41 | #0b101_110_101 => 'K', | |
42 | 0b100_100_111 => 'L', | |
43 | #0b111_111_101 => 'M', | |
44 | #0b101_101_101 => 'N', | |
45 | #0b111_101_111 => 'O', | |
46 | #0b111_111_100 => 'P', | |
47 | 0b111_010_010 => 'T', | |
48 | #0b101_101_111 => 'U', | |
49 | 0b101_101_010 => 'V', | |
50 | #0b101_111_111 => 'W', | |
51 | 0b101_010_101 => 'X', | |
52 | 0b101_010_010 => 'Y', | |
53 | 0b110_100_110 => '[', | |
54 | 0b010_001_000 => '\\', | |
55 | 0b100_010_001 => '\\', | |
56 | 0b110_010_010 => '\\', | |
57 | 0b100_010_011 => '\\', | |
58 | 0b100_010_010 => '\\', | |
59 | 0b011_001_011 => ']', | |
60 | 0b010_101_000 => '^', | |
61 | 0b000_000_111 => '_', | |
62 | 0b100_000_000 => '`', | |
63 | #0b000_111_111 => 'a', | |
64 | #0b100_111_111 => 'b', | |
65 | #0b001_111_111 => 'd', | |
66 | #0b001_111_010 => 'f', | |
67 | #0b100_111_101 => 'h', | |
68 | #0b100_101_101 => 'k', | |
69 | 0b110_010_011 => 'l', | |
70 | #0b000_111_101 => 'n', | |
71 | 0b000_111_100 => 'r', | |
72 | #0b000_101_111 => 'u', | |
73 | 0b000_101_010 => 'v', | |
74 | 0b011_110_011 => '{', | |
75 | 0b010_010_010 => '|', | |
76 | 0b100_100_100 => '|', | |
77 | 0b001_001_001 => '|', | |
78 | 0b110_011_110 => '}', | |
79 | }.freeze | |
80 | ||
81 | ascii_lookup_key_order = [ | |
82 | 0x0002, 0x00d2, 0x0113, 0x00a0, 0x0088, | |
83 | 0x002a, 0x0100, 0x0197, 0x0012, 0x0193, | |
84 | 0x0092, 0x0082, 0x008a, 0x0054, 0x0004, | |
85 | 0x01d2, 0x01ff, 0x0124, 0x00a8, 0x0056, | |
86 | 0x0001, 0x01c7, 0x0052, 0x0080, 0x0009, | |
87 | 0x00cb, 0x0007, 0x003c, 0x0111, 0x0140, | |
88 | 0x0024, 0x0127, 0x0192, 0x0010, 0x019e, | |
89 | 0x01a6, 0x01d7, 0x0155, 0x00a2, 0x00ba, | |
90 | 0x0112, 0x0049, 0x00f3, 0x0152, 0x0038, | |
91 | 0x016a | |
92 | ] | |
93 | ||
94 | ASCII_DECODE = [' '] | |
95 | ||
96 | 1.upto(0b111_111_111) do |i| | |
97 | min_key = ascii_lookup_key_order.min_by {|k| (i ^ k).digits(2).sum } | |
98 | ASCII_DECODE[i] = ASCII_LOOKUP[min_key] | |
99 | end | |
100 | ||
101 | ASCII_DECODE.freeze | |
102 | ||
103 | PIXEL_PER_CHAR = 3 | |
104 | ||
105 | def initialize(width, height, **kw) | |
106 | super(width, height, | |
107 | PIXEL_PER_CHAR, PIXEL_PER_CHAR, | |
108 | **kw) | |
109 | end | |
110 | ||
111 | def lookup_encode(x, y) | |
112 | ASCII_SIGNS[x][y] | |
113 | end | |
114 | ||
115 | def lookup_decode(code) | |
116 | ASCII_DECODE[code] | |
117 | end | |
118 | end | |
119 | end |
68 | 68 | end |
69 | 69 | end |
70 | 70 | |
71 | # @overload barplot(text, heights, xscale: nil, title: nil, xlabel: nil, ylabel: nil, labels: true, border: :barplot, margin: Plot::DEFAULT_MARGIN, padding: Plot::DEFAULT_PADDING, color: Barplot::DEFAULT_COLOR, width: Plot::DEFAULT_WIDTH, symbol: Barplot::DEFAULT_SYMBOL) | |
72 | # | |
73 | # Draws a horizontal barplot. | |
74 | # | |
75 | # @param text [Array<String>] The lables / captions of the bars. | |
76 | # @param heights [Array<Numeric>] The values / heights of the bars. | |
77 | # @param xscale [nil,:log,:ln,:log10,:lg,:log2,:lb,callable] | |
78 | # A function name symbol or callable object to transform the bar | |
79 | # length before plotting. This effectively scales the x-axis | |
80 | # without influencing the captions of the individual bars. | |
81 | # e.g. use `xscale: :log10` for logscale. | |
82 | # @param title | |
83 | # @param xlabel | |
84 | # @param ylabel | |
85 | # @param labels | |
86 | # @param border | |
87 | # @param margin | |
88 | # @param padding | |
89 | # @param color | |
90 | # @param width | |
91 | # @param symbol [String] Specifies the character that should be used | |
92 | # to render the bars. | |
93 | # | |
94 | # @return [Barplot] A plot object. | |
95 | # | |
96 | # @example Example usage of barplot on IRB: | |
97 | # | |
98 | # >> UnicodePlot.barplot(["Paris", "New York", "Moskau", "Madrid"], | |
99 | # [2.244, 8.406, 11.92, 3.165], | |
100 | # xlabel: "population [in mil]").render | |
101 | # ┌ ┐ | |
102 | # Paris ┤■■■■■■ 2.244 | |
103 | # New York ┤■■■■■■■■■■■■■■■■■■■■■■■ 8.406 | |
104 | # Moskau ┤■■■■■■■■■■■■■■■■■■■■■■■■■■■■■■■■■ 11.92 | |
105 | # Madrid ┤■■■■■■■■■ 3.165 | |
106 | # └ ┘ | |
107 | # population [in mil] | |
108 | # => nil | |
109 | # | |
110 | # @see Plot | |
111 | # @see histogram | |
112 | # @see Barplot | |
113 | # | |
114 | # @overload barplot(data, **kwargs) | |
115 | # | |
116 | # The different variation of barplot described above. | |
117 | # | |
118 | # @param data [Hash] A hash in which the keys will be used as `text` and | |
119 | # the values will be utilized as `heights`. | |
120 | # @param kwargs Optional keyword arguments same as ones described above. | |
121 | # @return [Barplot] A plot object. | |
71 | 122 | module_function def barplot(*args, |
72 | 123 | width: Plot::DEFAULT_WIDTH, |
73 | 124 | color: Barplot::DEFAULT_COLOR, |
107 | 158 | plot |
108 | 159 | end |
109 | 160 | |
161 | # @overload barplot!(plot, text, heights) | |
162 | # | |
163 | # Draw additional bars on the given existing plot. | |
164 | # | |
165 | # @param plot [Barplot] the existing plot. | |
166 | # @return [Barplot] A plot object. | |
167 | # | |
168 | # @see barplot | |
169 | # | |
170 | # @overload barplot!(plot, data) | |
171 | # | |
172 | # The different variation of `barplot!` that takes the plotting data in a hash. | |
173 | # | |
174 | # @param plot [Barplot] the existing plot. | |
175 | # @return [Barplot] A plot object. | |
110 | 176 | module_function def barplot!(plot, |
111 | 177 | *args, |
112 | data: nil, | |
113 | **kw) | |
178 | data: nil) | |
114 | 179 | case args.length |
115 | 180 | when 0 |
116 | 181 | data = Hash(data) |
0 | module UnicodePlot | |
1 | class BrailleCanvas < Canvas | |
2 | X_PIXEL_PER_CHAR = 2 | |
3 | Y_PIXEL_PER_CHAR = 4 | |
4 | ||
5 | BRAILLE_SIGNS = [ | |
6 | [ | |
7 | 0x2801, | |
8 | 0x2802, | |
9 | 0x2804, | |
10 | 0x2840, | |
11 | ].freeze, | |
12 | [ | |
13 | 0x2808, | |
14 | 0x2810, | |
15 | 0x2820, | |
16 | 0x2880 | |
17 | ].freeze | |
18 | ].freeze | |
19 | ||
20 | def initialize(width, height, **kw) | |
21 | super(width, height, | |
22 | width * X_PIXEL_PER_CHAR, | |
23 | height * Y_PIXEL_PER_CHAR, | |
24 | "\u{2800}", | |
25 | x_pixel_per_char: X_PIXEL_PER_CHAR, | |
26 | y_pixel_per_char: Y_PIXEL_PER_CHAR, | |
27 | **kw) | |
28 | end | |
29 | ||
30 | def pixel!(pixel_x, pixel_y, color) | |
31 | unless 0 <= pixel_x && pixel_x <= pixel_width && | |
32 | 0 <= pixel_y && pixel_y <= pixel_height | |
33 | return color | |
34 | end | |
35 | pixel_x -= 1 unless pixel_x < pixel_width | |
36 | pixel_y -= 1 unless pixel_y < pixel_height | |
37 | tx = pixel_x.fdiv(pixel_width) * width | |
38 | char_x = tx.floor + 1 | |
39 | char_x_off = pixel_x % X_PIXEL_PER_CHAR + 1 | |
40 | char_x += 1 if char_x < tx.round + 1 && char_x_off == 1 | |
41 | ||
42 | char_y = (pixel_y.fdiv(pixel_height) * height).floor + 1 | |
43 | char_y_off = pixel_y % Y_PIXEL_PER_CHAR + 1 | |
44 | ||
45 | index = index_at(char_x - 1, char_y - 1) | |
46 | if index | |
47 | @grid[index] = (@grid[index].ord | BRAILLE_SIGNS[char_x_off - 1][char_y_off - 1]).chr(Encoding::UTF_8) | |
48 | @colors[index] |= COLOR_ENCODE[color] | |
49 | end | |
50 | color | |
51 | end | |
52 | ||
53 | def print_row(out, row_index) | |
54 | unless 0 <= row_index && row_index < height | |
55 | raise ArgumentError, "row_index out of bounds" | |
56 | end | |
57 | y = row_index | |
58 | (0 ... width).each do |x| | |
59 | print_color(out, color_at(x, y), char_at(x, y)) | |
60 | end | |
61 | end | |
62 | end | |
63 | end |
0 | require_relative 'lookup_canvas' | |
1 | ||
2 | module UnicodePlot | |
3 | class AsciiCanvas < LookupCanvas | |
4 | Canvas::CANVAS_CLASS_MAP[:ascii] = self | |
5 | ||
6 | ASCII_SIGNS = [ | |
7 | [ 0b100_000_000, 0b000_100_000, 0b000_000_100 ].freeze, | |
8 | [ 0b010_000_000, 0b000_010_000, 0b000_000_010 ].freeze, | |
9 | [ 0b001_000_000, 0b000_001_000, 0b000_000_001 ].freeze | |
10 | ].freeze | |
11 | ||
12 | ASCII_LOOKUP = { | |
13 | 0b101_000_000 => '"', | |
14 | 0b111_111_111 => '@', | |
15 | #0b011_110_011 => '$', | |
16 | 0b010_000_000 => '\'', | |
17 | 0b010_100_010 => '(', | |
18 | 0b010_001_010 => ')', | |
19 | 0b000_010_000 => '*', | |
20 | 0b010_111_010 => '+', | |
21 | 0b000_010_010 => ',', | |
22 | 0b000_100_100 => ',', | |
23 | 0b000_001_001 => ',', | |
24 | 0b000_111_000 => '-', | |
25 | 0b000_000_010 => '.', | |
26 | 0b000_000_100 => '.', | |
27 | 0b000_000_001 => '.', | |
28 | 0b001_010_100 => '/', | |
29 | 0b010_100_000 => '/', | |
30 | 0b001_010_110 => '/', | |
31 | 0b011_010_010 => '/', | |
32 | 0b001_010_010 => '/', | |
33 | 0b110_010_111 => '1', | |
34 | #0b111_010_100 => '7', | |
35 | 0b010_000_010 => ':', | |
36 | 0b111_000_111 => '=', | |
37 | #0b010_111_101 => 'A', | |
38 | #0b011_100_011 => 'C', | |
39 | #0b110_101_110 => 'D', | |
40 | #0b111_110_100 => 'F', | |
41 | #0b011_101_011 => 'G', | |
42 | #0b101_111_101 => 'H', | |
43 | 0b111_010_111 => 'I', | |
44 | #0b011_001_111 => 'J', | |
45 | #0b101_110_101 => 'K', | |
46 | 0b100_100_111 => 'L', | |
47 | #0b111_111_101 => 'M', | |
48 | #0b101_101_101 => 'N', | |
49 | #0b111_101_111 => 'O', | |
50 | #0b111_111_100 => 'P', | |
51 | 0b111_010_010 => 'T', | |
52 | #0b101_101_111 => 'U', | |
53 | 0b101_101_010 => 'V', | |
54 | #0b101_111_111 => 'W', | |
55 | 0b101_010_101 => 'X', | |
56 | 0b101_010_010 => 'Y', | |
57 | 0b110_100_110 => '[', | |
58 | 0b010_001_000 => '\\', | |
59 | 0b100_010_001 => '\\', | |
60 | 0b110_010_010 => '\\', | |
61 | 0b100_010_011 => '\\', | |
62 | 0b100_010_010 => '\\', | |
63 | 0b011_001_011 => ']', | |
64 | 0b010_101_000 => '^', | |
65 | 0b000_000_111 => '_', | |
66 | 0b100_000_000 => '`', | |
67 | #0b000_111_111 => 'a', | |
68 | #0b100_111_111 => 'b', | |
69 | #0b001_111_111 => 'd', | |
70 | #0b001_111_010 => 'f', | |
71 | #0b100_111_101 => 'h', | |
72 | #0b100_101_101 => 'k', | |
73 | 0b110_010_011 => 'l', | |
74 | #0b000_111_101 => 'n', | |
75 | 0b000_111_100 => 'r', | |
76 | #0b000_101_111 => 'u', | |
77 | 0b000_101_010 => 'v', | |
78 | 0b011_110_011 => '{', | |
79 | 0b010_010_010 => '|', | |
80 | 0b100_100_100 => '|', | |
81 | 0b001_001_001 => '|', | |
82 | 0b110_011_110 => '}', | |
83 | }.freeze | |
84 | ||
85 | ascii_lookup_key_order = [ | |
86 | 0x0002, 0x00d2, 0x0113, 0x00a0, 0x0088, | |
87 | 0x002a, 0x0100, 0x0197, 0x0012, 0x0193, | |
88 | 0x0092, 0x0082, 0x008a, 0x0054, 0x0004, | |
89 | 0x01d2, 0x01ff, 0x0124, 0x00a8, 0x0056, | |
90 | 0x0001, 0x01c7, 0x0052, 0x0080, 0x0009, | |
91 | 0x00cb, 0x0007, 0x003c, 0x0111, 0x0140, | |
92 | 0x0024, 0x0127, 0x0192, 0x0010, 0x019e, | |
93 | 0x01a6, 0x01d7, 0x0155, 0x00a2, 0x00ba, | |
94 | 0x0112, 0x0049, 0x00f3, 0x0152, 0x0038, | |
95 | 0x016a | |
96 | ] | |
97 | ||
98 | ASCII_DECODE = [' '] | |
99 | ||
100 | 1.upto(0b111_111_111) do |i| | |
101 | min_key = ascii_lookup_key_order.min_by {|k| (i ^ k).digits(2).sum } | |
102 | ASCII_DECODE[i] = ASCII_LOOKUP[min_key] | |
103 | end | |
104 | ||
105 | ASCII_DECODE.freeze | |
106 | ||
107 | PIXEL_PER_CHAR = 3 | |
108 | ||
109 | def initialize(width, height, **kw) | |
110 | super(width, height, | |
111 | PIXEL_PER_CHAR, PIXEL_PER_CHAR, | |
112 | **kw) | |
113 | end | |
114 | ||
115 | def lookup_encode(x, y) | |
116 | ASCII_SIGNS[x][y] | |
117 | end | |
118 | ||
119 | def lookup_decode(code) | |
120 | ASCII_DECODE[code] | |
121 | end | |
122 | end | |
123 | end |
0 | module UnicodePlot | |
1 | # The `BlockCanvas` is also Unicode-based. | |
2 | # It has half the resolution of the `BrailleCanvas`. | |
3 | # In contrast to BrailleCanvas, the pixels don't | |
4 | # have visible spacing between them. | |
5 | # This canvas effectively turns every character | |
6 | # into 4 pixels that can individually be manipulated | |
7 | # using binary operations. | |
8 | class BlockCanvas < LookupCanvas | |
9 | Canvas::CANVAS_CLASS_MAP[:block] = self | |
10 | ||
11 | X_PIXEL_PER_CHAR = 2 | |
12 | Y_PIXEL_PER_CHAR = 2 | |
13 | ||
14 | def initialize(width, height, fill_char=0, **kw) | |
15 | super(width, height, | |
16 | X_PIXEL_PER_CHAR, | |
17 | Y_PIXEL_PER_CHAR, | |
18 | fill_char, | |
19 | **kw) | |
20 | end | |
21 | ||
22 | BLOCK_SIGNS = [ | |
23 | [0b1000, 0b0010].freeze, | |
24 | [0b0100, 0b0001].freeze | |
25 | ].freeze | |
26 | ||
27 | BLOCK_DECODE = [ | |
28 | -' ', -'▗', -'▖', -'▄', | |
29 | -'▝', -'▐', -'▞', -'▟', | |
30 | -'▘', -'▚', -'▌', -'▙', | |
31 | -'▀', -'▜', -'▛', -'█' | |
32 | ].freeze | |
33 | ||
34 | def lookup_encode(x,y) ; BLOCK_SIGNS[x][y] ; end | |
35 | def lookup_decode(x) ; BLOCK_DECODE[x] ; end | |
36 | end | |
37 | end |
0 | module UnicodePlot | |
1 | class BrailleCanvas < Canvas | |
2 | Canvas::CANVAS_CLASS_MAP[:braille] = self | |
3 | ||
4 | X_PIXEL_PER_CHAR = 2 | |
5 | Y_PIXEL_PER_CHAR = 4 | |
6 | ||
7 | BRAILLE_SIGNS = [ | |
8 | [ | |
9 | 0x2801, | |
10 | 0x2802, | |
11 | 0x2804, | |
12 | 0x2840, | |
13 | ].freeze, | |
14 | [ | |
15 | 0x2808, | |
16 | 0x2810, | |
17 | 0x2820, | |
18 | 0x2880 | |
19 | ].freeze | |
20 | ].freeze | |
21 | ||
22 | def initialize(width, height, **kw) | |
23 | super(width, height, | |
24 | width * X_PIXEL_PER_CHAR, | |
25 | height * Y_PIXEL_PER_CHAR, | |
26 | "\u{2800}", | |
27 | x_pixel_per_char: X_PIXEL_PER_CHAR, | |
28 | y_pixel_per_char: Y_PIXEL_PER_CHAR, | |
29 | **kw) | |
30 | end | |
31 | ||
32 | def pixel!(pixel_x, pixel_y, color) | |
33 | unless 0 <= pixel_x && pixel_x <= pixel_width && | |
34 | 0 <= pixel_y && pixel_y <= pixel_height | |
35 | return color | |
36 | end | |
37 | pixel_x -= 1 unless pixel_x < pixel_width | |
38 | pixel_y -= 1 unless pixel_y < pixel_height | |
39 | tx = pixel_x.fdiv(pixel_width) * width | |
40 | char_x = tx.floor + 1 | |
41 | char_x_off = pixel_x % X_PIXEL_PER_CHAR + 1 | |
42 | char_x += 1 if char_x < tx.round + 1 && char_x_off == 1 | |
43 | ||
44 | char_y_off = pixel_y % Y_PIXEL_PER_CHAR + 1 | |
45 | char_y = ((pixel_y - (char_y_off - 1)) / Y_PIXEL_PER_CHAR) + 1 | |
46 | ||
47 | index = index_at(char_x - 1, char_y - 1) | |
48 | if index | |
49 | @grid[index] = (@grid[index].ord | BRAILLE_SIGNS[char_x_off - 1][char_y_off - 1]).chr(Encoding::UTF_8) | |
50 | @colors[index] |= COLOR_ENCODE[color] | |
51 | end | |
52 | color | |
53 | end | |
54 | ||
55 | def print_row(out, row_index) | |
56 | unless 0 <= row_index && row_index < height | |
57 | raise ArgumentError, "row_index out of bounds" | |
58 | end | |
59 | y = row_index | |
60 | (0 ... width).each do |x| | |
61 | print_color(out, color_at(x, y), char_at(x, y)) | |
62 | end | |
63 | end | |
64 | end | |
65 | end |
0 | module UnicodePlot | |
1 | class DensityCanvas < Canvas | |
2 | Canvas::CANVAS_CLASS_MAP[:density] = self | |
3 | ||
4 | DENSITY_SIGNS = [" ", "░", "▒", "▓", "█"].freeze | |
5 | ||
6 | MIN_WIDTH = 5 | |
7 | MIN_HEIGHT = 5 | |
8 | ||
9 | X_PIXEL_PER_CHAR = 1 | |
10 | Y_PIXEL_PER_CHAR = 2 | |
11 | ||
12 | def initialize(width, height, **kw) | |
13 | width = [width, MIN_WIDTH].max | |
14 | height = [height, MIN_HEIGHT].max | |
15 | @max_density = 1 | |
16 | super(width, height, | |
17 | width * X_PIXEL_PER_CHAR, | |
18 | height * Y_PIXEL_PER_CHAR, | |
19 | 0, | |
20 | x_pixel_per_char: X_PIXEL_PER_CHAR, | |
21 | y_pixel_per_char: Y_PIXEL_PER_CHAR, | |
22 | **kw) | |
23 | end | |
24 | ||
25 | def pixel!(pixel_x, pixel_y, color) | |
26 | unless 0 <= pixel_x && pixel_x <= pixel_width && | |
27 | 0 <= pixel_y && pixel_y <= pixel_height | |
28 | return color | |
29 | end | |
30 | ||
31 | pixel_x -= 1 unless pixel_x < pixel_width | |
32 | pixel_y -= 1 unless pixel_y < pixel_height | |
33 | ||
34 | char_x = (pixel_x.fdiv(pixel_width) * width).floor | |
35 | char_y = (pixel_y.fdiv(pixel_height) * height).floor | |
36 | ||
37 | index = index_at(char_x, char_y) | |
38 | @grid[index] += 1 | |
39 | @max_density = [@max_density, @grid[index]].max | |
40 | @colors[index] |= COLOR_ENCODE[color] | |
41 | color | |
42 | end | |
43 | ||
44 | def print_row(out, row_index) | |
45 | unless 0 <= row_index && row_index < height | |
46 | raise ArgumentError, "row_index out of bounds" | |
47 | end | |
48 | y = row_index | |
49 | den_sign_count = DENSITY_SIGNS.length | |
50 | val_scale = (den_sign_count - 1).fdiv(@max_density) | |
51 | (0 ... width).each do |x| | |
52 | den_index = (char_at(x, y) * val_scale).round | |
53 | print_color(out, color_at(x, y), DENSITY_SIGNS[den_index]) | |
54 | end | |
55 | end | |
56 | end | |
57 | end |
0 | module UnicodePlot | |
1 | class DotCanvas < LookupCanvas | |
2 | Canvas::CANVAS_CLASS_MAP[:dot] = self | |
3 | ||
4 | DOT_SIGNS = [ | |
5 | [ | |
6 | 0b10, | |
7 | 0b01 | |
8 | ].freeze | |
9 | ].freeze | |
10 | ||
11 | DOT_DECODE = [ | |
12 | -' ', # 0b00 | |
13 | -'.', # 0b01 | |
14 | -"'", # 0b10 | |
15 | -':', # 0b11 | |
16 | ].freeze | |
17 | ||
18 | X_PIXEL_PER_CHAR = 1 | |
19 | Y_PIXEL_PER_CHAR = 2 | |
20 | ||
21 | def initialize(width, height, **kw) | |
22 | super(width, height, | |
23 | X_PIXEL_PER_CHAR, Y_PIXEL_PER_CHAR, | |
24 | **kw) | |
25 | end | |
26 | ||
27 | def lookup_encode(x, y) | |
28 | DOT_SIGNS[x][y] | |
29 | end | |
30 | ||
31 | def lookup_decode(code) | |
32 | DOT_DECODE[code] | |
33 | end | |
34 | end | |
35 | end |
0 | module UnicodePlot | |
1 | class LookupCanvas < Canvas | |
2 | def initialize(width, height, x_pixel_per_char, y_pixel_per_char, fill_char=0, **kw) | |
3 | super(width, height, | |
4 | width * x_pixel_per_char, | |
5 | height * y_pixel_per_char, | |
6 | fill_char, | |
7 | x_pixel_per_char: x_pixel_per_char, | |
8 | y_pixel_per_char: y_pixel_per_char, | |
9 | **kw) | |
10 | end | |
11 | ||
12 | def pixel!(pixel_x, pixel_y, color) | |
13 | unless 0 <= pixel_x && pixel_x <= pixel_width && | |
14 | 0 <= pixel_y && pixel_y <= pixel_height | |
15 | return color | |
16 | end | |
17 | pixel_x -= 1 unless pixel_x < pixel_width | |
18 | pixel_y -= 1 unless pixel_y < pixel_height | |
19 | ||
20 | tx = pixel_x.fdiv(pixel_width) * width | |
21 | char_x = tx.floor + 1 | |
22 | char_x_off = pixel_x % x_pixel_per_char + 1 | |
23 | char_x += 1 if char_x < tx.round + 1 && char_x_off == 1 | |
24 | ||
25 | char_y_off = pixel_y % y_pixel_per_char + 1 | |
26 | char_y = ((pixel_y - (char_y_off - 1)) / y_pixel_per_char) + 1 | |
27 | ||
28 | index = index_at(char_x - 1, char_y - 1) | |
29 | if index | |
30 | @grid[index] |= lookup_encode(char_x_off - 1, char_y_off - 1) | |
31 | @colors[index] |= COLOR_ENCODE[color] | |
32 | end | |
33 | end | |
34 | ||
35 | def print_row(out, row_index) | |
36 | unless 0 <= row_index && row_index < height | |
37 | raise ArgumentError, "row_index out of bounds" | |
38 | end | |
39 | y = row_index | |
40 | (0 ... width).each do |x| | |
41 | print_color(out, color_at(x, y), lookup_decode(char_at(x, y))) | |
42 | end | |
43 | end | |
44 | end | |
45 | end |
1 | 1 | class Canvas |
2 | 2 | include BorderPrinter |
3 | 3 | |
4 | CANVAS_CLASS_MAP = {} | |
5 | ||
4 | 6 | def self.create(canvas_type, width, height, **kw) |
5 | case canvas_type | |
6 | when :ascii | |
7 | AsciiCanvas.new(width, height, **kw) | |
8 | when :braille | |
9 | BrailleCanvas.new(width, height, **kw) | |
10 | when :density | |
11 | DensityCanvas.new(width, height, **kw) | |
12 | when :dot | |
13 | DotCanvas.new(width, height, **kw) | |
7 | canvas_class = CANVAS_CLASS_MAP[canvas_type] | |
8 | case canvas_class | |
9 | when Class | |
10 | canvas_class.new(width, height, **kw) | |
14 | 11 | else |
15 | 12 | raise ArgumentError, "unknown canvas type: #{canvas_type}" |
16 | 13 | end |
165 | 162 | raise ArgumentError, "#{name} has to be positive" |
166 | 163 | end |
167 | 164 | end |
165 | ||
166 | def self.canvas_types | |
167 | Canvas::CANVAS_CLASS_MAP.keys | |
168 | end | |
168 | 169 | end |
170 | ||
171 | require_relative 'canvas/ascii_canvas' | |
172 | require_relative 'canvas/block_canvas' | |
173 | require_relative 'canvas/braille_canvas' | |
174 | require_relative 'canvas/density_canvas' | |
175 | require_relative 'canvas/dot_canvas' | |
176 | ||
177 | UnicodePlot::Canvas::CANVAS_CLASS_MAP.freeze |
0 | module UnicodePlot | |
1 | class DensityCanvas < Canvas | |
2 | DENSITY_SIGNS = [" ", "░", "▒", "▓", "█"].freeze | |
3 | ||
4 | MIN_WIDTH = 5 | |
5 | MIN_HEIGHT = 5 | |
6 | ||
7 | X_PIXEL_PER_CHAR = 1 | |
8 | Y_PIXEL_PER_CHAR = 2 | |
9 | ||
10 | def initialize(width, height, **kw) | |
11 | width = [width, MIN_WIDTH].max | |
12 | height = [height, MIN_HEIGHT].max | |
13 | @max_density = 1 | |
14 | super(width, height, | |
15 | width * X_PIXEL_PER_CHAR, | |
16 | height * Y_PIXEL_PER_CHAR, | |
17 | 0, | |
18 | x_pixel_per_char: X_PIXEL_PER_CHAR, | |
19 | y_pixel_per_char: Y_PIXEL_PER_CHAR, | |
20 | **kw) | |
21 | end | |
22 | ||
23 | def pixel!(pixel_x, pixel_y, color) | |
24 | unless 0 <= pixel_x && pixel_x <= pixel_width && | |
25 | 0 <= pixel_y && pixel_y <= pixel_height | |
26 | return color | |
27 | end | |
28 | ||
29 | pixel_x -= 1 unless pixel_x < pixel_width | |
30 | pixel_y -= 1 unless pixel_y < pixel_height | |
31 | ||
32 | char_x = (pixel_x.fdiv(pixel_width) * width).floor | |
33 | char_y = (pixel_y.fdiv(pixel_height) * height).floor | |
34 | ||
35 | index = index_at(char_x, char_y) | |
36 | @grid[index] += 1 | |
37 | @max_density = [@max_density, @grid[index]].max | |
38 | @colors[index] |= COLOR_ENCODE[color] | |
39 | color | |
40 | end | |
41 | ||
42 | def print_row(out, row_index) | |
43 | unless 0 <= row_index && row_index < height | |
44 | raise ArgumentError, "row_index out of bounds" | |
45 | end | |
46 | y = row_index | |
47 | den_sign_count = DENSITY_SIGNS.length | |
48 | val_scale = (den_sign_count - 1).fdiv(@max_density) | |
49 | (0 ... width).each do |x| | |
50 | den_index = (char_at(x, y) * val_scale).round | |
51 | print_color(out, color_at(x, y), DENSITY_SIGNS[den_index]) | |
52 | end | |
53 | end | |
54 | end | |
55 | end |
0 | module UnicodePlot | |
1 | class DotCanvas < LookupCanvas | |
2 | DOT_SIGNS = [ | |
3 | [ | |
4 | 0b10, | |
5 | 0b01 | |
6 | ].freeze | |
7 | ].freeze | |
8 | ||
9 | DOT_DECODE = [ | |
10 | -' ', # 0b00 | |
11 | -'.', # 0b01 | |
12 | -"'", # 0b10 | |
13 | -':', # 0b11 | |
14 | ].freeze | |
15 | ||
16 | X_PIXEL_PER_CHAR = 1 | |
17 | Y_PIXEL_PER_CHAR = 2 | |
18 | ||
19 | def initialize(width, height, **kw) | |
20 | super(width, height, | |
21 | X_PIXEL_PER_CHAR, Y_PIXEL_PER_CHAR, | |
22 | **kw) | |
23 | end | |
24 | ||
25 | def lookup_encode(x, y) | |
26 | DOT_SIGNS[x][y] | |
27 | end | |
28 | ||
29 | def lookup_decode(code) | |
30 | DOT_DECODE[code] | |
31 | end | |
32 | end | |
33 | end |
0 | require "forwardable" | |
1 | ||
2 | module UnicodePlot | |
3 | class IOContext | |
4 | extend Forwardable | |
5 | ||
6 | def initialize(io, color: :auto) | |
7 | @io = io | |
8 | @color = check_color(color) | |
9 | end | |
10 | ||
11 | def_delegators :@io, :print, :puts | |
12 | ||
13 | def color? | |
14 | case @color | |
15 | when :auto | |
16 | @io.respond_to?(:tty?) ? @io.tty? : false | |
17 | else | |
18 | @color | |
19 | end | |
20 | end | |
21 | ||
22 | private def check_color(color) | |
23 | case color | |
24 | when true, false, :auto | |
25 | color | |
26 | else | |
27 | raise ArgumentError, "color must be either true, false, :auto" | |
28 | end | |
29 | end | |
30 | end | |
31 | end |
0 | module UnicodePlot | |
1 | class GridLayout | |
2 | DEFAULT_WIDTH = 80 | |
3 | ||
4 | def initialize(n_rows, n_columns, width: Layout::DEFAULT_WIDTH) | |
5 | @n_rows = n_rows | |
6 | @n_columns = n_columns | |
7 | @width = width | |
8 | end | |
9 | ||
10 | def [](i, j) | |
11 | @plots[i * n_cols + j] | |
12 | end | |
13 | ||
14 | def []=(i, j, plot) | |
15 | @plots[i * n_cols + j] = plot | |
16 | end | |
17 | ||
18 | def <<(plot) | |
19 | @plots << plot | |
20 | end | |
21 | ||
22 | def render(out) | |
23 | buffers = [] | |
24 | (0 ... n_rows).each do |i| | |
25 | (0 ... n_columns).each do |j| | |
26 | StringIO.open do |sio| | |
27 | def sio.tty?; true; end | |
28 | render_cell(sio, i, j) | |
29 | sio.close | |
30 | buffers << sio.string | |
31 | end | |
32 | end | |
33 | end | |
34 | end | |
35 | ||
36 | def render_cell(out, i, j) | |
37 | plot = self[i, j] | |
38 | return unless plot | |
39 | plot.width = cell_width | |
40 | end | |
41 | end | |
42 | ||
43 | module_function def grid_layout(n_rows, n_cols, *plots, **kw) | |
44 | grid = GridLayout.new(n_rows, n_cols, **kw) | |
45 | plots.each do |plot| | |
46 | grid << plot | |
47 | end | |
48 | grid | |
49 | end | |
50 | end |
3 | 3 | class Lineplot < GridPlot |
4 | 4 | end |
5 | 5 | |
6 | # @overload lineplot([x], y, name: "", canvas: :braille, title: "", xlabel: "", ylabel: "", labels: true, border: :solid, margin: Plot::DEFAULT_MARGIN, padding: Plot::DEFAULT_PADDING, color: :auto, width: Plot::DEFAULT_WIDTH, height: GridPlot::DEFAULT_HEIGHT, xlim: [0, 0], ylim: [0, 0], canvas: :braille, grid: true) | |
7 | # | |
8 | # Draws a path through the given points on a new canvas. | |
9 | # | |
10 | # The first (optional) array `x` should contain the horizontal positions for all the points along the path. | |
11 | # The second array `y` should then contain the corresponding vertical positions respectively. | |
12 | # This means that the two vectors must be of the same length and ordering. | |
13 | # | |
14 | # @param x [Array<Numeric>] Optional. The horizontal position for each point. If omitted, the axes of `y` will be used as `x`. | |
15 | # @param y [Array<Numeric>] The vertical position for each point. | |
16 | # @param name [String] Annotation of the current drawing to be displayed on the right. | |
17 | # @param title | |
18 | # @param xlabel | |
19 | # @param ylabel | |
20 | # @param labels | |
21 | # @param border | |
22 | # @param margin | |
23 | # @param padding | |
24 | # @param color | |
25 | # @param width | |
26 | # @param height | |
27 | # @param xlim | |
28 | # @param ylim | |
29 | # @param canvas [Symbol] The type of canvas that should be used for drawing. | |
30 | # @param grid [true,false] If `true`, draws grid-lines at the origin. | |
31 | # @return [Lineplot] A plot object. | |
6 | 32 | module_function def lineplot(*args, |
7 | 33 | canvas: :braille, |
8 | 34 | color: :auto, |
40 | 66 | end |
41 | 67 | end |
42 | 68 | |
69 | # @overload lineplot!(plot, [x], y, name: "", color: :auto) | |
70 | # | |
71 | # Draws a path through the given points on the given canvas. | |
72 | # | |
73 | # @param plot [Lineplot] The plot object. | |
74 | # @param x [Array<Numeric>] Optional. The horizontal position for each point. If omitted, the axes of `y` will be used as `x`. | |
75 | # @param y [Array<Numeric>] The vertical position for each point. | |
76 | # @param name [String] Annotation of the current drawing to be displayed on the right. | |
77 | # @param color | |
78 | # @return [Lineplot] The plot object same as the `plot` parameter. | |
43 | 79 | module_function def lineplot!(plot, |
44 | 80 | *args, |
45 | 81 | color: :auto, |
0 | module UnicodePlot | |
1 | class LookupCanvas < Canvas | |
2 | def initialize(width, height, x_pixel_per_char, y_pixel_per_char, fill_char=0, **kw) | |
3 | super(width, height, | |
4 | width * x_pixel_per_char, | |
5 | height * y_pixel_per_char, | |
6 | fill_char, | |
7 | x_pixel_per_char: x_pixel_per_char, | |
8 | y_pixel_per_char: y_pixel_per_char, | |
9 | **kw) | |
10 | end | |
11 | ||
12 | def pixel!(pixel_x, pixel_y, color) | |
13 | unless 0 <= pixel_x && pixel_x <= pixel_width && | |
14 | 0 <= pixel_y && pixel_y <= pixel_height | |
15 | return color | |
16 | end | |
17 | pixel_x -= 1 unless pixel_x < pixel_width | |
18 | pixel_y -= 1 unless pixel_y < pixel_height | |
19 | ||
20 | tx = pixel_x.fdiv(pixel_width) * width | |
21 | char_x = tx.floor + 1 | |
22 | char_x_off = pixel_x % x_pixel_per_char + 1 | |
23 | char_x += 1 if char_x < tx.round + 1 && char_x_off == 1 | |
24 | ||
25 | char_y = (pixel_y.fdiv(pixel_height) * height).floor + 1 | |
26 | char_y_off = pixel_y % y_pixel_per_char + 1 | |
27 | ||
28 | index = index_at(char_x - 1, char_y - 1) | |
29 | if index | |
30 | @grid[index] |= lookup_encode(char_x_off - 1, char_y_off - 1) | |
31 | @colors[index] |= COLOR_ENCODE[color] | |
32 | end | |
33 | end | |
34 | ||
35 | def print_row(out, row_index) | |
36 | unless 0 <= row_index && row_index < height | |
37 | raise ArgumentError, "row_index out of bounds" | |
38 | end | |
39 | y = row_index | |
40 | (0 ... width).each do |x| | |
41 | print_color(out, color_at(x, y), lookup_decode(char_at(x, y))) | |
42 | end | |
43 | end | |
44 | end | |
45 | end |
16 | 16 | @title = title |
17 | 17 | @xlabel = xlabel |
18 | 18 | @ylabel = ylabel |
19 | @border = border | |
19 | @border = check_border(border) | |
20 | 20 | @margin = check_margin(margin) |
21 | 21 | @padding = padding |
22 | 22 | @labels_left = {} |
102 | 102 | end |
103 | 103 | end |
104 | 104 | |
105 | def render(out=$stdout, newline: true) | |
106 | Renderer.render(out, self, newline) | |
105 | def render(out=$stdout, newline: true, color: :auto) | |
106 | Renderer.render(IOContext.new(out, color: color), self, newline) | |
107 | 107 | end |
108 | 108 | |
109 | 109 | COLOR_CYCLE = [ |
141 | 141 | raise ArgumentError, "row_index out of bounds" |
142 | 142 | end |
143 | 143 | end |
144 | ||
145 | private def check_border(border) | |
146 | return border if BORDER_MAP.key?(border) | |
147 | raise ArgumentError, "unknown border type: #{border}" | |
148 | end | |
144 | 149 | end |
145 | 150 | end |
39 | 39 | barplot: BorderMaps::BORDER_BARPLOT, |
40 | 40 | }.freeze |
41 | 41 | |
42 | def self.border_types | |
43 | BORDER_MAP.keys | |
44 | end | |
45 | ||
42 | 46 | module BorderPrinter |
43 | 47 | include StyledPrinter |
44 | 48 | |
127 | 131 | left_len = nocolor_string(left_str).length |
128 | 132 | right_len = nocolor_string(right_str).length |
129 | 133 | |
130 | unless color?(out) | |
134 | unless out.color? | |
131 | 135 | left_str = nocolor_string(left_str) |
132 | 136 | right_str = nocolor_string(right_str) |
133 | 137 | end |
0 | # coding: utf-8 | |
1 | module UnicodePlot | |
2 | # @overload stairs(x, y, style: :post, name: "", title: "", xlabel: "", ylabel: "", labels: true, border: :solid, margin: 3, padding: 1, color: :auto, width: 40, height: 15, xlim: [0, 0], ylim: [0, 0], canvas: :braille, grid: true) | |
3 | # | |
4 | # Draws a staircase plot on a new canvas. | |
5 | # | |
6 | # The first vector `x` should contain the horizontal | |
7 | # positions for all the points. The second vector `y` should then | |
8 | # contain the corresponding vertical positions respectively. This | |
9 | # means that the two vectors must be of the same length and | |
10 | # ordering. | |
11 | # | |
12 | # @param x [Array<Numeric>] The horizontal position for each point. | |
13 | # @param y [Array<Numeric>] The vertical position for each point. | |
14 | # @param style [Symbol] Specifies where the transition of the stair takes place. Can be either `:pre` or `:post`. | |
15 | # @param name [String] Annotation of the current drawing to be displayed on the right. | |
16 | # @param height [Integer] Number of character rows that should be used for plotting. | |
17 | # @param xlim [Array<Numeric>] Plotting range for the x axis. `[0, 0]` stands for automatic. | |
18 | # @param ylim [Array<Numeric>] Plotting range for the y axis. `[0, 0]` stands for automatic. | |
19 | # @param canvas [Symbol] The type of canvas that should be used for drawing. | |
20 | # @param grid [Boolean] If `true`, draws grid-lines at the origin. | |
21 | # | |
22 | # @return [Plot] A plot object. | |
23 | # | |
24 | # @example Example usage of stairs on IRB: | |
25 | # | |
26 | # >> UnicodePlot.stairs([1, 2, 4, 7, 8], [1, 3, 4, 2, 7], style: :post, title: "My Staircase Plot").render | |
27 | # My Staircase Plot | |
28 | # ┌────────────────────────────────────────┐ | |
29 | # 7 │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸│ | |
30 | # │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸│ | |
31 | # │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸│ | |
32 | # │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸│ | |
33 | # │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸│ | |
34 | # │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸│ | |
35 | # │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸│ | |
36 | # │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⡄⠀⠀⠀⠀⢸│ | |
37 | # │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⢸│ | |
38 | # │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⢸│ | |
39 | # │⠀⠀⠀⠀⠀⢸⠉⠉⠉⠉⠉⠉⠉⠉⠉⠉⠉⠁⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⢸│ | |
40 | # │⠀⠀⠀⠀⠀⢸⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⢸│ | |
41 | # │⠀⠀⠀⠀⠀⢸⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠧⠤⠤⠤⠤⠼│ | |
42 | # │⠀⠀⠀⠀⠀⢸⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
43 | # 1 │⣀⣀⣀⣀⣀⣸⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
44 | # └────────────────────────────────────────┘ | |
45 | # 1 8 | |
46 | # => nil | |
47 | # | |
48 | # @see Plot | |
49 | # @see scatterplot | |
50 | # @see lineplot | |
51 | module_function def stairs(xvec, yvec, style: :post, **kw) | |
52 | x_vex, y_vex = compute_stair_lines(xvec, yvec, style: style) | |
53 | lineplot(x_vex, y_vex, **kw) | |
54 | end | |
55 | ||
56 | # Similar to stairs, but takes an existing plot object as a first argument. | |
57 | module_function def stairs!(plot, xvec, yvec, style: :post, **kw) | |
58 | x_vex, y_vex = compute_stair_lines(xvec, yvec, style: style) | |
59 | lineplot!(plot, x_vex, y_vex, **kw) | |
60 | end | |
61 | ||
62 | module_function def compute_stair_lines(x, y, style: :post) | |
63 | x_vex = Array.new(x.length * 2 - 1, 0) | |
64 | y_vex = Array.new(x.length * 2 - 1, 0) | |
65 | x_vex[0] = x[0] | |
66 | y_vex[0] = y[0] | |
67 | o = 0 | |
68 | if style == :post | |
69 | (1 ... x.length).each do |i| | |
70 | x_vex[i + o] = x[i] | |
71 | x_vex[i + o + 1] = x[i] | |
72 | y_vex[i + o] = y[i-1] | |
73 | y_vex[i + o + 1] = y[i] | |
74 | o += 1 | |
75 | end | |
76 | elsif style == :pre | |
77 | (1 ... x.length).each do |i| | |
78 | x_vex[i + o] = x[i-1] | |
79 | x_vex[i + o + 1] = x[i] | |
80 | y_vex[i + o] = y[i] | |
81 | y_vex[i + o + 1] = y[i] | |
82 | o += 1 | |
83 | end | |
84 | end | |
85 | return [x_vex, y_vex] | |
86 | end | |
87 | end |
0 | # coding: utf-8 | |
1 | ||
2 | module UnicodePlot | |
3 | ||
4 | # ## Description | |
5 | # | |
6 | # Draw a stem-leaf plot of the given vector +vec+. | |
7 | # | |
8 | # ``` | |
9 | # stemplot(vec, **kwargs) | |
10 | # ``` | |
11 | # | |
12 | # Draw a back-to-back stem-leaf plot of the given vectors +vec1+ and +vec2+. | |
13 | # | |
14 | # ``` | |
15 | # stemplot(vec1, vec2, **kwargs) | |
16 | # ``` | |
17 | # | |
18 | # The vectors can be any object that converts to an Array, e.g. an Array, Range, etc. | |
19 | # If all elements of the vector are Numeric, the stem-leaf plot is classified as a | |
20 | # {NumericStemplot}, otherwise it is classified as a {StringStemplot}. Back-to-back | |
21 | # stem-leaf plots must be the same type, i.e. String and Numeric stem-leaf plots cannot | |
22 | # be mixed in a back-to-back plot. | |
23 | # | |
24 | # ## Usage | |
25 | # | |
26 | # stemplot(vec, [vec2], scale:, divider:, padchar:, trim: ) | |
27 | # | |
28 | # ## Arguments | |
29 | # | |
30 | # - +vec+: Vector for which the stem leaf plot should be computed. | |
31 | # - +vec2+: Optional secondary vector, will be used to create a back-to-back stem-leaf plot. | |
32 | # - +scale+: Set scale of plot. Default = 10. Scale is changed via orders of magnitude. Common values are 0.1, 1, and 10. For String stems, the default value of 10 is a one character stem, 100 is a two character stem. | |
33 | # - +divider+: Character for break between stem and leaf. Default = "|" | |
34 | # - +padchar+: Character(s) to separate stems, leaves and dividers. Default = " " | |
35 | # - +trim+: Trims the stem labels when there are no leaves. This can be useful if your data is sparse. Default = +false+ | |
36 | # - +string_padchar+: Character used to replace missing position for input strings shorter than the stem-size. Default = "_" | |
37 | # | |
38 | # ## Result | |
39 | # A plot of object type is sent to <tt>$stdout</tt> | |
40 | # | |
41 | # @example Examples using Numbers | |
42 | # # Generate some numbers | |
43 | # fifty_floats = 50.times.map { rand(-1000..1000)/350.0 } | |
44 | # eighty_ints = 80.times.map { rand(1..100) } | |
45 | # another_eighty_ints = 80.times.map { rand(1..100) } | |
46 | # three_hundred_ints = 300.times.map { rand(-100..100) } | |
47 | # | |
48 | # # Single sided stem-plot | |
49 | # UnicodePlot.stemplot(eighty_ints) | |
50 | # | |
51 | # # Single sided stem-plot with positive and negative values | |
52 | # UnicodePlot.stemplot(three_hundred_ints) | |
53 | # | |
54 | # # Single sided stem-plot using floating point values, scaled | |
55 | # UnicodePlot.stemplot(fifty_floats, scale: 1) | |
56 | # | |
57 | # # Single sided stem-plot using floating point values, scaled with new divider | |
58 | # UnicodePlot.stemplot(fifty_floats, scale: 1, divider: "😄") | |
59 | # | |
60 | # # Back to back stem-plot | |
61 | # UnicodePlot.stemplot(eighty_ints, another_eighty_ints) | |
62 | # | |
63 | # @example Examples using Strings | |
64 | # # Generate some strings | |
65 | # words_1 = %w[apple junk ant age bee bar baz dog egg a] | |
66 | # words_2 = %w[ape flan can cat juice elf gnome child fruit] | |
67 | # | |
68 | # # Single sided stem-plot | |
69 | # UnicodePlot.stemplot(words_1) | |
70 | # | |
71 | # # Back to back stem-plot | |
72 | # UnicodePlot.stemplot(words_1, words_2) | |
73 | # | |
74 | # # Scaled stem plot using scale=100 (two letters for the stem) and trimmed stems | |
75 | # UnicodePlot.stemplot(words_1, scale: 100, trim: true) | |
76 | # | |
77 | # # Above, but changing the string_padchar | |
78 | # UnicodePlot.stemplot(words_1, scale: 100, trim: true, string_padchar: '?') | |
79 | ||
80 | class Stemplot | |
81 | ||
82 | # Use {factory} method -- should not be directly called. | |
83 | def initialize(*_args, **_kw) | |
84 | @stemleafs = {} | |
85 | end | |
86 | ||
87 | # Factory method to create a Stemplot, creates either a NumericStemplot | |
88 | # or StringStemplot depending on input. | |
89 | # | |
90 | # @param vector [Array] An array of elements to stem-leaf plot | |
91 | # @return [NumericStemplot] If all elements are Numeric | |
92 | # @return [StringStemplot] If any elements are not Numeric | |
93 | def self.factory(vector, **kw) | |
94 | vec = Array(vector) | |
95 | if vec.all? { |item| item.is_a?(Numeric) } | |
96 | NumericStemplot.new(vec, **kw) | |
97 | else | |
98 | StringStemplot.new(vec, **kw) | |
99 | end | |
100 | end | |
101 | ||
102 | # Insert a stem and leaf | |
103 | def insert(stem, leaf) | |
104 | @stemleafs[stem] ||= [] | |
105 | @stemleafs[stem] << leaf | |
106 | end | |
107 | ||
108 | # Returns an unsorted list of stems | |
109 | # @return [Array] Unsorted list of stems | |
110 | def raw_stems | |
111 | @stemleafs.keys | |
112 | end | |
113 | ||
114 | # Returns a list of leaves for a given stem | |
115 | # @param stem [Object] The stem | |
116 | # @return [Array] Unsorted list of leaves | |
117 | def leaves(stem) | |
118 | @stemleafs[stem] || [] | |
119 | end | |
120 | ||
121 | # Determines largest length of any stem | |
122 | # @return [Integer] Length value | |
123 | def max_stem_length | |
124 | @stemleafs.values.map(&:length).max | |
125 | end | |
126 | ||
127 | # Returns a sorted list of stems | |
128 | # @param all [Boolean] Return all stems if true, otherwise only return stems if a leaf exists for a stem | |
129 | # @return [Array] Sorted list of stems | |
130 | def stems(all: true) | |
131 | self.class.sorted_stem_list(raw_stems, all: all) | |
132 | end | |
133 | ||
134 | end | |
135 | ||
136 | class NumericStemplot < Stemplot | |
137 | def initialize(vector, scale: 10, **kw) | |
138 | super | |
139 | Array(vector).each do |value| | |
140 | fvalue = value.to_f.fdiv(scale/10.0) | |
141 | stemnum = (fvalue/10).to_i | |
142 | leafnum = (fvalue - (stemnum*10)).to_i | |
143 | stemsign = value.negative? ? "-" : '' | |
144 | stem = stemsign + stemnum.abs.to_s | |
145 | leaf = leafnum.abs.to_s | |
146 | self.insert(stem, leaf) | |
147 | end | |
148 | end | |
149 | ||
150 | # Print key to STDOUT | |
151 | # @param scale [Integer] Scale, should be a power of 10 | |
152 | # @param divider [String] Divider character between stem and leaf | |
153 | def print_key(scale, divider) | |
154 | # First print the key | |
155 | puts "Key: 1#{divider}0 = #{scale}" | |
156 | # Description of where the decimal is | |
157 | trunclog = Math.log10(scale).truncate | |
158 | ndigits = trunclog.abs | |
159 | right_or_left = (trunclog < 0) ? "left" : "right" | |
160 | puts "The decimal is #{ndigits} digit(s) to the #{right_or_left} of #{divider}" | |
161 | end | |
162 | ||
163 | # Used when we have stems from a back-to-back stemplot and a combined list of stems is given | |
164 | # @param stems [Array] Concatenated list of stems from two plots | |
165 | # @param all [Boolean] Return all stems if true, otherwise only return stems if a leaf exists for a stem | |
166 | # @return [Array] Sorted list of stems | |
167 | def self.sorted_stem_list(stems, all: true) | |
168 | negkeys, poskeys = stems.partition { |str| str[0] == '-'} | |
169 | if all | |
170 | negmin, negmax = negkeys.map(&:to_i).map(&:abs).minmax | |
171 | posmin, posmax = poskeys.map(&:to_i).minmax | |
172 | negrange = negmin ? (negmin..negmax).to_a.reverse.map { |s| "-"+s.to_s } : [] | |
173 | posrange = posmin ? (posmin..posmax).to_a.map(&:to_s) : [] | |
174 | return negrange + posrange | |
175 | else | |
176 | negkeys.sort! { |a,b| a.to_i <=> b.to_i } | |
177 | poskeys.sort! { |a,b| a.to_i <=> b.to_i } | |
178 | return negkeys + poskeys | |
179 | end | |
180 | end | |
181 | end | |
182 | ||
183 | class StringStemplot < Stemplot | |
184 | ||
185 | def initialize(vector, scale: 10, string_padchar: '_', **_kw) | |
186 | super | |
187 | stem_places = Math.log10(scale).floor | |
188 | raise ArgumentError, "Cannot take fewer than 1 place from stem. Scale parameter should be greater than or equal to 10." if stem_places < 1 | |
189 | vector.each do |value| | |
190 | # Strings may be shorter than the number of places we desire, | |
191 | # so we will pad them with a string-pad-character. | |
192 | padded_value = value.ljust(stem_places+1, string_padchar) | |
193 | stem = padded_value[0...stem_places] | |
194 | leaf = padded_value[stem_places] | |
195 | self.insert(stem, leaf) | |
196 | end | |
197 | end | |
198 | ||
199 | # Function prototype to provide same interface as {NumericStemplot}. | |
200 | # This function does not do anything. | |
201 | # @return [false] | |
202 | def print_key(_scale, _divider) | |
203 | # intentionally empty | |
204 | return false | |
205 | end | |
206 | ||
207 | # Used when we have stems from a back-to-back stemplot and a combined list of stems is given | |
208 | # @param stems [Array] Concatenated list of stems from two plots | |
209 | # @param all [Boolean] Return all stems if true, otherwise only return stems if a leaf exists for a stem | |
210 | # @return [Array] Sorted list of stems | |
211 | def self.sorted_stem_list(stems, all: true) | |
212 | if all | |
213 | rmin, rmax = stems.minmax | |
214 | return (rmin .. rmax).to_a | |
215 | else | |
216 | stems.sort | |
217 | end | |
218 | end | |
219 | ||
220 | end | |
221 | ||
222 | # Print a Single-Vector stemplot to STDOUT. | |
223 | # | |
224 | # - Stem data is printed on the left. | |
225 | # - Leaf data is printed on the right. | |
226 | # - Key is printed at the bottom. | |
227 | # @param plt [Stemplot] Stemplot object | |
228 | # @param scale [Integer] Scale, should be a power of 10 | |
229 | # @param divider [String] Divider character between stem and leaf | |
230 | # @param padchar [String] Padding character | |
231 | # @param trim [Boolean] Trim missing stems from the plot | |
232 | def stemplot1!(plt, | |
233 | scale: 10, | |
234 | divider: "|", | |
235 | padchar: " ", | |
236 | trim: false, | |
237 | **_kw | |
238 | ) | |
239 | ||
240 | stem_labels = plt.stems(all: !trim) | |
241 | label_len = stem_labels.map(&:length).max | |
242 | column_len = label_len + 1 | |
243 | ||
244 | stem_labels.each do |stem| | |
245 | leaves = plt.leaves(stem).sort | |
246 | stemlbl = stem.rjust(label_len, padchar).ljust(column_len, padchar) | |
247 | puts stemlbl + divider + padchar + leaves.join | |
248 | end | |
249 | plt.print_key(scale, divider) | |
250 | end | |
251 | ||
252 | # Print a Back-to-Back Stemplot to STDOUT | |
253 | # | |
254 | # - +plt1+ Leaf data is printed on the left. | |
255 | # - Common stem data is printed in the center. | |
256 | # - +plt2+ Leaf data is printed on the right. | |
257 | # - Key is printed at the bottom. | |
258 | # @param plt1 [Stemplot] Stemplot object for the left side | |
259 | # @param plt2 [Stemplot] Stemplot object for the right side | |
260 | # @param scale [Integer] Scale, should be a power of 10 | |
261 | # @param divider [String] Divider character between stem and leaf | |
262 | # @param padchar [String] Padding character | |
263 | # @param trim [Boolean] Trim missing stems from the plot | |
264 | def stemplot2!(plt1, plt2, | |
265 | scale: 10, | |
266 | divider: "|", | |
267 | padchar: " ", | |
268 | trim: false, | |
269 | **_kw | |
270 | ) | |
271 | stem_labels = plt1.class.sorted_stem_list( (plt1.raw_stems + plt2.raw_stems).uniq, all: !trim ) | |
272 | label_len = stem_labels.map(&:length).max | |
273 | column_len = label_len + 1 | |
274 | ||
275 | leftleaf_len = plt1.max_stem_length | |
276 | ||
277 | stem_labels.each do |stem| | |
278 | left_leaves = plt1.leaves(stem).sort.join('') | |
279 | right_leaves = plt2.leaves(stem).sort.join('') | |
280 | left_leaves_just = left_leaves.reverse.rjust(leftleaf_len, padchar) | |
281 | stem = stem.rjust(column_len, padchar).ljust(column_len+1, padchar) | |
282 | puts left_leaves_just + padchar + divider + stem + divider + padchar + right_leaves | |
283 | end | |
284 | ||
285 | plt1.print_key(scale, divider) | |
286 | ||
287 | end | |
288 | ||
289 | # Generates one or more {Stemplot} objects from the input data | |
290 | # and prints a Single or Double stemplot using {stemplot1!} or {stemplot2!} | |
291 | # @see Stemplot | |
292 | # @example Single sided stemplot | |
293 | # >> UnicodePlot.stemplot(eighty_ints) | |
294 | # 0 | 257 | |
295 | # 1 | 00335679 | |
296 | # 2 | 034455899 | |
297 | # 3 | 145588 | |
298 | # 4 | 0022223 | |
299 | # 5 | 0223399 | |
300 | # 6 | 012345568889 | |
301 | # 7 | 01133334466777888 | |
302 | # 8 | 013689 | |
303 | # 9 | 22667 | |
304 | # Key: 1|0 = 10 | |
305 | # The decimal is 1 digit(s) to the right of | | |
306 | # | |
307 | # @example Back-to-back stemplot | |
308 | # >> UnicodePlot.stemplot(eighty_ints, another_eighty_ints) | |
309 | # 752 | 0 | 1244457899 | |
310 | # 97653300 | 1 | 4799 | |
311 | # 998554430 | 2 | 015668 | |
312 | # 885541 | 3 | 0144557888899 | |
313 | # 3222200 | 4 | 00268 | |
314 | # 9933220 | 5 | 0234778 | |
315 | # 988865543210 | 6 | 122222357889 | |
316 | # 88877766443333110 | 7 | 134556689 | |
317 | # 986310 | 8 | 24589 | |
318 | # 76622 | 9 | 022234468 | |
319 | # Key: 1|0 = 10 | |
320 | # The decimal is 1 digit(s) to the right of | | |
321 | # | |
322 | def stemplot(*args, scale: 10, **kw) | |
323 | case args.length | |
324 | when 1 | |
325 | # Stemplot object | |
326 | plt = Stemplot.factory(args[0], scale: scale, **kw) | |
327 | # Dispatch to plot routine | |
328 | stemplot1!(plt, scale: scale, **kw) | |
329 | when 2 | |
330 | # Stemplot object | |
331 | plt1 = Stemplot.factory(args[0], scale: scale) | |
332 | plt2 = Stemplot.factory(args[1], scale: scale) | |
333 | raise ArgumentError, "Plot types must be the same for back-to-back stemplot " + | |
334 | "#{plt1.class} != #{plt2.class}" unless plt1.class == plt2.class | |
335 | # Dispatch to plot routine | |
336 | stemplot2!(plt1, plt2, scale: scale, **kw) | |
337 | else | |
338 | raise ArgumentError, "Expecting one or two arguments" | |
339 | end | |
340 | end | |
341 | ||
342 | module_function :stemplot, :stemplot1!, :stemplot2! | |
343 | end |
57 | 57 | COLOR_DECODE = COLOR_ENCODE.map {|k, v| [v, k] }.to_h.freeze |
58 | 58 | |
59 | 59 | def print_styled(out, *args, bold: false, color: :normal) |
60 | return out.print(*args) unless color?(out) | |
60 | return out.print(*args) unless out.color? | |
61 | 61 | |
62 | 62 | str = StringIO.open {|sio| sio.print(*args); sio.close; sio.string } |
63 | 63 | color = :nothing if bold && color == :bold |
82 | 82 | color = COLOR_DECODE[color] |
83 | 83 | print_styled(out, *args, color: color) |
84 | 84 | end |
85 | ||
86 | def color?(out) | |
87 | out&.tty? || false | |
88 | end | |
89 | 85 | end |
90 | 86 | end |
0 | 0 | module UnicodePlot |
1 | VERSION = "0.0.4" | |
1 | VERSION = "0.0.5" | |
2 | 2 | |
3 | 3 | module Version |
4 | 4 | numbers, TAG = VERSION.split("-", 2) |
1 | 1 | |
2 | 2 | require 'unicode_plot/version' |
3 | 3 | |
4 | require 'unicode_plot/io_context' | |
4 | 5 | require 'unicode_plot/utils' |
5 | 6 | require 'unicode_plot/styled_printer' |
6 | 7 | require 'unicode_plot/value_transformer' |
7 | 8 | require 'unicode_plot/renderer' |
8 | 9 | |
9 | 10 | require 'unicode_plot/canvas' |
10 | require 'unicode_plot/braille_canvas' | |
11 | require 'unicode_plot/density_canvas' | |
12 | require 'unicode_plot/lookup_canvas' | |
13 | require 'unicode_plot/ascii_canvas' | |
14 | require 'unicode_plot/dot_canvas' | |
15 | 11 | |
16 | 12 | require 'unicode_plot/plot' |
17 | 13 | require 'unicode_plot/grid_plot' |
22 | 18 | require 'unicode_plot/lineplot' |
23 | 19 | require 'unicode_plot/histogram' |
24 | 20 | require 'unicode_plot/scatterplot' |
21 | require 'unicode_plot/stairs' | |
22 | require 'unicode_plot/stemplot' |
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0 | Test | |
1 | ┌──────────────────────────────────────────────────┐ | |
2 | │ ╷ ┌────┬─────┐ ╷ │ | |
3 | series1 │ ├─────┤ │ ├────┤ │ | |
4 | │ ╵ └────┴─────┘ ╵ │ | |
5 | └──────────────────────────────────────────────────┘ | |
6 | -1 3.5 8 | |
7 | foo⏎ |
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4 | [90m [39m[33m ╵ └──┴─┘ ╵ [39m[90m [39m | |
5 | [90m [39m[33m ╷ ┌───┬────┐ ╷ [39m[90m [39m | |
6 | [0mtwo[90m [39m[33m ├────┤ │ ├────┤ [39m[90m [39m | |
7 | [90m [39m[33m ╵ └───┴────┘ ╵ [39m[90m [39m | |
8 | [90m [39m[33m╷ ┌──┬─┐ ╷ [39m[90m [39m | |
9 | [0mone more[90m [39m[33m├──────┤ │ ├──────────────────┤ [39m[90m [39m | |
10 | [90m [39m[33m╵ └──┴─┘ ╵ [39m[90m [39m | |
11 | [90m [39m[33m ╷┌───┐ ╷[39m[90m [39m | |
12 | [0mlast one[90m [39m[33m ├┤ ├──────────────────────────┤[39m[90m [39m | |
13 | [90m [39m[33m ╵└───┘ ╵[39m[90m [39m | |
14 | [90m └ ┘[39m | |
15 | [90m -1[39m[90m 6.5[39m[90m 14[39m | |
16 | [0m foo⏎ |
0 | [90m ┌ ┐[39m | |
1 | [90m [39m[32m ╷ ┌───────┬───────┐ ╷[39m[90m [39m | |
2 | [90m [39m[32m ├───────┤ │ ├───────┤[39m[90m [39m | |
3 | [90m [39m[32m ╵ └───────┴───────┘ ╵[39m[90m [39m | |
4 | [90m └ ┘[39m | |
5 | [90m 0[39m[90m 2.5[39m[90m 5[39m⏎ |
0 | [90m ┌ ┐[39m | |
1 | [90m [39m[32m ╷ ┌──────┬──────┐ ╷ [39m[90m [39m | |
2 | [90m [39m[32m ├─────┤ │ ├─────┤ [39m[90m [39m | |
3 | [90m [39m[32m ╵ └──────┴──────┘ ╵ [39m[90m [39m | |
4 | [90m └ ┘[39m | |
5 | [90m 0[39m[90m 3[39m[90m 6[39m⏎ |
0 | [90m ┌ ┐[39m | |
1 | [90m [39m[32m ╷ ┌───┬───┐ ╷ [39m[90m [39m | |
2 | [90m [39m[32m ├───┤ │ ├───┤ [39m[90m [39m | |
3 | [90m [39m[32m ╵ └───┴───┘ ╵ [39m[90m [39m | |
4 | [90m └ ┘[39m | |
5 | [90m 0[39m[90m 5[39m[90m 10[39m⏎ |
0 | [90m ┌ ┐[39m | |
1 | [90m [39m[32m ╷ ┌─┬─┐ ╷ [39m[90m [39m | |
2 | [90m [39m[32m ├─┤ │ ├─┤ [39m[90m [39m | |
3 | [90m [39m[32m ╵ └─┴─┘ ╵ [39m[90m [39m | |
4 | [90m └ ┘[39m | |
5 | [90m 0[39m[90m 10[39m[90m 20[39m⏎ |
0 | [90m ┌ ┐[39m | |
1 | [90m [39m[32m╷┌┬┐╷ [39m[90m [39m | |
2 | [90m [39m[32m├┤│├┤ [39m[90m [39m | |
3 | [90m [39m[32m╵└┴┘╵ [39m[90m [39m | |
4 | [90m └ ┘[39m | |
5 | [90m 0[39m[90m 20[39m[90m 40[39m⏎ |
0 | [33m|[39m[32m.[39m[0m [0m [37m'[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [31m*[39m[0m [0m [0m [31m.[39m[0m [0m [31m"[39m[0m [0m [0m [31m.[39m[0m [0m [31m*[39m[0m [0m [0m [0m [0m [0m [31m`[39m[34m.[39m[35mv[39m[34m-[39m[34m"[39m | |
1 | [37m|[39m[0m [32m\[39m[32m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [37m\[39m[0m [0m [0m [34m.[39m[34m.[39m[34m-[39m[34m"[39m[34m`[39m[0m [0m [0m | |
2 | [33m|[39m[0m [0m [0m [32m\[39m[32m.[39m[0m [0m [0m [37m"[39m[0m [31m|[39m[0m [37m`[39m[0m [0m [0m [0m [0m [0m [37mv[39m[0m [0m [0m [0m [31m`[39m[0m [0m [34m.[39m[34m.[39m[34m-[39m[34m"[39m[34m`[39m[0m [0m [0m [31m'[39m[0m [0m [0m | |
3 | [33m|[39m[0m [0m [0m [31m"[39m[31m"[39m[33m\[39m[33m=[39m[31m"[39m[31m=[39m[31m"[39m[31m"[39m[31m"[39m[31m"[39m[31m\[39m[31m-[39m[31m-[39m[31m-[39m[31m-[39m[31m-[39m[31m-[39m[31m-[39m[31m-[39m[31m-[39m[35mv[39m[35mv[39m[35mr[39m[35m=[39m[35m_[39m[31m_[39m[31m_[39m[31m_[39m[31m_[39m[31m_[39m[31m_[39m[31m_[39m[31m"[39m[37m'[39m[0m [0m | |
4 | [33m|[39m[37m\[39m[0m [37m"[39m[0m [0m [0m [0m [32m\[39m[33m{[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [34m.[39m[34m.[39m[34m-[39m[34m"[39m[34m`[39m[0m [0m [0m [31m.[39m[0m [0m [0m [37m*[39m[31m\[39m[0m [0m [31m`[39m[0m [0m [0m | |
5 | [33m|[39m[0m [0m [0m [31m/[39m[0m [0m [0m [0m [37m/[39m[32m\[39m[32m.[39m[0m [0m [0m [31m\[39m[34m.[39m[34m.[39m[34m-[39m[35mT[39m[37m`[39m[0m [31m\[39m[0m [0m [0m [0m [0m [0m [0m [31m/[39m[0m [0m [0m [37m.[39m[31m*[39m[31m*[39m[0m [0m [0m | |
6 | [33m|[39m[0m [0m [0m [0m [0m [0m [31m.[39m[0m [0m [0m [0m [36ml[39m[36mv[39m[34m-[39m[37m/[39m[34m`[39m[0m [0m [0m [31m'[39m[0m [0m [0m [0m [0m [0m [31m\[39m[0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [0m [31m.[39m | |
7 | [33m|[39m[0m [36m`[39m[0m [31m.[39m[0m [0m [0m [34m.[39m[34m.[39m[34m-[39m[34m"[39m[34m`[39m[0m [32m\[39m[32m.[39m[0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m\[39m[31m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m | |
8 | [33m|[39m[0m [0m [31m.[39m[34m.[39m[34m.[39m[34m-[39m[34m"[39m[34m`[39m[0m [0m [0m [0m [0m [0m [31m`[39m[32m\[39m[32m.[39m[0m [0m [0m [31m*[39m[31m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [37m.[39m[31m\[39m[0m [0m [0m [0m [31m"[39m[0m | |
9 | [37mL[39m[35m,[39m[34m-[39m[34m"[39m[35m"[39m[0m [0m [37m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m\[39m[32m.[39m[32m.[39m[0m [0m [31m`[39m[31m*[39m[31m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m.[39m[0m [31m.[39m[0m [0m [0m ⏎ |
0 | |. ' * . " . * `.v-" | |
1 | | \. . \ ..-"` | |
2 | | \. " | ` v ` ..-"` ' | |
3 | | ""\="=""""\---------vvr=________"' | |
4 | |\ " \{ ..-"` . *\ ` | |
5 | | / /\. \..-T` \ / .** | |
6 | | . lv-/` ' \ . . | |
7 | | ` . ..-"` \. . \. | |
8 | | ...-"` `\. *. .\ " | |
9 | L,-"" . \.. `*. . . ⏎ |
0 | [33m|[39m[0m [0m [0m [32m\[39m[32m.[39m[0m [0m [0m [37m"[39m[0m [31m|[39m[0m [37m`[39m[0m [0m [0m [0m [0m [0m [37mv[39m[0m [0m [0m [0m [31m`[39m[0m [0m [34m.[39m[34m.[39m[34m-[39m[34m"[39m[34m`[39m[0m [0m [0m [31m'[39m[0m [0m [0m ⏎ |
0 | [90m┌────────────────────────────────────────┐[39m | |
1 | [90m│[39m[33m|[39m[32m.[39m[0m [0m [37m'[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [31m*[39m[0m [0m [0m [31m.[39m[0m [0m [31m"[39m[0m [0m [0m [31m.[39m[0m [0m [31m*[39m[0m [0m [0m [0m [0m [0m [31m`[39m[34m.[39m[35mv[39m[34m-[39m[34m"[39m[90m│[39m | |
2 | [90m│[39m[37m|[39m[0m [32m\[39m[32m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [37m\[39m[0m [0m [0m [34m.[39m[34m.[39m[34m-[39m[34m"[39m[34m`[39m[0m [0m [0m [90m│[39m | |
3 | [90m│[39m[33m|[39m[0m [0m [0m [32m\[39m[32m.[39m[0m [0m [0m [37m"[39m[0m [31m|[39m[0m [37m`[39m[0m [0m [0m [0m [0m [0m [37mv[39m[0m [0m [0m [0m [31m`[39m[0m [0m [34m.[39m[34m.[39m[34m-[39m[34m"[39m[34m`[39m[0m [0m [0m [31m'[39m[0m [0m [0m [90m│[39m | |
4 | [90m│[39m[33m|[39m[0m [0m [0m [31m"[39m[31m"[39m[33m\[39m[33m=[39m[31m"[39m[31m=[39m[31m"[39m[31m"[39m[31m"[39m[31m"[39m[31m\[39m[31m-[39m[31m-[39m[31m-[39m[31m-[39m[31m-[39m[31m-[39m[31m-[39m[31m-[39m[31m-[39m[35mv[39m[35mv[39m[35mr[39m[35m=[39m[35m_[39m[31m_[39m[31m_[39m[31m_[39m[31m_[39m[31m_[39m[31m_[39m[31m_[39m[31m"[39m[37m'[39m[0m [0m [90m│[39m | |
5 | [90m│[39m[33m|[39m[37m\[39m[0m [37m"[39m[0m [0m [0m [0m [32m\[39m[33m{[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [34m.[39m[34m.[39m[34m-[39m[34m"[39m[34m`[39m[0m [0m [0m [31m.[39m[0m [0m [0m [37m*[39m[31m\[39m[0m [0m [31m`[39m[0m [0m [0m [90m│[39m | |
6 | [90m│[39m[33m|[39m[0m [0m [0m [31m/[39m[0m [0m [0m [0m [37m/[39m[32m\[39m[32m.[39m[0m [0m [0m [31m\[39m[34m.[39m[34m.[39m[34m-[39m[35mT[39m[37m`[39m[0m [31m\[39m[0m [0m [0m [0m [0m [0m [0m [31m/[39m[0m [0m [0m [37m.[39m[31m*[39m[31m*[39m[0m [0m [0m [90m│[39m | |
7 | [90m│[39m[33m|[39m[0m [0m [0m [0m [0m [0m [31m.[39m[0m [0m [0m [0m [36ml[39m[36mv[39m[34m-[39m[37m/[39m[34m`[39m[0m [0m [0m [31m'[39m[0m [0m [0m [0m [0m [0m [31m\[39m[0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [0m [31m.[39m[90m│[39m | |
8 | [90m│[39m[33m|[39m[0m [36m`[39m[0m [31m.[39m[0m [0m [0m [34m.[39m[34m.[39m[34m-[39m[34m"[39m[34m`[39m[0m [32m\[39m[32m.[39m[0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m\[39m[31m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
9 | [90m│[39m[33m|[39m[0m [0m [31m.[39m[34m.[39m[34m.[39m[34m-[39m[34m"[39m[34m`[39m[0m [0m [0m [0m [0m [0m [31m`[39m[32m\[39m[32m.[39m[0m [0m [0m [31m*[39m[31m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [37m.[39m[31m\[39m[0m [0m [0m [0m [31m"[39m[0m [90m│[39m | |
10 | [90m│[39m[37mL[39m[35m,[39m[34m-[39m[34m"[39m[35m"[39m[0m [0m [37m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m\[39m[32m.[39m[32m.[39m[0m [0m [31m`[39m[31m*[39m[31m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m.[39m[0m [31m.[39m[0m [0m [0m [90m│[39m | |
11 | [90m└────────────────────────────────────────┘[39m⏎ |
0 | ┌────────────────────────────────────────┐ | |
1 | │|. ' * . " . * `.v-"│ | |
2 | │| \. . \ ..-"` │ | |
3 | │| \. " | ` v ` ..-"` ' │ | |
4 | │| ""\="=""""\---------vvr=________"' │ | |
5 | │|\ " \{ ..-"` . *\ ` │ | |
6 | │| / /\. \..-T` \ / .** │ | |
7 | │| . lv-/` ' \ . .│ | |
8 | │| ` . ..-"` \. . \. │ | |
9 | │| ...-"` `\. *. .\ " │ | |
10 | │L,-"" . \.. `*. . . │ | |
11 | └────────────────────────────────────────┘⏎ |
0 | [33m▛[39m[32m▄[39m[0m [0m [37m▘[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [31m▘[39m[0m [0m [0m [31m▖[39m[0m [0m [31m▝[39m[0m [0m [0m [31m▗[39m[0m [0m [31m▝[39m[0m [0m [0m [0m [0m [0m [31m▘[39m[34m▗[39m[35m▙[39m[34m▞[39m[34m▀[39m | |
1 | [37m▌[39m[0m [32m▀[39m[32m▄[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [37m▖[39m[0m [0m [0m [0m [0m [0m [0m [0m [37m▗[39m[0m [0m [0m [34m▗[39m[34m▄[39m[34m▞[39m[34m▀[39m[34m▘[39m[0m [0m [0m | |
2 | [33m▌[39m[36m▘[39m[0m [0m [32m▀[39m[32m▄[39m[0m [0m [0m [37m▝[39m[0m [31m▐[39m[0m [37m▌[39m[0m [0m [0m [0m [0m [0m [37m▄[39m[0m [0m [0m [0m [31m▘[39m[0m [0m [34m▗[39m[34m▄[39m[34m▞[39m[34m▀[39m[34m▘[39m[0m [0m [0m [31m▘[39m[0m [0m [0m | |
3 | [33m▌[39m[0m [0m [0m [31m▀[39m[31m▀[39m[33m▀[39m[33m█[39m[31m▀[39m[31m▛[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▄[39m[31m▄[39m[31m▄[39m[31m▄[39m[35m▄[39m[35m▄[39m[35m▟[39m[35m█[39m[35m▙[39m[31m▄[39m[31m▄[39m[31m▄[39m[31m▙[39m[31m▄[39m[31m▄[39m[31m▄[39m[31m▝[39m[37m▘[39m[0m [0m | |
4 | [33m▌[39m[37m▗[39m[0m [37m▝[39m[0m [0m [0m [0m [32m▀[39m[33m▙[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [34m▗[39m[34m▄[39m[34m▞[39m[34m▀[39m[34m▘[39m[0m [0m [0m [31m▖[39m[0m [0m [0m [37m▖[39m[31m▝[39m[0m [0m [31m▘[39m[0m [0m [0m | |
5 | [33m▌[39m[0m [0m [0m [31m▖[39m[0m [0m [0m [0m [37m▖[39m[32m▀[39m[32m▄[39m[0m [0m [0m [31m▝[39m[34m▗[39m[34m▄[39m[34m▞[39m[35m▛[39m[37m▘[39m[0m [31m▗[39m[0m [0m [0m [0m [0m [0m [0m [31m▖[39m[0m [0m [0m [37m▖[39m[31m▘[39m[31m▝[39m[0m [0m [0m | |
6 | [33m▌[39m[0m [0m [0m [0m [0m [0m [31m▗[39m[0m [0m [0m [0m [36m▜[39m[36m▄[39m[34m▞[39m[37m▀[39m[34m▘[39m[0m [0m [0m [31m▘[39m[0m [0m [0m [0m [0m [0m [31m▝[39m[0m [0m [0m [0m [0m [37m▗[39m[0m [0m [0m [0m [0m [31m▗[39m | |
7 | [33m▌[39m[0m [36m▘[39m[0m [31m▖[39m[0m [0m [0m [34m▗[39m[34m▄[39m[34m▞[39m[34m▀[39m[34m▘[39m[0m [32m▀[39m[32m▄[39m[0m [0m [0m [0m [37m▖[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m▗[39m[31m▗[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m | |
8 | [33m▌[39m[0m [0m [31m▄[39m[34m▗[39m[34m▄[39m[34m▞[39m[34m▀[39m[34m▘[39m[0m [0m [0m [0m [0m [0m [31m▘[39m[32m▀[39m[32m▄[39m[0m [0m [0m [31m▝[39m[31m▗[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [37m▗[39m[31m▝[39m[0m [0m [0m [0m [31m▝[39m[0m | |
9 | [37m▙[39m[35m▙[39m[34m▞[39m[34m▀[39m[35m▀[39m[0m [0m [37m▖[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m▀[39m[32m▄[39m[32m▖[39m[0m [0m [31m▀[39m[31m▘[39m[31m▗[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m▖[39m[0m [31m▖[39m[0m [0m [0m ⏎ |
0 | ▛▄ ▘ ▘ ▖ ▝ ▗ ▝ ▘▗▙▞▀ | |
1 | ▌ ▀▄ ▖ ▗ ▗▄▞▀▘ | |
2 | ▌▘ ▀▄ ▝ ▐ ▌ ▄ ▘ ▗▄▞▀▘ ▘ | |
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6 | ▌ ▗ ▜▄▞▀▘ ▘ ▝ ▗ ▗ | |
7 | ▌ ▘ ▖ ▗▄▞▀▘ ▀▄ ▖ ▗▗ | |
8 | ▌ ▄▗▄▞▀▘ ▘▀▄ ▝▗ ▗▝ ▝ | |
9 | ▙▙▞▀▀ ▖ ▀▄▖ ▀▘▗ ▖ ▖ ⏎ |
0 | [33m▌[39m[36m▘[39m[0m [0m [32m▀[39m[32m▄[39m[0m [0m [0m [37m▝[39m[0m [31m▐[39m[0m [37m▌[39m[0m [0m [0m [0m [0m [0m [37m▄[39m[0m [0m [0m [0m [31m▘[39m[0m [0m [34m▗[39m[34m▄[39m[34m▞[39m[34m▀[39m[34m▘[39m[0m [0m [0m [31m▘[39m[0m [0m [0m ⏎ |
0 | [90m┌────────────────────────────────────────┐[39m | |
1 | [90m│[39m[33m▛[39m[32m▄[39m[0m [0m [37m▘[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [31m▘[39m[0m [0m [0m [31m▖[39m[0m [0m [31m▝[39m[0m [0m [0m [31m▗[39m[0m [0m [31m▝[39m[0m [0m [0m [0m [0m [0m [31m▘[39m[34m▗[39m[35m▙[39m[34m▞[39m[34m▀[39m[90m│[39m | |
2 | [90m│[39m[37m▌[39m[0m [32m▀[39m[32m▄[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [37m▖[39m[0m [0m [0m [0m [0m [0m [0m [0m [37m▗[39m[0m [0m [0m [34m▗[39m[34m▄[39m[34m▞[39m[34m▀[39m[34m▘[39m[0m [0m [0m [90m│[39m | |
3 | [90m│[39m[33m▌[39m[36m▘[39m[0m [0m [32m▀[39m[32m▄[39m[0m [0m [0m [37m▝[39m[0m [31m▐[39m[0m [37m▌[39m[0m [0m [0m [0m [0m [0m [37m▄[39m[0m [0m [0m [0m [31m▘[39m[0m [0m [34m▗[39m[34m▄[39m[34m▞[39m[34m▀[39m[34m▘[39m[0m [0m [0m [31m▘[39m[0m [0m [0m [90m│[39m | |
4 | [90m│[39m[33m▌[39m[0m [0m [0m [31m▀[39m[31m▀[39m[33m▀[39m[33m█[39m[31m▀[39m[31m▛[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▀[39m[31m▄[39m[31m▄[39m[31m▄[39m[31m▄[39m[35m▄[39m[35m▄[39m[35m▟[39m[35m█[39m[35m▙[39m[31m▄[39m[31m▄[39m[31m▄[39m[31m▙[39m[31m▄[39m[31m▄[39m[31m▄[39m[31m▝[39m[37m▘[39m[0m [0m [90m│[39m | |
5 | [90m│[39m[33m▌[39m[37m▗[39m[0m [37m▝[39m[0m [0m [0m [0m [32m▀[39m[33m▙[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [34m▗[39m[34m▄[39m[34m▞[39m[34m▀[39m[34m▘[39m[0m [0m [0m [31m▖[39m[0m [0m [0m [37m▖[39m[31m▝[39m[0m [0m [31m▘[39m[0m [0m [0m [90m│[39m | |
6 | [90m│[39m[33m▌[39m[0m [0m [0m [31m▖[39m[0m [0m [0m [0m [37m▖[39m[32m▀[39m[32m▄[39m[0m [0m [0m [31m▝[39m[34m▗[39m[34m▄[39m[34m▞[39m[35m▛[39m[37m▘[39m[0m [31m▗[39m[0m [0m [0m [0m [0m [0m [0m [31m▖[39m[0m [0m [0m [37m▖[39m[31m▘[39m[31m▝[39m[0m [0m [0m [90m│[39m | |
7 | [90m│[39m[33m▌[39m[0m [0m [0m [0m [0m [0m [31m▗[39m[0m [0m [0m [0m [36m▜[39m[36m▄[39m[34m▞[39m[37m▀[39m[34m▘[39m[0m [0m [0m [31m▘[39m[0m [0m [0m [0m [0m [0m [31m▝[39m[0m [0m [0m [0m [0m [37m▗[39m[0m [0m [0m [0m [0m [31m▗[39m[90m│[39m | |
8 | [90m│[39m[33m▌[39m[0m [36m▘[39m[0m [31m▖[39m[0m [0m [0m [34m▗[39m[34m▄[39m[34m▞[39m[34m▀[39m[34m▘[39m[0m [32m▀[39m[32m▄[39m[0m [0m [0m [0m [37m▖[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m▗[39m[31m▗[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
9 | [90m│[39m[33m▌[39m[0m [0m [31m▄[39m[34m▗[39m[34m▄[39m[34m▞[39m[34m▀[39m[34m▘[39m[0m [0m [0m [0m [0m [0m [31m▘[39m[32m▀[39m[32m▄[39m[0m [0m [0m [31m▝[39m[31m▗[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [37m▗[39m[31m▝[39m[0m [0m [0m [0m [31m▝[39m[0m [90m│[39m | |
10 | [90m│[39m[37m▙[39m[35m▙[39m[34m▞[39m[34m▀[39m[35m▀[39m[0m [0m [37m▖[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m▀[39m[32m▄[39m[32m▖[39m[0m [0m [31m▀[39m[31m▘[39m[31m▗[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m▖[39m[0m [31m▖[39m[0m [0m [0m [90m│[39m | |
11 | [90m└────────────────────────────────────────┘[39m⏎ |
0 | ┌────────────────────────────────────────┐ | |
1 | │▛▄ ▘ ▘ ▖ ▝ ▗ ▝ ▘▗▙▞▀│ | |
2 | │▌ ▀▄ ▖ ▗ ▗▄▞▀▘ │ | |
3 | │▌▘ ▀▄ ▝ ▐ ▌ ▄ ▘ ▗▄▞▀▘ ▘ │ | |
4 | │▌ ▀▀▀█▀▛▀▀▀▀▀▀▀▀▀▀▄▄▄▄▄▄▟█▙▄▄▄▙▄▄▄▝▘ │ | |
5 | │▌▗ ▝ ▀▙ ▗▄▞▀▘ ▖ ▖▝ ▘ │ | |
6 | │▌ ▖ ▖▀▄ ▝▗▄▞▛▘ ▗ ▖ ▖▘▝ │ | |
7 | │▌ ▗ ▜▄▞▀▘ ▘ ▝ ▗ ▗│ | |
8 | │▌ ▘ ▖ ▗▄▞▀▘ ▀▄ ▖ ▗▗ │ | |
9 | │▌ ▄▗▄▞▀▘ ▘▀▄ ▝▗ ▗▝ ▝ │ | |
10 | │▙▙▞▀▀ ▖ ▀▄▖ ▀▘▗ ▖ ▖ │ | |
11 | └────────────────────────────────────────┘⏎ |
0 | [33m⡗[39m[32m⢄[39m[0m⠀[0m⠀[37m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠂[39m[0m⠀[0m⠀[0m⠀[31m⠄[39m[0m⠀[0m⠀[31m⠐[39m[0m⠀[0m⠀[0m⠀[31m⢀[39m[0m⠀[0m⠀[31m⠐[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠁[39m[34m⢀[39m[35m⡢[39m[34m⠔[39m[34m⠊[39m | |
1 | [37m⡇[39m[36m⠁[39m[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[37m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[37m⠠[39m[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀ | |
2 | [33m⡇[39m[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[37m⠈[39m[0m⠀[31m⠨[39m[0m⠀[37m⡂[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[37m⠤[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⠁[39m[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[31m⠂[39m[0m⠀[0m⠀[0m⠀ | |
3 | [33m⡇[39m[0m⠀[0m⠀[0m⠀[31m⠉[39m[31m⠉[39m[33m⠙[39m[33m⢍[39m[31m⠉[39m[31m⡉[39m[31m⠉[39m[31m⠉[39m[31m⠒[39m[31m⠒[39m[31m⠒[39m[31m⠒[39m[31m⠒[39m[31m⠒[39m[31m⠒[39m[31m⠒[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[35m⢤[39m[35m⡤[39m[35m⠴[39m[35m⠮[39m[35m⣁[39m[31m⣀[39m[31m⣀[39m[31m⣀[39m[31m⣂[39m[31m⣀[39m[31m⣀[39m[31m⣀[39m[31m⠈[39m[37m⠁[39m[0m⠀[0m⠀ | |
4 | [33m⡇[39m[37m⠠[39m[0m⠀[37m⠐[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[33m⢅[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[31m⠄[39m[0m⠀[0m⠀[0m⠀[37m⠄[39m[31m⠐[39m[0m⠀[0m⠀[31m⠁[39m[0m⠀[0m⠀[0m⠀ | |
5 | [33m⡇[39m[0m⠀[0m⠀[0m⠀[31m⠄[39m[0m⠀[0m⠀[0m⠀[0m⠀[37m⠄[39m[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[31m⠐[39m[34m⢀[39m[34m⡠[39m[34m⠔[39m[35m⡊[39m[37m⠃[39m[0m⠀[31m⠠[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠄[39m[0m⠀[0m⠀[0m⠀[37m⡀[39m[31m⠂[39m[31m⠐[39m[0m⠀[0m⠀[0m⠀ | |
6 | [33m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠠[39m[0m⠀[0m⠀[0m⠀[0m⠀[36m⢑[39m[36m⣤[39m[34m⠔[39m[37m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[31m⠂[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠐[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[37m⢀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠠[39m | |
7 | [33m⡇[39m[0m⠀[36m⠁[39m[0m⠀[31m⡀[39m[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[37m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠠[39m[31m⠠[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀ | |
8 | [33m⡇[39m[0m⠀[0m⠀[31m⡠[39m[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠁[39m[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[31m⠐[39m[31m⢀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[37m⢀[39m[31m⠐[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⠈[39m[0m⠀ | |
9 | [37m⣇[39m[35m⡢[39m[34m⠔[39m[34m⠊[39m[35m⠉[39m[0m⠀[0m⠀[37m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[32m⡀[39m[0m⠀[0m⠀[31m⠑[39m[31m⠂[39m[31m⢀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠄[39m[0m⠀[31m⡀[39m[0m⠀[0m⠀[0m⠀⏎ |
0 | ⡗⢄⠀⠀⠁⠀⠀⠀⠀⠀⠀⠀⠀⠀⠂⠀⠀⠀⠄⠀⠀⠐⠀⠀⠀⢀⠀⠀⠐⠀⠀⠀⠀⠀⠀⠁⢀⡢⠔⠊ | |
1 | ⡇⠁⠑⢄⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡀⠀⠀⠀⠀⠀⠀⠀⠀⠠⠀⠀⠀⢀⡠⠔⠊⠁⠀⠀⠀ | |
2 | ⡇⠀⠀⠀⠑⢄⠀⠀⠀⠈⠀⠨⠀⡂⠀⠀⠀⠀⠀⠀⠤⠀⠀⠀⠀⠁⠀⠀⢀⡠⠔⠊⠁⠀⠀⠀⠂⠀⠀⠀ | |
3 | ⡇⠀⠀⠀⠉⠉⠙⢍⠉⡉⠉⠉⠒⠒⠒⠒⠒⠒⠒⠒⠤⠤⠤⠤⢤⡤⠴⠮⣁⣀⣀⣀⣂⣀⣀⣀⠈⠁⠀⠀ | |
4 | ⡇⠠⠀⠐⠀⠀⠀⠀⠑⢅⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢀⡠⠔⠊⠁⠀⠀⠀⠄⠀⠀⠀⠄⠐⠀⠀⠁⠀⠀⠀ | |
5 | ⡇⠀⠀⠀⠄⠀⠀⠀⠀⠄⠑⢄⠀⠀⠀⠐⢀⡠⠔⡊⠃⠀⠠⠀⠀⠀⠀⠀⠀⠀⠄⠀⠀⠀⡀⠂⠐⠀⠀⠀ | |
6 | ⡇⠀⠀⠀⠀⠀⠀⠠⠀⠀⠀⠀⢑⣤⠔⠊⠁⠀⠀⠀⠂⠀⠀⠀⠀⠀⠀⠐⠀⠀⠀⠀⠀⢀⠀⠀⠀⠀⠀⠠ | |
7 | ⡇⠀⠁⠀⡀⠀⠀⠀⢀⡠⠔⠊⠁⠀⠑⢄⠀⠀⠀⠀⡀⠀⠀⠀⠀⠀⠀⠀⠀⠠⠠⠀⠀⠀⠀⠀⠀⠀⠀⠀ | |
8 | ⡇⠀⠀⡠⢀⡠⠔⠊⠁⠀⠀⠀⠀⠀⠀⠁⠑⢄⠀⠀⠀⠐⢀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢀⠐⠀⠀⠀⠀⠈⠀ | |
9 | ⣇⡢⠔⠊⠉⠀⠀⡀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠑⢄⡀⠀⠀⠑⠂⢀⠀⠀⠀⠀⠀⠀⠀⠀⠄⠀⡀⠀⠀⠀⏎ |
0 | [33m⡇[39m[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[37m⠈[39m[0m⠀[31m⠨[39m[0m⠀[37m⡂[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[37m⠤[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⠁[39m[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[31m⠂[39m[0m⠀[0m⠀[0m⠀⏎ |
0 | [90m┌────────────────────────────────────────┐[39m | |
1 | [90m│[39m[33m⡗[39m[32m⢄[39m[0m⠀[0m⠀[37m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠂[39m[0m⠀[0m⠀[0m⠀[31m⠄[39m[0m⠀[0m⠀[31m⠐[39m[0m⠀[0m⠀[0m⠀[31m⢀[39m[0m⠀[0m⠀[31m⠐[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠁[39m[34m⢀[39m[35m⡢[39m[34m⠔[39m[34m⠊[39m[90m│[39m | |
2 | [90m│[39m[37m⡇[39m[36m⠁[39m[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[37m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[37m⠠[39m[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m│[39m[33m⡇[39m[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[37m⠈[39m[0m⠀[31m⠨[39m[0m⠀[37m⡂[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[37m⠤[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⠁[39m[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[31m⠂[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m│[39m[33m⡇[39m[0m⠀[0m⠀[0m⠀[31m⠉[39m[31m⠉[39m[33m⠙[39m[33m⢍[39m[31m⠉[39m[31m⡉[39m[31m⠉[39m[31m⠉[39m[31m⠒[39m[31m⠒[39m[31m⠒[39m[31m⠒[39m[31m⠒[39m[31m⠒[39m[31m⠒[39m[31m⠒[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[35m⢤[39m[35m⡤[39m[35m⠴[39m[35m⠮[39m[35m⣁[39m[31m⣀[39m[31m⣀[39m[31m⣀[39m[31m⣂[39m[31m⣀[39m[31m⣀[39m[31m⣀[39m[31m⠈[39m[37m⠁[39m[0m⠀[0m⠀[90m│[39m | |
5 | [90m│[39m[33m⡇[39m[37m⠠[39m[0m⠀[37m⠐[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[33m⢅[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[31m⠄[39m[0m⠀[0m⠀[0m⠀[37m⠄[39m[31m⠐[39m[0m⠀[0m⠀[31m⠁[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m│[39m[33m⡇[39m[0m⠀[0m⠀[0m⠀[31m⠄[39m[0m⠀[0m⠀[0m⠀[0m⠀[37m⠄[39m[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[31m⠐[39m[34m⢀[39m[34m⡠[39m[34m⠔[39m[35m⡊[39m[37m⠃[39m[0m⠀[31m⠠[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠄[39m[0m⠀[0m⠀[0m⠀[37m⡀[39m[31m⠂[39m[31m⠐[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m│[39m[33m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠠[39m[0m⠀[0m⠀[0m⠀[0m⠀[36m⢑[39m[36m⣤[39m[34m⠔[39m[37m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[31m⠂[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠐[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[37m⢀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠠[39m[90m│[39m | |
8 | [90m│[39m[33m⡇[39m[0m⠀[36m⠁[39m[0m⠀[31m⡀[39m[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[37m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠠[39m[31m⠠[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m│[39m[33m⡇[39m[0m⠀[0m⠀[31m⡠[39m[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠁[39m[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[31m⠐[39m[31m⢀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[37m⢀[39m[31m⠐[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⠈[39m[0m⠀[90m│[39m | |
10 | [90m│[39m[37m⣇[39m[35m⡢[39m[34m⠔[39m[34m⠊[39m[35m⠉[39m[0m⠀[0m⠀[37m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[32m⡀[39m[0m⠀[0m⠀[31m⠑[39m[31m⠂[39m[31m⢀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠄[39m[0m⠀[31m⡀[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m└────────────────────────────────────────┘[39m⏎ |
0 | ┌────────────────────────────────────────┐ | |
1 | │⡗⢄⠀⠀⠁⠀⠀⠀⠀⠀⠀⠀⠀⠀⠂⠀⠀⠀⠄⠀⠀⠐⠀⠀⠀⢀⠀⠀⠐⠀⠀⠀⠀⠀⠀⠁⢀⡢⠔⠊│ | |
2 | │⡇⠁⠑⢄⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡀⠀⠀⠀⠀⠀⠀⠀⠀⠠⠀⠀⠀⢀⡠⠔⠊⠁⠀⠀⠀│ | |
3 | │⡇⠀⠀⠀⠑⢄⠀⠀⠀⠈⠀⠨⠀⡂⠀⠀⠀⠀⠀⠀⠤⠀⠀⠀⠀⠁⠀⠀⢀⡠⠔⠊⠁⠀⠀⠀⠂⠀⠀⠀│ | |
4 | │⡇⠀⠀⠀⠉⠉⠙⢍⠉⡉⠉⠉⠒⠒⠒⠒⠒⠒⠒⠒⠤⠤⠤⠤⢤⡤⠴⠮⣁⣀⣀⣀⣂⣀⣀⣀⠈⠁⠀⠀│ | |
5 | │⡇⠠⠀⠐⠀⠀⠀⠀⠑⢅⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢀⡠⠔⠊⠁⠀⠀⠀⠄⠀⠀⠀⠄⠐⠀⠀⠁⠀⠀⠀│ | |
6 | │⡇⠀⠀⠀⠄⠀⠀⠀⠀⠄⠑⢄⠀⠀⠀⠐⢀⡠⠔⡊⠃⠀⠠⠀⠀⠀⠀⠀⠀⠀⠄⠀⠀⠀⡀⠂⠐⠀⠀⠀│ | |
7 | │⡇⠀⠀⠀⠀⠀⠀⠠⠀⠀⠀⠀⢑⣤⠔⠊⠁⠀⠀⠀⠂⠀⠀⠀⠀⠀⠀⠐⠀⠀⠀⠀⠀⢀⠀⠀⠀⠀⠀⠠│ | |
8 | │⡇⠀⠁⠀⡀⠀⠀⠀⢀⡠⠔⠊⠁⠀⠑⢄⠀⠀⠀⠀⡀⠀⠀⠀⠀⠀⠀⠀⠀⠠⠠⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
9 | │⡇⠀⠀⡠⢀⡠⠔⠊⠁⠀⠀⠀⠀⠀⠀⠁⠑⢄⠀⠀⠀⠐⢀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢀⠐⠀⠀⠀⠀⠈⠀│ | |
10 | │⣇⡢⠔⠊⠉⠀⠀⡀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠑⢄⡀⠀⠀⠑⠂⢀⠀⠀⠀⠀⠀⠀⠀⠀⠄⠀⡀⠀⠀⠀│ | |
11 | └────────────────────────────────────────┘⏎ |
0 | [33m▒[39m[32m░[39m[0m [0m [37m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [31m░[39m[0m [0m [0m [31m░[39m[0m [0m [31m░[39m[0m [0m [0m [31m░[39m[0m [0m [31m░[39m[0m [0m [0m [0m [0m [0m [31m░[39m[0m [35m▒[39m[34m▒[39m[34m▓[39m | |
1 | [37m▒[39m[0m [32m░[39m[32m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [37m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [37m░[39m[0m [0m [0m [0m [34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[0m [0m [0m | |
2 | [33m▒[39m[0m [36m░[39m[0m [32m░[39m[32m░[39m[0m [0m [0m [37m░[39m[0m [31m▒[39m[0m [37m▒[39m[0m [0m [0m [0m [0m [0m [37m▒[39m[0m [0m [0m [0m [31m░[39m[0m [0m [0m [34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[0m [0m [0m [31m░[39m[0m [0m [0m | |
3 | [33m▒[39m[0m [0m [0m [31m░[39m[31m░[39m[33m▒[39m[33m▒[39m[31m░[39m[31m▒[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[35m▒[39m[35m▒[39m[35m▒[39m[35m▒[39m[31m░[39m[31m░[39m[31m░[39m[31m▒[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[37m░[39m[0m [0m | |
4 | [33m▒[39m[37m░[39m[0m [37m░[39m[0m [0m [0m [0m [32m░[39m[33m▒[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[0m [0m [0m [31m░[39m[0m [0m [0m [37m░[39m[31m░[39m[0m [0m [31m░[39m[0m [0m [0m | |
5 | [33m▒[39m[0m [0m [0m [31m▒[39m[0m [0m [0m [0m [37m░[39m[32m░[39m[32m░[39m[0m [0m [0m [31m░[39m[0m [34m▒[39m[34m▒[39m[35m▒[39m[37m▒[39m[0m [31m░[39m[0m [0m [0m [0m [0m [0m [0m [31m░[39m[0m [0m [0m [37m░[39m[31m░[39m[31m░[39m[0m [0m [0m | |
6 | [33m▒[39m[0m [0m [0m [0m [0m [0m [31m░[39m[0m [0m [0m [0m [32m░[39m[36m▒[39m[34m▒[39m[37m▒[39m[34m▒[39m[0m [0m [0m [31m░[39m[0m [0m [0m [0m [0m [0m [31m░[39m[0m [0m [0m [0m [0m [37m░[39m[0m [0m [0m [0m [0m [31m░[39m | |
7 | [33m▒[39m[0m [36m░[39m[0m [31m░[39m[0m [0m [0m [0m [34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[0m [32m░[39m[32m░[39m[0m [0m [0m [0m [37m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m░[39m[31m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m | |
8 | [33m▒[39m[0m [0m [31m▒[39m[0m [34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[0m [0m [0m [0m [0m [0m [31m░[39m[32m░[39m[32m░[39m[0m [0m [0m [31m░[39m[31m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [37m░[39m[31m░[39m[0m [0m [0m [0m [31m░[39m[0m | |
9 | [37m█[39m[35m▒[39m[34m▒[39m[34m▒[39m[35m▒[39m[0m [0m [37m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m░[39m[32m░[39m[32m░[39m[0m [0m [31m▒[39m[31m░[39m[31m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m░[39m[0m [31m░[39m[0m [0m [0m ⏎ |
0 | ▒░ ░ ░ ░ ░ ░ ░ ░ ▒▒▓ | |
1 | ▒ ░░ ░ ░ ▒▒▒▒ | |
2 | ▒ ░ ░░ ░ ▒ ▒ ▒ ░ ▒▒▒▒ ░ | |
3 | ▒ ░░▒▒░▒░░░░░░░░░░░░░░░▒▒▒▒░░░▒░░░░░ | |
4 | ▒░ ░ ░▒ ▒▒▒▒ ░ ░░ ░ | |
5 | ▒ ▒ ░░░ ░ ▒▒▒▒ ░ ░ ░░░ | |
6 | ▒ ░ ░▒▒▒▒ ░ ░ ░ ░ | |
7 | ▒ ░ ░ ▒▒▒▒ ░░ ░ ░░ | |
8 | ▒ ▒ ▒▒▒▒ ░░░ ░░ ░░ ░ | |
9 | █▒▒▒▒ ░ ░░░ ▒░░ ░ ░ ⏎ |
0 | [33m▒[39m[0m [36m░[39m[0m [32m░[39m[32m░[39m[0m [0m [0m [37m░[39m[0m [31m▒[39m[0m [37m▒[39m[0m [0m [0m [0m [0m [0m [37m▒[39m[0m [0m [0m [0m [31m░[39m[0m [0m [0m [34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[0m [0m [0m [31m░[39m[0m [0m [0m ⏎ |
0 | [90m┌────────────────────────────────────────┐[39m | |
1 | [90m│[39m[33m▒[39m[32m░[39m[0m [0m [37m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [31m░[39m[0m [0m [0m [31m░[39m[0m [0m [31m░[39m[0m [0m [0m [31m░[39m[0m [0m [31m░[39m[0m [0m [0m [0m [0m [0m [31m░[39m[0m [35m▒[39m[34m▒[39m[34m▓[39m[90m│[39m | |
2 | [90m│[39m[37m▒[39m[0m [32m░[39m[32m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [37m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [37m░[39m[0m [0m [0m [0m [34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[0m [0m [0m [90m│[39m | |
3 | [90m│[39m[33m▒[39m[0m [36m░[39m[0m [32m░[39m[32m░[39m[0m [0m [0m [37m░[39m[0m [31m▒[39m[0m [37m▒[39m[0m [0m [0m [0m [0m [0m [37m▒[39m[0m [0m [0m [0m [31m░[39m[0m [0m [0m [34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[0m [0m [0m [31m░[39m[0m [0m [0m [90m│[39m | |
4 | [90m│[39m[33m▒[39m[0m [0m [0m [31m░[39m[31m░[39m[33m▒[39m[33m▒[39m[31m░[39m[31m▒[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[35m▒[39m[35m▒[39m[35m▒[39m[35m▒[39m[31m░[39m[31m░[39m[31m░[39m[31m▒[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[37m░[39m[0m [0m [90m│[39m | |
5 | [90m│[39m[33m▒[39m[37m░[39m[0m [37m░[39m[0m [0m [0m [0m [32m░[39m[33m▒[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[0m [0m [0m [31m░[39m[0m [0m [0m [37m░[39m[31m░[39m[0m [0m [31m░[39m[0m [0m [0m [90m│[39m | |
6 | [90m│[39m[33m▒[39m[0m [0m [0m [31m▒[39m[0m [0m [0m [0m [37m░[39m[32m░[39m[32m░[39m[0m [0m [0m [31m░[39m[0m [34m▒[39m[34m▒[39m[35m▒[39m[37m▒[39m[0m [31m░[39m[0m [0m [0m [0m [0m [0m [0m [31m░[39m[0m [0m [0m [37m░[39m[31m░[39m[31m░[39m[0m [0m [0m [90m│[39m | |
7 | [90m│[39m[33m▒[39m[0m [0m [0m [0m [0m [0m [31m░[39m[0m [0m [0m [0m [32m░[39m[36m▒[39m[34m▒[39m[37m▒[39m[34m▒[39m[0m [0m [0m [31m░[39m[0m [0m [0m [0m [0m [0m [31m░[39m[0m [0m [0m [0m [0m [37m░[39m[0m [0m [0m [0m [0m [31m░[39m[90m│[39m | |
8 | [90m│[39m[33m▒[39m[0m [36m░[39m[0m [31m░[39m[0m [0m [0m [0m [34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[0m [32m░[39m[32m░[39m[0m [0m [0m [0m [37m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m░[39m[31m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
9 | [90m│[39m[33m▒[39m[0m [0m [31m▒[39m[0m [34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[0m [0m [0m [0m [0m [0m [31m░[39m[32m░[39m[32m░[39m[0m [0m [0m [31m░[39m[31m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [37m░[39m[31m░[39m[0m [0m [0m [0m [31m░[39m[0m [90m│[39m | |
10 | [90m│[39m[37m█[39m[35m▒[39m[34m▒[39m[34m▒[39m[35m▒[39m[0m [0m [37m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m░[39m[32m░[39m[32m░[39m[0m [0m [31m▒[39m[31m░[39m[31m░[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m░[39m[0m [31m░[39m[0m [0m [0m [90m│[39m | |
11 | [90m└────────────────────────────────────────┘[39m⏎ |
0 | ┌────────────────────────────────────────┐ | |
1 | │▒░ ░ ░ ░ ░ ░ ░ ░ ▒▒▓│ | |
2 | │▒ ░░ ░ ░ ▒▒▒▒ │ | |
3 | │▒ ░ ░░ ░ ▒ ▒ ▒ ░ ▒▒▒▒ ░ │ | |
4 | │▒ ░░▒▒░▒░░░░░░░░░░░░░░░▒▒▒▒░░░▒░░░░░ │ | |
5 | │▒░ ░ ░▒ ▒▒▒▒ ░ ░░ ░ │ | |
6 | │▒ ▒ ░░░ ░ ▒▒▒▒ ░ ░ ░░░ │ | |
7 | │▒ ░ ░▒▒▒▒ ░ ░ ░ ░│ | |
8 | │▒ ░ ░ ▒▒▒▒ ░░ ░ ░░ │ | |
9 | │▒ ▒ ▒▒▒▒ ░░░ ░░ ░░ ░ │ | |
10 | │█▒▒▒▒ ░ ░░░ ▒░░ ░ ░ │ | |
11 | └────────────────────────────────────────┘⏎ |
0 | [33m:[39m[32m.[39m[0m [0m [37m'[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [31m'[39m[0m [0m [0m [31m.[39m[0m [0m [31m'[39m[0m [0m [0m [31m.[39m[0m [0m [31m'[39m[0m [0m [0m [0m [0m [0m [31m'[39m[0m [35m:[39m[34m.[39m[34m'[39m | |
1 | [37m:[39m[0m [32m'[39m[32m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [34m.[39m[34m.[39m[34m'[39m[34m'[39m[0m [0m [0m | |
2 | [33m:[39m[0m [36m'[39m[0m [32m'[39m[32m.[39m[0m [0m [0m [37m'[39m[0m [31m:[39m[0m [37m:[39m[0m [0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [31m'[39m[0m [0m [0m [34m.[39m[34m.[39m[34m'[39m[34m'[39m[0m [0m [0m [31m'[39m[0m [0m [0m | |
3 | [33m:[39m[0m [0m [0m [31m'[39m[31m'[39m[33m'[39m[33m:[39m[31m'[39m[31m:[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m.[39m[31m.[39m[31m.[39m[31m.[39m[31m.[39m[35m.[39m[35m.[39m[35m:[39m[35m:[39m[31m.[39m[31m.[39m[31m.[39m[31m:[39m[31m.[39m[31m.[39m[31m.[39m[31m'[39m[37m'[39m[0m [0m | |
4 | [33m:[39m[37m.[39m[0m [37m'[39m[0m [0m [0m [0m [32m'[39m[33m:[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [34m.[39m[34m.[39m[34m'[39m[34m'[39m[0m [0m [0m [31m.[39m[0m [0m [0m [37m.[39m[31m'[39m[0m [0m [31m'[39m[0m [0m [0m | |
5 | [33m:[39m[0m [0m [0m [31m.[39m[0m [0m [0m [0m [37m.[39m[32m'[39m[32m.[39m[0m [0m [0m [31m'[39m[0m [34m.[39m[34m.[39m[35m:[39m[37m'[39m[0m [31m.[39m[0m [0m [0m [0m [0m [0m [0m [31m.[39m[0m [0m [0m [37m.[39m[31m'[39m[31m'[39m[0m [0m [0m | |
6 | [33m:[39m[0m [0m [0m [0m [0m [0m [31m.[39m[0m [0m [0m [0m [32m'[39m[36m.[39m[34m.[39m[37m'[39m[34m'[39m[0m [0m [0m [31m'[39m[0m [0m [0m [0m [0m [0m [31m'[39m[0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [0m [31m.[39m | |
7 | [33m:[39m[0m [36m'[39m[0m [31m.[39m[0m [0m [0m [0m [34m.[39m[34m.[39m[34m'[39m[34m'[39m[0m [32m'[39m[32m.[39m[0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m.[39m[31m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m | |
8 | [33m:[39m[0m [0m [31m.[39m[0m [34m.[39m[34m.[39m[34m'[39m[34m'[39m[0m [0m [0m [0m [0m [0m [31m'[39m[32m'[39m[32m.[39m[0m [0m [0m [31m'[39m[31m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [37m.[39m[31m'[39m[0m [0m [0m [0m [31m'[39m[0m | |
9 | [37m:[39m[35m:[39m[34m.[39m[34m'[39m[35m'[39m[0m [0m [37m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m'[39m[32m.[39m[32m.[39m[0m [0m [31m'[39m[31m'[39m[31m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m.[39m[0m [31m.[39m[0m [0m [0m ⏎ |
0 | :. ' ' . ' . ' ' :.' | |
1 | : '. . . ..'' | |
2 | : ' '. ' : : . ' ..'' ' | |
3 | : ''':':''''''''''.......::...:...'' | |
4 | :. ' ': ..'' . .' ' | |
5 | : . .'. ' ..:' . . .'' | |
6 | : . '..'' ' ' . . | |
7 | : ' . ..'' '. . .. | |
8 | : . ..'' ''. '. .' ' | |
9 | ::.'' . '.. ''. . . ⏎ |
0 | [33m:[39m[0m [36m'[39m[0m [32m'[39m[32m.[39m[0m [0m [0m [37m'[39m[0m [31m:[39m[0m [37m:[39m[0m [0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [31m'[39m[0m [0m [0m [34m.[39m[34m.[39m[34m'[39m[34m'[39m[0m [0m [0m [31m'[39m[0m [0m [0m ⏎ |
0 | [90m┌────────────────────────────────────────┐[39m | |
1 | [90m│[39m[33m:[39m[32m.[39m[0m [0m [37m'[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [31m'[39m[0m [0m [0m [31m.[39m[0m [0m [31m'[39m[0m [0m [0m [31m.[39m[0m [0m [31m'[39m[0m [0m [0m [0m [0m [0m [31m'[39m[0m [35m:[39m[34m.[39m[34m'[39m[90m│[39m | |
2 | [90m│[39m[37m:[39m[0m [32m'[39m[32m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [34m.[39m[34m.[39m[34m'[39m[34m'[39m[0m [0m [0m [90m│[39m | |
3 | [90m│[39m[33m:[39m[0m [36m'[39m[0m [32m'[39m[32m.[39m[0m [0m [0m [37m'[39m[0m [31m:[39m[0m [37m:[39m[0m [0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [31m'[39m[0m [0m [0m [34m.[39m[34m.[39m[34m'[39m[34m'[39m[0m [0m [0m [31m'[39m[0m [0m [0m [90m│[39m | |
4 | [90m│[39m[33m:[39m[0m [0m [0m [31m'[39m[31m'[39m[33m'[39m[33m:[39m[31m'[39m[31m:[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m'[39m[31m.[39m[31m.[39m[31m.[39m[31m.[39m[31m.[39m[35m.[39m[35m.[39m[35m:[39m[35m:[39m[31m.[39m[31m.[39m[31m.[39m[31m:[39m[31m.[39m[31m.[39m[31m.[39m[31m'[39m[37m'[39m[0m [0m [90m│[39m | |
5 | [90m│[39m[33m:[39m[37m.[39m[0m [37m'[39m[0m [0m [0m [0m [32m'[39m[33m:[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [34m.[39m[34m.[39m[34m'[39m[34m'[39m[0m [0m [0m [31m.[39m[0m [0m [0m [37m.[39m[31m'[39m[0m [0m [31m'[39m[0m [0m [0m [90m│[39m | |
6 | [90m│[39m[33m:[39m[0m [0m [0m [31m.[39m[0m [0m [0m [0m [37m.[39m[32m'[39m[32m.[39m[0m [0m [0m [31m'[39m[0m [34m.[39m[34m.[39m[35m:[39m[37m'[39m[0m [31m.[39m[0m [0m [0m [0m [0m [0m [0m [31m.[39m[0m [0m [0m [37m.[39m[31m'[39m[31m'[39m[0m [0m [0m [90m│[39m | |
7 | [90m│[39m[33m:[39m[0m [0m [0m [0m [0m [0m [31m.[39m[0m [0m [0m [0m [32m'[39m[36m.[39m[34m.[39m[37m'[39m[34m'[39m[0m [0m [0m [31m'[39m[0m [0m [0m [0m [0m [0m [31m'[39m[0m [0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [0m [31m.[39m[90m│[39m | |
8 | [90m│[39m[33m:[39m[0m [36m'[39m[0m [31m.[39m[0m [0m [0m [0m [34m.[39m[34m.[39m[34m'[39m[34m'[39m[0m [32m'[39m[32m.[39m[0m [0m [0m [0m [37m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m.[39m[31m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
9 | [90m│[39m[33m:[39m[0m [0m [31m.[39m[0m [34m.[39m[34m.[39m[34m'[39m[34m'[39m[0m [0m [0m [0m [0m [0m [31m'[39m[32m'[39m[32m.[39m[0m [0m [0m [31m'[39m[31m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [37m.[39m[31m'[39m[0m [0m [0m [0m [31m'[39m[0m [90m│[39m | |
10 | [90m│[39m[37m:[39m[35m:[39m[34m.[39m[34m'[39m[35m'[39m[0m [0m [37m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m'[39m[32m.[39m[32m.[39m[0m [0m [31m'[39m[31m'[39m[31m.[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m.[39m[0m [31m.[39m[0m [0m [0m [90m│[39m | |
11 | [90m└────────────────────────────────────────┘[39m⏎ |
0 | ┌────────────────────────────────────────┐ | |
1 | │:. ' ' . ' . ' ' :.'│ | |
2 | │: '. . . ..'' │ | |
3 | │: ' '. ' : : . ' ..'' ' │ | |
4 | │: ''':':''''''''''.......::...:...'' │ | |
5 | │:. ' ': ..'' . .' ' │ | |
6 | │: . .'. ' ..:' . . .'' │ | |
7 | │: . '..'' ' ' . .│ | |
8 | │: ' . ..'' '. . .. │ | |
9 | │: . ..'' ''. '. .' ' │ | |
10 | │::.'' . '.. ''. . . │ | |
11 | └────────────────────────────────────────┘⏎ |
0 | [90m┌────────────────────────────────────────┐[39m | |
1 | [90m│[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
2 | [90m│[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m│[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m│[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m│[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m│[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m│[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m│[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m│[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m│[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m└────────────────────────────────────────┘[39m⏎ |
0 | [90m┌────────────────────────────────────────┐[39m | |
1 | [90m│[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
2 | [90m│[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
3 | [90m│[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
4 | [90m│[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
5 | [90m│[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
6 | [90m│[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
7 | [90m│[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
8 | [90m│[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
9 | [90m│[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
10 | [90m│[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
11 | [90m└────────────────────────────────────────┘[39m⏎ |
0 | [90m ┌ ┐[39m | |
1 | [0m[90m[[0m-4.5[90m, [0m-4.0[90m)[0m[90m ┤[39m[0m 1 [90m [39m | |
2 | [0m[90m[[0m-4.0[90m, [0m-3.5[90m)[0m[90m ┤[39m[0m 2 [90m [39m | |
3 | [0m[90m[[0m-3.5[90m, [0m-3.0[90m)[0m[90m ┤[39m[0m 8 [90m [39m | |
4 | [0m[90m[[0m-3.0[90m, [0m-2.5[90m)[0m[90m ┤[39m[32m▇[39m[0m 65 [90m [39m | |
5 | [0m[90m[[0m-2.5[90m, [0m-2.0[90m)[0m[90m ┤[39m[32m▇▇▇[39m[0m 169 [90m [39m | |
6 | [0m[90m[[0m-2.0[90m, [0m-1.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇[39m[0m 456 [90m [39m | |
7 | [0m[90m[[0m-1.5[90m, [0m-1.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 911 [90m [39m | |
8 | [0m[90m[[0m-1.0[90m, [0m-0.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1514 [90m [39m | |
9 | [0m[90m[[0m-0.5[90m, [0m 0.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1956 [90m [39m | |
10 | [0m[90m[[0m 0.0[90m, [0m 0.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1825 [90m [39m | |
11 | [0m[90m[[0m 0.5[90m, [0m 1.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1500 [90m [39m | |
12 | [0m[90m[[0m 1.0[90m, [0m 1.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 930 [90m [39m | |
13 | [0m[90m[[0m 1.5[90m, [0m 2.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇[39m[0m 436 [90m [39m | |
14 | [0m[90m[[0m 2.0[90m, [0m 2.5[90m)[0m[90m ┤[39m[32m▇▇▇[39m[0m 162 [90m [39m | |
15 | [0m[90m[[0m 2.5[90m, [0m 3.0[90m)[0m[90m ┤[39m[32m▇[39m[0m 50 [90m [39m | |
16 | [0m[90m[[0m 3.0[90m, [0m 3.5[90m)[0m[90m ┤[39m[0m 10 [90m [39m | |
17 | [0m[90m[[0m 3.5[90m, [0m 4.0[90m)[0m[90m ┤[39m[0m 5 [90m [39m | |
18 | [90m └ ┘[39m | |
19 | [0m Frequency⏎ |
0 | [90m ┌ ┐[39m | |
1 | [0m[90m[[0m-0.045[90m, [0m-0.04 [90m)[0m[90m ┤[39m[0m 1 [90m [39m | |
2 | [0m[90m[[0m-0.04 [90m, [0m-0.035[90m)[0m[90m ┤[39m[0m 2 [90m [39m | |
3 | [0m[90m[[0m-0.035[90m, [0m-0.03 [90m)[0m[90m ┤[39m[0m 8 [90m [39m | |
4 | [0m[90m[[0m-0.03 [90m, [0m-0.025[90m)[0m[90m ┤[39m[32m▇[39m[0m 65 [90m [39m | |
5 | [0m[90m[[0m-0.025[90m, [0m-0.02 [90m)[0m[90m ┤[39m[32m▇▇▇[39m[0m 169 [90m [39m | |
6 | [0m[90m[[0m-0.02 [90m, [0m-0.015[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇[39m[0m 456 [90m [39m | |
7 | [0m[90m[[0m-0.015[90m, [0m-0.01 [90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 911 [90m [39m | |
8 | [0m[90m[[0m-0.01 [90m, [0m-0.005[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1514 [90m [39m | |
9 | [0m[90m[[0m-0.005[90m, [0m-0.0 [90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1956 [90m [39m | |
10 | [0m[90m[[0m 0.0 [90m, [0m 0.005[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1825 [90m [39m | |
11 | [0m[90m[[0m 0.005[90m, [0m 0.01 [90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1500 [90m [39m | |
12 | [0m[90m[[0m 0.01 [90m, [0m 0.015[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 930 [90m [39m | |
13 | [0m[90m[[0m 0.015[90m, [0m 0.02 [90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇[39m[0m 436 [90m [39m | |
14 | [0m[90m[[0m 0.02 [90m, [0m 0.025[90m)[0m[90m ┤[39m[32m▇▇▇[39m[0m 162 [90m [39m | |
15 | [0m[90m[[0m 0.025[90m, [0m 0.03 [90m)[0m[90m ┤[39m[32m▇[39m[0m 50 [90m [39m | |
16 | [0m[90m[[0m 0.03 [90m, [0m 0.035[90m)[0m[90m ┤[39m[0m 10 [90m [39m | |
17 | [0m[90m[[0m 0.035[90m, [0m 0.04 [90m)[0m[90m ┤[39m[0m 5 [90m [39m | |
18 | [90m └ ┘[39m | |
19 | [0m Frequency⏎ |
0 | [90m ┌ ┐[39m | |
1 | [0m[90m[[0m-450.0[90m, [0m-400.0[90m)[0m[90m ┤[39m[0m 1 [90m [39m | |
2 | [0m[90m[[0m-400.0[90m, [0m-350.0[90m)[0m[90m ┤[39m[0m 2 [90m [39m | |
3 | [0m[90m[[0m-350.0[90m, [0m-300.0[90m)[0m[90m ┤[39m[0m 8 [90m [39m | |
4 | [0m[90m[[0m-300.0[90m, [0m-250.0[90m)[0m[90m ┤[39m[32m▇[39m[0m 65 [90m [39m | |
5 | [0m[90m[[0m-250.0[90m, [0m-200.0[90m)[0m[90m ┤[39m[32m▇▇▇[39m[0m 169 [90m [39m | |
6 | [0m[90m[[0m-200.0[90m, [0m-150.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇[39m[0m 456 [90m [39m | |
7 | [0m[90m[[0m-150.0[90m, [0m-100.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 911 [90m [39m | |
8 | [0m[90m[[0m-100.0[90m, [0m -50.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1514 [90m [39m | |
9 | [0m[90m[[0m -50.0[90m, [0m 0.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1956 [90m [39m | |
10 | [0m[90m[[0m 0.0[90m, [0m 50.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1825 [90m [39m | |
11 | [0m[90m[[0m 50.0[90m, [0m 100.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1500 [90m [39m | |
12 | [0m[90m[[0m 100.0[90m, [0m 150.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 930 [90m [39m | |
13 | [0m[90m[[0m 150.0[90m, [0m 200.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇[39m[0m 436 [90m [39m | |
14 | [0m[90m[[0m 200.0[90m, [0m 250.0[90m)[0m[90m ┤[39m[32m▇▇▇[39m[0m 162 [90m [39m | |
15 | [0m[90m[[0m 250.0[90m, [0m 300.0[90m)[0m[90m ┤[39m[32m▇[39m[0m 50 [90m [39m | |
16 | [0m[90m[[0m 300.0[90m, [0m 350.0[90m)[0m[90m ┤[39m[0m 10 [90m [39m | |
17 | [0m[90m[[0m 350.0[90m, [0m 400.0[90m)[0m[90m ┤[39m[0m 5 [90m [39m | |
18 | [90m └ ┘[39m | |
19 | [0m Frequency⏎ |
0 | ┌ ┐ | |
1 | [-4.5, -4.0) ┤ 1 | |
2 | [-4.0, -3.5) ┤ 2 | |
3 | [-3.5, -3.0) ┤ 8 | |
4 | [-3.0, -2.5) ┤▇ 65 | |
5 | [-2.5, -2.0) ┤▇▇▇ 169 | |
6 | [-2.0, -1.5) ┤▇▇▇▇▇▇▇▇ 456 | |
7 | [-1.5, -1.0) ┤▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇ 911 | |
8 | [-1.0, -0.5) ┤▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇ 1514 | |
9 | [-0.5, 0.0) ┤▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇ 1956 | |
10 | [ 0.0, 0.5) ┤▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇ 1825 | |
11 | [ 0.5, 1.0) ┤▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇ 1500 | |
12 | [ 1.0, 1.5) ┤▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇ 930 | |
13 | [ 1.5, 2.0) ┤▇▇▇▇▇▇▇▇ 436 | |
14 | [ 2.0, 2.5) ┤▇▇▇ 162 | |
15 | [ 2.5, 3.0) ┤▇ 50 | |
16 | [ 3.0, 3.5) ┤ 10 | |
17 | [ 3.5, 4.0) ┤ 5 | |
18 | └ ┘ | |
19 | Frequency⏎ |
0 | [90m ┌ ┐[39m | |
1 | [0m[90m([0m-6.0[90m, [0m-4.0[90m][0m[90m ┤[39m[0m 1 [90m [39m | |
2 | [0m[90m([0m-4.0[90m, [0m-2.0[90m][0m[90m ┤[39m[32m▇▇[39m[0m 244 [90m [39m | |
3 | [0m[90m([0m-2.0[90m, [0m 0.0[90m][0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 4837 [90m [39m | |
4 | [0m[90m([0m 0.0[90m, [0m 2.0[90m][0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 4691 [90m [39m | |
5 | [0m[90m([0m 2.0[90m, [0m 4.0[90m][0m[90m ┤[39m[32m▇▇[39m[0m 227 [90m [39m | |
6 | [90m └ ┘[39m | |
7 | [0m Frequency⏎ |
0 | [90m ┌ ┐[39m | |
1 | [0m[90m[[0m-4.5[90m, [0m-4.0[90m)[0m[90m ┤[39m[0m 1 [90m [39m | |
2 | [0m[90m[[0m-4.0[90m, [0m-3.5[90m)[0m[90m ┤[39m[32m▇▇▇[39m[0m 2 [90m [39m | |
3 | [0m[90m[[0m-3.5[90m, [0m-3.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇[39m[0m 8 [90m [39m | |
4 | [0m[90m[[0m-3.0[90m, [0m-2.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 65 [90m [39m | |
5 | [0m[90m[[0m-2.5[90m, [0m-2.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 169 [90m [39m | |
6 | [0m[90m[[0m-2.0[90m, [0m-1.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 456 [90m [39m | |
7 | [0m[90m[[0m-1.5[90m, [0m-1.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 911 [90m [39m | |
8 | [0m[90m[[0m-1.0[90m, [0m-0.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1514 [90m [39m | |
9 | [0m[90m[[0m-0.5[90m, [0m 0.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1956 [90m [39m | |
10 | [0m[90m[[0m 0.0[90m, [0m 0.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1825 [90m [39m | |
11 | [0m[90m[[0m 0.5[90m, [0m 1.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1500 [90m [39m | |
12 | [0m[90m[[0m 1.0[90m, [0m 1.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 930 [90m [39m | |
13 | [0m[90m[[0m 1.5[90m, [0m 2.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 436 [90m [39m | |
14 | [0m[90m[[0m 2.0[90m, [0m 2.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 162 [90m [39m | |
15 | [0m[90m[[0m 2.5[90m, [0m 3.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 50 [90m [39m | |
16 | [0m[90m[[0m 3.0[90m, [0m 3.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇[39m[0m 10 [90m [39m | |
17 | [0m[90m[[0m 3.5[90m, [0m 4.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇[39m[0m 5 [90m [39m | |
18 | [90m └ ┘[39m | |
19 | [0m Frequency [log10]⏎ |
0 | [90m ┌ ┐[39m | |
1 | [0m[90m[[0m-4.5[90m, [0m-4.0[90m)[0m[90m ┤[39m[0m 1 [90m [39m | |
2 | [0m[90m[[0m-4.0[90m, [0m-3.5[90m)[0m[90m ┤[39m[32m▇▇▇[39m[0m 2 [90m [39m | |
3 | [0m[90m[[0m-3.5[90m, [0m-3.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇[39m[0m 8 [90m [39m | |
4 | [0m[90m[[0m-3.0[90m, [0m-2.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 65 [90m [39m | |
5 | [0m[90m[[0m-2.5[90m, [0m-2.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 169 [90m [39m | |
6 | [0m[90m[[0m-2.0[90m, [0m-1.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 456 [90m [39m | |
7 | [0m[90m[[0m-1.5[90m, [0m-1.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 911 [90m [39m | |
8 | [0m[90m[[0m-1.0[90m, [0m-0.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1514 [90m [39m | |
9 | [0m[90m[[0m-0.5[90m, [0m 0.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1956 [90m [39m | |
10 | [0m[90m[[0m 0.0[90m, [0m 0.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1825 [90m [39m | |
11 | [0m[90m[[0m 0.5[90m, [0m 1.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1500 [90m [39m | |
12 | [0m[90m[[0m 1.0[90m, [0m 1.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 930 [90m [39m | |
13 | [0m[90m[[0m 1.5[90m, [0m 2.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 436 [90m [39m | |
14 | [0m[90m[[0m 2.0[90m, [0m 2.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 162 [90m [39m | |
15 | [0m[90m[[0m 2.5[90m, [0m 3.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 50 [90m [39m | |
16 | [0m[90m[[0m 3.0[90m, [0m 3.5[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇▇▇▇[39m[0m 10 [90m [39m | |
17 | [0m[90m[[0m 3.5[90m, [0m 4.0[90m)[0m[90m ┤[39m[32m▇▇▇▇▇▇▇[39m[0m 5 [90m [39m | |
18 | [90m └ ┘[39m | |
19 | [0m custom label⏎ |
0 | [1m My Histogram[22m | |
1 | [90m ┌ ┐[39m | |
2 | [0m[90m[[0m-4.5[90m, [0m-4.0[90m)[0m[90m ┤[39m[0m 1 [90m [39m | |
3 | [0m[90m[[0m-4.0[90m, [0m-3.5[90m)[0m[90m ┤[39m[0m 2 [90m [39m | |
4 | [0m[90m[[0m-3.5[90m, [0m-3.0[90m)[0m[90m ┤[39m[0m 8 [90m [39m | |
5 | [0m[90m[[0m-3.0[90m, [0m-2.5[90m)[0m[90m ┤[39m[34m▇[39m[0m 65 [90m [39m | |
6 | [0m[90m[[0m-2.5[90m, [0m-2.0[90m)[0m[90m ┤[39m[34m▇▇▇[39m[0m 169 [90m [39m | |
7 | [0m[90m[[0m-2.0[90m, [0m-1.5[90m)[0m[90m ┤[39m[34m▇▇▇▇▇▇▇▇[39m[0m 456 [90m [39m | |
8 | [0m[90m[[0m-1.5[90m, [0m-1.0[90m)[0m[90m ┤[39m[34m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 911 [90m [39m | |
9 | [0m[90m[[0m-1.0[90m, [0m-0.5[90m)[0m[90m ┤[39m[34m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1514 [90m [39m | |
10 | [0m[90m[[0m-0.5[90m, [0m 0.0[90m)[0m[90m ┤[39m[34m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1956 [90m [39m | |
11 | [0m[90m[[0m 0.0[90m, [0m 0.5[90m)[0m[90m ┤[39m[34m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1825 [90m [39m | |
12 | [0m[90m[[0m 0.5[90m, [0m 1.0[90m)[0m[90m ┤[39m[34m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1500 [90m [39m | |
13 | [0m[90m[[0m 1.0[90m, [0m 1.5[90m)[0m[90m ┤[39m[34m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 930 [90m [39m | |
14 | [0m[90m[[0m 1.5[90m, [0m 2.0[90m)[0m[90m ┤[39m[34m▇▇▇▇▇▇▇▇[39m[0m 436 [90m [39m | |
15 | [0m[90m[[0m 2.0[90m, [0m 2.5[90m)[0m[90m ┤[39m[34m▇▇▇[39m[0m 162 [90m [39m | |
16 | [0m[90m[[0m 2.5[90m, [0m 3.0[90m)[0m[90m ┤[39m[34m▇[39m[0m 50 [90m [39m | |
17 | [0m[90m[[0m 3.0[90m, [0m 3.5[90m)[0m[90m ┤[39m[0m 10 [90m [39m | |
18 | [0m[90m[[0m 3.5[90m, [0m 4.0[90m)[0m[90m ┤[39m[0m 5 [90m [39m | |
19 | [90m └ ┘[39m | |
20 | [0m Absolute Frequency⏎ |
0 | [1m My Histogram[22m | |
1 | [90m ┌ ┐[39m | |
2 | [90m ┤[39m[0m 1 [90m [39m | |
3 | [90m ┤[39m[0m 2 [90m [39m | |
4 | [90m ┤[39m[0m 8 [90m [39m | |
5 | [90m ┤[39m[34m▇[39m[0m 65 [90m [39m | |
6 | [90m ┤[39m[34m▇▇▇[39m[0m 169 [90m [39m | |
7 | [90m ┤[39m[34m▇▇▇▇▇▇▇▇[39m[0m 456 [90m [39m | |
8 | [90m ┤[39m[34m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 911 [90m [39m | |
9 | [90m ┤[39m[34m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1514 [90m [39m | |
10 | [90m ┤[39m[34m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1956 [90m [39m | |
11 | [90m ┤[39m[34m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1825 [90m [39m | |
12 | [90m ┤[39m[34m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 1500 [90m [39m | |
13 | [90m ┤[39m[34m▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇▇[39m[0m 930 [90m [39m | |
14 | [90m ┤[39m[34m▇▇▇▇▇▇▇▇[39m[0m 436 [90m [39m | |
15 | [90m ┤[39m[34m▇▇▇[39m[0m 162 [90m [39m | |
16 | [90m ┤[39m[34m▇[39m[0m 50 [90m [39m | |
17 | [90m ┤[39m[0m 10 [90m [39m | |
18 | [90m ┤[39m[0m 5 [90m [39m | |
19 | [90m └ ┘[39m ⏎ |
0 | [1m My Histogram[22m | |
1 | [90m ┌──────────────────────────────────────────────────┐[39m | |
2 | [0m[90m[[0m-4.5[90m, [0m-4.0[90m)[0m[90m │[39m[0m 1 [90m│[39m | |
3 | [0m[90m[[0m-4.0[90m, [0m-3.5[90m)[0m[90m │[39m[0m 2 [90m│[39m | |
4 | [0m[90m[[0m-3.5[90m, [0m-3.0[90m)[0m[90m │[39m[0m 8 [90m│[39m | |
5 | [0m[90m[[0m-3.0[90m, [0m-2.5[90m)[0m[90m │[39m[33m=[39m[0m 65 [90m│[39m | |
6 | [0m[90m[[0m-2.5[90m, [0m-2.0[90m)[0m[90m │[39m[33m====[39m[0m 169 [90m│[39m | |
7 | [0m[90m[[0m-2.0[90m, [0m-1.5[90m)[0m[90m │[39m[33m==========[39m[0m 456 [90m│[39m | |
8 | [0m[90m[[0m-1.5[90m, [0m-1.0[90m)[0m[90m │[39m[33m====================[39m[0m 911 [90m│[39m | |
9 | [0m[90m[[0m-1.0[90m, [0m-0.5[90m)[0m[90m │[39m[33m==================================[39m[0m 1514 [90m│[39m | |
10 | [0m[90m[[0m-0.5[90m, [0m 0.0[90m)[0m[90m │[39m[33m============================================[39m[0m 1956 [90m│[39m | |
11 | [0m[90m[[0m 0.0[90m, [0m 0.5[90m)[0m[90m │[39m[33m=========================================[39m[0m 1825 [90m│[39m | |
12 | [0m[90m[[0m 0.5[90m, [0m 1.0[90m)[0m[90m │[39m[33m==================================[39m[0m 1500 [90m│[39m | |
13 | [0m[90m[[0m 1.0[90m, [0m 1.5[90m)[0m[90m │[39m[33m=====================[39m[0m 930 [90m│[39m | |
14 | [0m[90m[[0m 1.5[90m, [0m 2.0[90m)[0m[90m │[39m[33m==========[39m[0m 436 [90m│[39m | |
15 | [0m[90m[[0m 2.0[90m, [0m 2.5[90m)[0m[90m │[39m[33m====[39m[0m 162 [90m│[39m | |
16 | [0m[90m[[0m 2.5[90m, [0m 3.0[90m)[0m[90m │[39m[33m=[39m[0m 50 [90m│[39m | |
17 | [0m[90m[[0m 3.0[90m, [0m 3.5[90m)[0m[90m │[39m[0m 10 [90m│[39m | |
18 | [0m[90m[[0m 3.5[90m, [0m 4.0[90m)[0m[90m │[39m[0m 5 [90m│[39m | |
19 | [90m └──────────────────────────────────────────────────┘[39m | |
20 | [0m Absolute Frequency⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2[39m[90m │[39m[34m⠉[39m[34m⠑[39m[34m⠢[39m[34m⠤[39m[34m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⢺[39m[90m│[39m [34mpoints1[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠉[39m[34m⠒[39m[34m⠤[39m[34m⢄[39m[34m⡀[39m[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⡠[39m[34m⠔[39m[34m⠁[39m[0m⠀[34m⢸[39m[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠈[39m[34m⡗[39m[34m⠒[39m[34m⠤[39m[34m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⠔[39m[34m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[34m⢸[39m[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[34m⠉[39m[34m⠑[39m[34m⠢[39m[34m⢄[39m[34m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢸[39m[90m│[39m | |
5 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⡗[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[34m⠛[39m[34m⢖[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[34m⡲[39m[34m⠖[39m[34m⠓[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[34m⢺[39m[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠑[39m[34m⢄[39m[0m⠀[34m⢀[39m[34m⠔[39m[34m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢸[39m[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠛[39m[34m⢅[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢸[39m[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⡠[39m[34m⠔[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[34m⠑[39m[34m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢸[39m[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⠔[39m[34m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠈[39m[34m⠢[39m[34m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢸[39m[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠈[39m[34m⠢[39m[34m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢸[39m[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[34m⡠[39m[34m⠔[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠈[39m[34m⠢[39m[34m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢸[39m[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⠔[39m[34m⡏[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠈[39m[34m⢢[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢸[39m[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠑[39m[34m⢄[39m[0m⠀[0m⠀[0m⠀[34m⢸[39m[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[34m⡠[39m[34m⠔[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠑[39m[34m⢄[39m[0m⠀[34m⢸[39m[90m│[39m | |
15 | [90m-5[39m[90m │[39m[34m⣀[39m[34m⠔[39m[34m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠑[39m[34m⢼[39m[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m -1[39m[90m [39m[90m 3[39m⏎ |
0 | [1m Scatter[22m | |
1 | [90m ┌──────────┐[39m | |
2 | [90m2[39m[90m │[39m[32m'[39m[32m'[39m[32m:[39m[32m.[39m[0m [0m [0m [0m [0m [32m:[39m[90m│[39m | |
3 | [90m │[39m[0m'[0m'[0m:[0m'[32m'[39m[32m:[39m[0m'[32m:[39m[32m'[39m[32m:[39m[90m│[39m | |
4 | [90m │[39m[0m [0m [0m:[0m [0m [32m.[39m[32m'[39m[32m.[39m[0m [32m:[39m[90m│[39m | |
5 | [90m │[39m[0m [0m [0m:[32m.[39m[32m'[39m[0m [0m [32m'[39m[32m.[39m[32m:[39m[90m│[39m | |
6 | [90m-5[39m[90m │[39m[32m.[39m[32m.[39m[32m:[39m[0m [0m [0m [0m [0m [0m [32m:[39m[90m│[39m | |
7 | [90m └──────────┘[39m | |
8 | [90m -1[39m[90m [39m[90m 3[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m1[39m[90m │[39m[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠒[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠑[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠒[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[90m│[39m [32msin[39m | |
2 | [90m │[39m[0m⠀[32m⡔[39m[32m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠎[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⠤[39m[32m⡀[39m[90m│[39m | |
3 | [90m │[39m[32m⠮[39m[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[32m⠬[39m[32m⠦[39m[32m⡤[39m[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[32m⡤[39m[32m⠮[39m[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[32m⠼[39m[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠘[39m[32m⢄[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m-1[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠦[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⡠[39m[32m⠤[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m └────────────────────────────────────────┘[39m | |
7 | [90m 1999-12-31[39m[90m [39m[90m 2000-01-30[39m | |
8 | [0m date⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m1[39m[90m │[39m[34m⠉[39m[34m⠑[39m[34m⠒[39m[36m⣤[39m[32m⠒[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠑[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⡠[39m[34m⠒[39m[34m⠉[39m[34m⠉[39m[34m⠉[39m[34m⠑[39m[36m⢢[39m[36m⡔[39m[32m⠊[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠒[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[90m│[39m [32msin[39m | |
2 | [90m │[39m[0m⠀[32m⡔[39m[32m⠉[39m[0m⠀[34m⠣[39m[34m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⡔[39m[34m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠎[39m[32m⠁[39m[34m⠈[39m[34m⠢[39m[34m⡄[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⠤[39m[32m⡀[39m[90m│[39m [34mcos[39m | |
3 | [90m │[39m[32m⠮[39m[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[34m⠵[39m[34m⡤[39m[0m⠤[0m⠤[0m⠤[0m⠤[32m⠬[39m[32m⠦[39m[32m⡤[39m[0m⠤[0m⠤[0m⠤[0m⠤[34m⢤[39m[34m⠮[39m[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[32m⡤[39m[32m⠮[39m[0m⠤[0m⠤[0m⠤[0m⠤[34m⠬[39m[34m⠦[39m[34m⡤[39m[0m⠤[0m⠤[0m⠤[0m⠤[32m⠼[39m[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠘[39m[34m⢆[39m[34m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⠘[39m[32m⢄[39m[32m⡀[39m[34m⡠[39m[34m⠒[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⡔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠘[39m[34m⢄[39m[34m⡀[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m-1[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠈[39m[34m⠢[39m[34m⢄[39m[34m⣀[39m[34m⣀[39m[34m⣀[39m[34m⠤[39m[36m⠜[39m[36m⠧[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⡠[39m[32m⠤[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠈[39m[34m⠦[39m[34m⣀[39m[34m⣀[39m[90m│[39m | |
6 | [90m └────────────────────────────────────────┘[39m | |
7 | [90m 1999-12-31[39m[90m [39m[90m 2000-01-30[39m | |
8 | [0m date⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2[39m[90m │[39m[32m⠉[39m[32m⠑[39m[32m⠢[39m[32m⠤[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⢺[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠒[39m[32m⠤[39m[32m⢄[39m[32m⡀[39m[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[32m⢸[39m[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⡗[39m[32m⠒[39m[32m⠤[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠑[39m[32m⠢[39m[32m⢄[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
5 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⡗[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⠛[39m[32m⢖[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⡲[39m[32m⠖[39m[32m⠓[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⢺[39m[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠛[39m[32m⢅[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⡏[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⢢[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[32m⢸[39m[90m│[39m | |
15 | [90m-5[39m[90m │[39m[32m⣀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢼[39m[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m -1[39m[90m [39m[90m 3[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m700[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⣀[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⣀[39m[32m⡠[39m[32m⠤[39m[32m⠤[39m[32m⠔[39m[32m⠒[39m[32m⠒[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m │[39m[0m⠀[32m⢀[39m[32m⣀[39m[32m⣀[39m[32m⠤[39m[32m⠤[39m[32m⠒[39m[32m⠒[39m[32m⠊[39m[32m⠉[39m[32m⠉[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
17 | [90m │[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
18 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
19 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
20 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
21 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
22 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
23 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
24 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
25 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
26 | [90m0[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
27 | [90m └────────────────────────────────────────┘[39m | |
28 | [90m 0[39m[90m [39m[90m 20[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2.5[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡀[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠑[39m[32m⠢[39m[32m⢄[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⡇[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠒[39m[32m⠤[39m[32m⣇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⣀[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[32m⠉[39m[32m⠒[39m[32m⠤[39m[32m⣀[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⡧[0m⠤[0m⠤[0m⠤[0m⠤[32m⠬[39m[32m⠵[39m[32m⠦[39m[32m⡤[39m[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[32m⢤[39m[32m⠴[39m[32m⠭[39m[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[32m⡧[39m[0m⠤[0m⠤[0m⠤[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠜[39m[32m⢎[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠤[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[32m⣀[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⢢[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡧[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠁[39m[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠱[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠘[39m[32m⢄[39m[32m⡇[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m-5.5[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠁[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m -1.5[39m[90m [39m[90m 3.5[39m⏎ |
0 | Scatter | |
1 | ┌────────────────────────────────────────┐ | |
2 | 2 │⠉⠑⠢⠤⣀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢀⡠⢺│ points1 | |
3 | │⠀⠀⠀⠀⠀⠉⠒⠤⢄⡀⡇⠀⠀⠀⠀⠀⢀⣀⣀⠤⠤⠔⠒⠊⠉⠁⠀⠀⠀⠀⠀⢀⣀⣀⠤⡤⠔⠓⠊⢹│ points2 | |
4 | │⠀⠀⠀⠀⠀⠀⠀⢀⣀⡨⡷⠶⠶⣒⠊⠉⠁⠀⠀⠀⠀⠀⢀⣀⡠⠤⠤⠒⠒⠊⠉⠁⢀⠔⠊⠀⠀⠀⠀⢸│ points3 | |
5 | │⠀⠀⠀⠀⠀⠉⠉⠁⠀⠀⡇⠀⠀⠀⠉⠑⠢⢄⣀⠀⠉⠉⠁⠀⠀⠀⠀⠀⠀⢀⡠⠊⠁⠀⠀⠀⠀⠀⠀⢸│ | |
6 | │⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⡗⠒⠒⠒⠒⠒⠒⠒⠒⠛⢖⠒⠒⠒⠒⠒⠒⡲⠖⠓⠒⠒⠒⠒⠒⠒⠒⠒⠒⢺│ | |
7 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠑⢄⠀⢀⠔⠊⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸│ | |
8 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢀⡠⠛⢅⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸│ | |
9 | y │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⡠⠔⠁⠀⠀⠀⠑⢄⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸│ | |
10 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⢀⠔⠊⠀⠀⠀⠀⠀⠀⠀⠈⠢⡀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸│ | |
11 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⢀⡠⠊⠁⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠈⠢⡀⠀⠀⠀⠀⠀⠀⠀⠀⢸│ | |
12 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⡠⠔⠁⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠈⠢⡀⠀⠀⠀⠀⠀⠀⢸│ | |
13 | │⠀⠀⠀⠀⠀⠀⠀⠀⢀⠔⡏⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠈⢢⠀⠀⠀⠀⠀⢸│ | |
14 | │⠀⠀⠀⠀⠀⢀⡠⠊⠁⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠑⢄⠀⠀⠀⢸│ | |
15 | │⠀⠀⠀⡠⠔⠁⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠑⢄⠀⢸│ | |
16 | -5 │⣀⠔⠊⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠑⢼│ | |
17 | └────────────────────────────────────────┘ | |
18 | -1 3 | |
19 | x⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2[39m[90m │[39m[32m⠉[39m[32m⠑[39m[32m⠢[39m[32m⠤[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⢺[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠒[39m[32m⠤[39m[32m⢄[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[32m⢸[39m[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠑[39m[32m⠒[39m[32m⠤[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠑[39m[32m⠢[39m[32m⢄[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⢆[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠛[39m[32m⢅[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⢢[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[32m⢸[39m[90m│[39m | |
15 | [90m-5[39m[90m │[39m[32m⣀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢼[39m[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m -1[39m[90m [39m[90m 3[39m⏎ |
0 | [1m Scatter[22m | |
1 | [90m ┌────────────────────────────────────────┐[39m | |
2 | [90m2[39m[90m │[39m[32m⠉[39m[32m⠑[39m[32m⠢[39m[32m⠤[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⢺[39m[90m│[39m [32mpoints1[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠒[39m[32m⠤[39m[32m⢄[39m[32m⡀[39m[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[32m⢸[39m[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⡗[39m[32m⠒[39m[32m⠤[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠑[39m[32m⠢[39m[32m⢄[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
6 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⡗[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⠛[39m[32m⢖[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⡲[39m[32m⠖[39m[32m⠓[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⢺[39m[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠛[39m[32m⢅[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
9 | [0my [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⡏[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⢢[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
15 | [90m │[39m[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[32m⢸[39m[90m│[39m | |
16 | [90m-5[39m[90m │[39m[32m⣀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢼[39m[90m│[39m | |
17 | [90m └────────────────────────────────────────┘[39m | |
18 | [90m -1[39m[90m [39m[90m 3[39m | |
19 | [0m x⏎ |
0 | [1m Scatter[22m | |
1 | [90m ┌────────────────────────────────────────┐[39m | |
2 | [90m2[39m[90m │[39m[32m⠉[39m[32m⠑[39m[32m⠢[39m[32m⠤[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⢺[39m[90m│[39m [32mpoints1[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠒[39m[32m⠤[39m[32m⢄[39m[32m⡀[39m[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⣀[39m[34m⣀[39m[34m⠤[39m[36m⡤[39m[36m⠔[39m[36m⠓[39m[34m⠊[39m[36m⢹[39m[90m│[39m [34mpoints2[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⡗[39m[32m⠒[39m[32m⠤[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⣀[39m[34m⡠[39m[34m⠤[39m[34m⠤[39m[34m⠒[39m[34m⠒[39m[34m⠊[39m[34m⠉[39m[34m⠁[39m[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠑[39m[32m⠢[39m[32m⢄[39m[32m⣀[39m[0m⠀[34m⠉[39m[34m⠉[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
6 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⡗[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⠛[39m[32m⢖[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⡲[39m[32m⠖[39m[32m⠓[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⢺[39m[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠛[39m[32m⢅[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
9 | [0my [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⡏[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⢢[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
15 | [90m │[39m[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[32m⢸[39m[90m│[39m | |
16 | [90m-5[39m[90m │[39m[32m⣀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢼[39m[90m│[39m | |
17 | [90m └────────────────────────────────────────┘[39m | |
18 | [90m -1[39m[90m [39m[90m 3[39m | |
19 | [0m x⏎ |
0 | [1m Scatter[22m | |
1 | [90m ┌────────────────────────────────────────┐[39m | |
2 | [90m2[39m[90m │[39m[32m⠉[39m[32m⠑[39m[32m⠢[39m[32m⠤[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⢺[39m[90m│[39m [32mpoints1[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠒[39m[32m⠤[39m[32m⢄[39m[32m⡀[39m[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⢀[39m[31m⣀[39m[31m⣀[39m[31m⠤[39m[31m⠤[39m[31m⠔[39m[31m⠒[39m[31m⠊[39m[31m⠉[39m[31m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⣀[39m[34m⣀[39m[34m⠤[39m[36m⡤[39m[36m⠔[39m[36m⠓[39m[34m⠊[39m[36m⢹[39m[90m│[39m [34mpoints2[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⢀[39m[31m⣀[39m[33m⡨[39m[33m⡷[39m[33m⠶[39m[33m⠶[39m[33m⣒[39m[31m⠊[39m[31m⠉[39m[31m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⣀[39m[34m⡠[39m[34m⠤[39m[34m⠤[39m[34m⠒[39m[34m⠒[39m[34m⠊[39m[34m⠉[39m[34m⠁[39m[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m [31mpoints3[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠉[39m[31m⠉[39m[31m⠁[39m[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠑[39m[32m⠢[39m[32m⢄[39m[32m⣀[39m[0m⠀[34m⠉[39m[34m⠉[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
6 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⡗[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⠛[39m[32m⢖[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⡲[39m[32m⠖[39m[32m⠓[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⢺[39m[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠛[39m[32m⢅[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
9 | [0my [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⡏[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⢢[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
15 | [90m │[39m[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[32m⢸[39m[90m│[39m | |
16 | [90m-5[39m[90m │[39m[32m⣀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢼[39m[90m│[39m | |
17 | [90m └────────────────────────────────────────┘[39m | |
18 | [90m -1[39m[90m [39m[90m 3[39m | |
19 | [0m x⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m10[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m6[39m[90m │[39m[32m⣀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 1[39m[90m [39m[90m 5[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m10[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⡠[39m[32m⠊[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m6[39m[90m │[39m[32m⣀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 11[39m[90m [39m[90m 15[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m-14.998[39m[90m │[39m[32m⠉[39m[32m⠒[39m[32m⠤[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠊[39m[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠒[39m[32m⠤[39m[32m⡀[39m[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠊[39m[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⡗[39m[32m⠢[39m[32m⢄[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[32m⠈[39m[32m⠑[39m[32m⠢[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠤[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⢆[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠱[39m[32m⡀[39m[32m⢀[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠜[39m[32m⢇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠒[39m[32m⠁[39m[0m⠀[0m⠀[32m⠱[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⢆[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[32m⡠[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠱[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[32m⡠[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⢆[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⡏[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠱[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⢆[39m[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠱[39m[32m⡀[39m[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m-15.005[39m[90m │[39m[32m⣀[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⢆[39m[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m -1000[39m[90m [39m[90m 4000[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2000[39m[90m │[39m[32m⠉[39m[32m⠑[39m[32m⠒[39m[32m⠤[39m[32m⣀[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠤[39m[32m⢺[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠉[39m[32m⠒[39m[32m⠤[39m[32m⢄[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⣀[39m[32m⠤[39m[32m⠊[39m[32m⠁[39m[0m⠀[32m⢸[39m[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠒[39m[32m⠢[39m[32m⠤[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⣀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
4 | [90m │[39m[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[32m⣉[39m[32m⣑[39m[32m⣒[39m[32m⣤[39m[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[32m⣀[39m[32m⣔[39m[32m⣊[39m[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[32m⣸[39m[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[32m⣀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⣈[39m[32m⠶[39m[32m⡊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⣀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⣀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠔[39m[32m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⠤[39m[32m⡀[39m[0m⠀[32m⢸[39m[90m│[39m | |
13 | [90m │[39m[32m⢀[39m[32m⡠[39m[32m⠒[39m[32m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⠢[39m[32m⣸[39m[90m│[39m | |
14 | [90m │[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[90m│[39m | |
15 | [90m-6000[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 14.999[39m[90m [39m[90m 15.003[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m4000000[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠊[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⣀[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⣀[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⣀[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⣀[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[32m⡠[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[32m⢀[39m[32m⠔[39m[32m⠊[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m0[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⣇[39m[32m⠔[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m -100000[39m[90m [39m[90m 700000[39m⏎ |
0 | [90m ┌─────┐[39m | |
1 | [90m4000000[39m[90m │[39m[0m⢸[0m⠀[0m⠀[0m⠀[32m⡜[39m[90m│[39m | |
2 | [90m │[39m[0m⢸[0m⠀[0m⠀[32m⡜[39m[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⢸[0m⠀[32m⡰[39m[32m⠁[39m[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⢸[32m⢰[39m[32m⠁[39m[0m⠀[0m⠀[90m│[39m | |
5 | [90m0[39m[90m │[39m[32m⢸[39m[32m⠃[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m └─────┘[39m | |
7 | [90m -100000[39m[90m700000[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2[39m[90m │[39m[32m⠉[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢰[39m[32m⢇[39m[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⣀[39m[34m⠤[39m[34m⠒[39m[34m⠉[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[32m⠈[39m[32m⠒[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠇[39m[32m⠘[39m[36m⣄[39m[34m⠤[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[36m⡜[39m[34m⠒[39m[34m⠉[39m[32m⢱[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⣀[39m[34m⠤[39m[34m⠒[39m[34m⠉[39m[34m⠁[39m[32m⢰[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[32m⢇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⠚[39m[32m⡖[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[34m⣒[39m[34m⠶[39m[34m⠖[39m[34m⠚[39m[34m⠓[39m[0m⠒[0m⠒[0m⠒[0m⠒[32m⢒[39m[32m⠗[39m[0m⠒[0m⠒[0m⠒[0m⠒[32m⠚[39m[32m⡖[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠘[39m[32m⡄[39m[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠒[39m[34m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡜[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⣀[39m[34m⠤[39m[34m⠒[39m[36m⠙[39m[36m⡅[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢰[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⡆[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[34m⣀[39m[34m⠤[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⠘[39m[32m⡄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠸[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[34m⠔[39m[34m⠒[39m[34m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠱[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡜[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠱[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢰[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⡆[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠱[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠸[39m[32m⡀[39m[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢱[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡜[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[0m⠀[0m⠀[0m⠀[32m⢰[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⡆[39m[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[0m⠀[32m⢀[39m[32m⠇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠸[39m[32m⡀[39m[90m│[39m | |
15 | [90m-5[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[32m⡜[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 1[39m[90m [39m[90m 5[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2[39m[90m │[39m[32m⠉[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢰[39m[32m⢇[39m[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⣀[39m[34m⠤[39m[34m⠒[39m[34m⠉[39m[90m│[39m [36mfoo[39m | |
2 | [90m │[39m[0m⠀[0m⠀[32m⠈[39m[32m⠒[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠇[39m[32m⠘[39m[36m⣄[39m[34m⠤[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⡠[39m[36m⡜[39m[34m⠒[39m[34m⠉[39m[32m⢱[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⣀[39m[34m⠤[39m[34m⠒[39m[34m⠉[39m[34m⠁[39m[32m⢰[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[32m⢇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⠚[39m[32m⡖[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[34m⣒[39m[34m⠶[39m[34m⠖[39m[34m⠚[39m[34m⠓[39m[0m⠒[0m⠒[0m⠒[0m⠒[32m⢒[39m[32m⠗[39m[0m⠒[0m⠒[0m⠒[0m⠒[32m⠚[39m[32m⡖[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠘[39m[32m⡄[39m[34m⢀[39m[34m⡠[39m[34m⠔[39m[34m⠒[39m[34m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡜[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⣀[39m[34m⠤[39m[34m⠒[39m[36m⠙[39m[36m⡅[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢰[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⡆[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[34m⣀[39m[34m⠤[39m[34m⠔[39m[34m⠊[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⠘[39m[32m⡄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠸[39m[36m⣀[39m[36m⣀[39m[36m⣀[39m[36m⠤[39m[36m⠴[39m[90m│[39m | |
9 | [90m │[39m[34m⠔[39m[34m⠒[39m[34m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠱[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡜[39m[0m⠀[36m⣀[39m[36m⣀[39m[36m⡠[39m[36m⠤[39m[36m⠤[39m[36m⠒[39m[36m⠒[39m[36m⠉[39m[36m⠉[39m[36m⢣[39m[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠱[39m[32m⡀[39m[0m⠀[36m⣀[39m[36m⣀[39m[36m⠤[39m[36m⠤[39m[36m⠔[39m[36m⠒[39m[36m⢲[39m[36m⠉[39m[36m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⡆[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[36m⢀[39m[36m⣀[39m[36m⣀[39m[36m⠤[39m[36m⠤[39m[36m⠒[39m[36m⠒[39m[36m⠊[39m[36m⠹[39m[36m⡉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠸[39m[32m⡀[39m[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[36m⡠[39m[36m⠤[39m[36m⠤[39m[36m⠒[39m[36m⠒[39m[36m⠉[39m[36m⠉[39m[36m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢱[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡜[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[0m⠀[0m⠀[0m⠀[32m⢰[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[32m⡆[39m[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[0m⠀[32m⢀[39m[32m⠇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠸[39m[32m⡀[39m[90m│[39m | |
15 | [90m-5[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[32m⡜[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢣[39m[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 1[39m[90m [39m[90m 5[39m⏎ |
0 | [0m Hello[0mhow are[0myou? | |
1 | [90m ┌──────────┐[39m | |
2 | [90m7[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[36m⣼[39m[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[34m⠜[39m[32m⢸[39m[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⡤[39m[32m⠤[39m[36m⢤[39m[36m⠮[39m[32m⢤[39m[32m⢸[39m[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[34m⢠[39m[34m⠊[39m[0m⠀[32m⢸[39m[32m⢸[39m[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[36m⣧[39m[34m⠃[39m[0m⠀[0m⠀[32m⢸[39m[32m⢸[39m[90m│[39m | |
12 | [90m │[39m[0m⠀[32m⡏[39m[32m⠉[39m[36m⡹[39m[36m⠁[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[32m⢸[39m[90m│[39m | |
13 | [90m │[39m[0m⠀[32m⡇[39m[34m⡰[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[32m⢸[39m[90m│[39m | |
14 | [90m │[39m[0m⠀[36m⡟[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠸[39m[32m⠼[39m[90m│[39m | |
15 | [90m │[39m[34m⡜[39m[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m1[39m[90m │[39m[32m⣀[39m[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
17 | [90m └──────────┘[39m | |
18 | [0m Hello[0mhow are[0myou?⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m7000[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
15 | [90m0[39m[90m │[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣸[39m[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 1[39m[90m [39m[90m 8[39m⏎ |
0 | [1m Foo[22m | |
1 | [90m ┌────────────────────────────────────────┐[39m | |
2 | [90m7[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m [31m1[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m [32m2[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⢀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢰[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠚[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⡤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[33m⡧[39m[31m⡄[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⣇[39m[33m⣇[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣸[39m[31m⢸[39m[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⢸[39m[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⢸[39m[90m│[39m | |
13 | [90m │[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠚[39m[31m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⢸[39m[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠧[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠼[39m[90m│[39m | |
15 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m1[39m[90m │[39m[31m⣀[39m[31m⣀[39m[31m⣀[39m[31m⣀[39m[31m⣀[39m[31m⣸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
17 | [90m └────────────────────────────────────────┘[39m | |
18 | [90m 1[39m[90m [39m[90m 8[39m | |
19 | [0m x⏎ |
0 | [1m Foo[22m | |
1 | [90m ┌────────────────────────────────────────┐[39m | |
2 | [90m7[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⡏[39m[34m⠉[39m[34m⠉[39m[34m⠉[39m[36m⢹[39m[35m⢹[39m[90m│[39m [31m1[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⡇[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m [32m2[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⡇[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m [34m3[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⢀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⡀[39m[34m⡇[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[34m⡇[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[34m⡇[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢰[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠚[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[34m⡇[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[34m⢠[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[35m⡤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[33m⡧[39m[35m⡇[39m[0m⠀[0m⠀[0m⠀[32m⢸[39m[31m⢸[39m[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[34m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[35m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⣇[39m[37m⣇[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣸[39m[31m⢸[39m[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[34m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[35m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[35m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⢸[39m[90m│[39m | |
12 | [90m │[39m[34m⡏[39m[34m⠉[39m[34m⠉[39m[34m⠉[39m[36m⢹[39m[35m⢹[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[31m⠉[39m[35m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[35m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⢸[39m[90m│[39m | |
13 | [90m │[39m[36m⡗[39m[32m⠒[39m[32m⠒[39m[32m⠒[39m[32m⠚[39m[31m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[35m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⢸[39m[90m│[39m | |
14 | [90m │[39m[34m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠧[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[34m⠤[39m[35m⠧[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠤[39m[31m⠼[39m[90m│[39m | |
15 | [90m │[39m[34m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[31m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m1[39m[90m │[39m[35m⣇[39m[31m⣀[39m[31m⣀[39m[31m⣀[39m[31m⣀[39m[31m⣸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
17 | [90m └────────────────────────────────────────┘[39m | |
18 | [90m 1[39m[90m [39m[90m 8[39m | |
19 | [0m x⏎ |
0 | Foo | |
1 | ┌────────────────────────────────────────┐ | |
2 | 7 │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡏⠉⠉⠉⢹⢹│ 1 | |
3 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⢸⢸│ 2 | |
4 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⢸⢸│ 3 | |
5 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢀⢀⣀⣀⣀⣀⣀⣀⣀⣀⣀⣀⣀⣀⣀⣀⣀⣀⡀⡇⠀⠀⠀⢸⢸│ | |
6 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⡇⠀⠀⠀⢸⢸│ | |
7 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢸⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⡇⠀⠀⠀⢸⢸│ | |
8 | │⠀⠀⠀⠀⢰⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠚⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⡇⠀⠀⠀⢸⢸│ | |
9 | │⠀⠀⠀⠀⢸⢠⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⡤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⡧⡇⠀⠀⠀⢸⢸│ | |
10 | │⠀⠀⠀⠀⢸⢸⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⣇⣇⣀⣀⣀⣸⢸│ | |
11 | │⠀⠀⠀⠀⢸⢸⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⢸│ | |
12 | │⡏⠉⠉⠉⢹⢹⠉⠉⠉⠉⠉⠉⠉⠉⠉⠉⠉⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⢸│ | |
13 | │⡗⠒⠒⠒⠚⢸⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⢸│ | |
14 | │⡇⠀⠀⠀⠀⢸⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠧⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠤⠧⠤⠤⠤⠤⠼│ | |
15 | │⡇⠀⠀⠀⠀⢸⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
16 | 1 │⣇⣀⣀⣀⣀⣸⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
17 | └────────────────────────────────────────┘ | |
18 | 1 8 | |
19 | x⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m7[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⡄[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠧[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠼[39m[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m1[39m[90m │[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣀[39m[32m⣸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 1[39m[90m [39m[90m 8[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m7[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡏[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢠[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⡄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢸[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[32m⡏[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[32m⠉[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠧[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠤[39m[32m⠇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m1[39m[90m │[39m[32m⡇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 1[39m[90m [39m[90m 8[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2[39m[90m │[39m[32m⠉[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢰[39m[32m⢇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[32m⠈[39m[32m⠒[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[32m⠇[39m[32m⠘[39m[32m⡄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠑[39m[32m⢄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡜[39m[0m⠀[0m⠀[32m⢱[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠉[39m[32m⠢[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢰[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[32m⢇[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⠚[39m[32m⡖[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⢒[39m[32m⠗[39m[0m⠒[0m⠒[0m⠒[0m⠒[32m⠚[39m[32m⡖[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[90m│[39m | |
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16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 1[39m[90m [39m[90m 5[39m⏎ |
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2019 | -1.186215701077429 | |
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2021 | 1.3579103141258224 | |
2022 | -0.4037728848256515 | |
2023 | -0.9974471755477066 | |
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1841 | 0.187188671094152 | |
1842 | -0.783302809112706 | |
1843 | -0.4661890324001029 | |
1844 | -0.8537071790266229 | |
1845 | 1.0849821950871157 | |
1846 | -0.06167898938588772 | |
1847 | 2.0797366237959305 | |
1848 | -0.14710286243167367 | |
1849 | -0.8373648883564451 | |
1850 | 0.9399492507729278 | |
1851 | -0.8062496939347557 | |
1852 | -0.680252255192928 | |
1853 | -0.2143000631174463 | |
1854 | 1.5459615647192946 | |
1855 | -0.021890657441965018 | |
1856 | -1.8145109586748702 | |
1857 | -1.6271181546529583 | |
1858 | -0.9382704529475581 | |
1859 | -0.7174785851399963 | |
1860 | 0.27002792114838997 | |
1861 | -0.9016340961393927 | |
1862 | -1.4011334138060634 | |
1863 | 1.6340425285784315 | |
1864 | 0.9611509058915783 | |
1865 | -0.30849632703477536 | |
1866 | 0.4063878946849955 | |
1867 | -0.47332495299780547 | |
1868 | 1.3496147304221118 | |
1869 | 0.8012551617498438 | |
1870 | 0.4104806317558418 | |
1871 | 0.6736945223174385 | |
1872 | -1.95774433972608 | |
1873 | 0.8712235313372828 | |
1874 | -0.16665038755318864 | |
1875 | 0.2988102999322509 | |
1876 | -0.143669354103864 | |
1877 | 0.17998809120526085 | |
1878 | -1.0132028958210304 | |
1879 | -0.21739333566757923 | |
1880 | -1.0861828592504825 | |
1881 | -0.12395583693081977 | |
1882 | -0.7594253867309773 | |
1883 | 1.302091361959856 | |
1884 | 1.1677793556577858 | |
1885 | -0.4857630679438397 | |
1886 | 0.17809168027727745 | |
1887 | 0.3159108160601348 | |
1888 | 0.47370849698772666 | |
1889 | -0.9828199690188345 | |
1890 | -0.5437051571311052 | |
1891 | 0.7318298416704875 | |
1892 | 0.14123172557134633 | |
1893 | -0.8040826400437749 | |
1894 | 0.5623726412653514 | |
1895 | -1.075157477359375 | |
1896 | -0.6311697902527733 | |
1897 | -0.03099672839678242 | |
1898 | -0.07133961054843711 | |
1899 | -0.8675370075282236 | |
1900 | 2.018199378677072 | |
1901 | 1.1692943186450093 | |
1902 | 0.9255723785797586 | |
1903 | -0.8592445209506233 | |
1904 | -0.046578099379909525 | |
1905 | 0.20592173109257564 | |
1906 | 0.9353416063037802 | |
1907 | -0.41124284875700823 | |
1908 | 0.6322249870367094 | |
1909 | -0.16163065988679484 | |
1910 | -0.239831394660254 | |
1911 | 0.023527996925009766 | |
1912 | 1.6578987898651298 | |
1913 | 0.5116280937978281 | |
1914 | -0.37389725022128784 | |
1915 | 0.9407911301618803 | |
1916 | 1.356574663979588 | |
1917 | -0.3122776326956178 | |
1918 | -0.49896570693254205 | |
1919 | 0.1731715994054969 | |
1920 | -0.014506170093003975 | |
1921 | 0.2465138291235658 | |
1922 | 0.001203613167539743 | |
1923 | -0.3239826092848641 | |
1924 | -0.2242814586532949 | |
1925 | -0.04567747761065665 | |
1926 | -1.3297122139883415 | |
1927 | 0.03914657105890537 | |
1928 | 0.5120826293701929 | |
1929 | 0.264708571231234 | |
1930 | -0.7089339694758252 | |
1931 | -1.006696900728785 | |
1932 | 0.7591135220448139 | |
1933 | 0.593003000955443 | |
1934 | -0.3005246696721331 | |
1935 | 0.16449172623218777 | |
1936 | 1.3283460176606778 | |
1937 | 1.5607430817774552 | |
1938 | -0.4534322777845912 | |
1939 | 0.7594481458881015 | |
1940 | 0.6610397553088062 | |
1941 | 0.5500328636019487 | |
1942 | -0.38540943675174033 | |
1943 | -0.7035254106276332 | |
1944 | -2.1495837257312473 | |
1945 | 0.7221328375359383 | |
1946 | 0.6026172528304454 | |
1947 | -1.5811790590748052 | |
1948 | 0.3062239938678365 | |
1949 | 0.06220550839593449 | |
1950 | 1.9758363197091495 | |
1951 | 0.4399095241697214 | |
1952 | -0.29057507857015574 | |
1953 | -1.1496175260989978 | |
1954 | 1.1445544133238337 | |
1955 | 1.0460581211843463 | |
1956 | 0.9779001114573403 | |
1957 | -0.25348482288414337 | |
1958 | 1.347600244432023 | |
1959 | 0.056602594822393215 | |
1960 | 0.3827522104569827 | |
1961 | 0.9381546652662179 | |
1962 | 0.717046210895257 | |
1963 | -0.20258453766046394 | |
1964 | 1.6512089114860522 | |
1965 | -0.753012852887744 | |
1966 | -1.0140776494129853 | |
1967 | 1.1626295452606243 | |
1968 | -1.175621082994374 | |
1969 | 0.046243346191019705 | |
1970 | -0.023219401793611087 | |
1971 | 1.9256284644581418 | |
1972 | 1.1328065131940102 | |
1973 | -0.08158546793787783 | |
1974 | -0.20702307187472552 | |
1975 | -0.2176319158741729 | |
1976 | 0.2922601745961531 | |
1977 | -0.8894882445454682 | |
1978 | 1.5888142286627096 | |
1979 | -1.0193056247066854 | |
1980 | 1.0069441299018116 | |
1981 | -1.6148791713108825 | |
1982 | 0.755009747956202 | |
1983 | -1.7069934962704503 | |
1984 | -1.6233523852305833 | |
1985 | 0.034869320245691 | |
1986 | 0.11147808595265644 | |
1987 | -0.5621907014920716 | |
1988 | 0.8240521582494308 | |
1989 | -0.7377362720381306 | |
1990 | -0.44059962816849196 | |
1991 | -0.04922160420736285 | |
1992 | 0.29647494453246376 | |
1993 | 0.707815333910802 | |
1994 | 1.0283102358458458 | |
1995 | -0.2963704067204993 | |
1996 | -1.0967744417591856 | |
1997 | 0.2748802578067312 | |
1998 | 1.7293681028891177 | |
1999 | -0.9371537458291129 |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2[39m[90m │[39m[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠈[39m[90m│[39m [34mpoints1[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⡗[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[34m⠒[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m-5[39m[90m │[39m[34m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⢀[39m[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m -1[39m[90m [39m[90m 3[39m⏎ |
0 | [1m Scatter[22m | |
1 | [90m ┌──────────┐[39m | |
2 | [90m2[39m[90m │[39m[32m'[39m[0m [0m:[0m [0m [0m [0m [0m [0m [32m'[39m[90m│[39m | |
3 | [90m │[39m[0m'[0m'[0m:[0m'[0m'[32m'[39m[0m'[0m'[0m'[0m'[90m│[39m | |
4 | [90m │[39m[0m [0m [0m:[0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
5 | [90m │[39m[0m [0m [0m:[0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
6 | [90m-5[39m[90m │[39m[32m.[39m[0m [0m:[0m [0m [0m [0m [0m [0m [32m.[39m[90m│[39m | |
7 | [90m └──────────┘[39m | |
8 | [90m -1[39m[90m [39m[90m 3[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2[39m[90m │[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⡗[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⠒[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m-5[39m[90m │[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m -1[39m[90m [39m[90m 3[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m5[39m[90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [34m [39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [34m [39m[0m [0m [0m [0m [34m [39m[0m [0m [0m [34m [39m[0m [0m [0m [0m [0m [90m│[39m | |
2 | [90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [34m [39m[34m [39m[34m [39m[32m [39m[0m [0m [34m [39m[34m [39m[34m [39m[34m░[39m[34m░[39m[34m [39m[34m [39m[34m [39m[34m [39m[34m [39m[0m [0m [34m [39m[0m [90m│[39m | |
3 | [90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [34m [39m[34m [39m[34m [39m[34m [39m[34m [39m[0m [34m░[39m[34m░[39m[34m░[39m[34m [39m[34m░[39m[34m [39m[34m░[39m[34m░[39m[34m [39m[34m [39m[34m░[39m[34m░[39m[34m [39m[0m [34m [39m[0m [90m│[39m | |
4 | [90m │[39m[0m [0m [0m [32m [39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [34m [39m[0m [34m [39m[0m [36m [39m[34m░[39m[34m [39m[34m░[39m[34m░[39m[36m░[39m[34m░[39m[34m░[39m[34m░[39m[34m░[39m[34m▒[39m[34m▒[39m[34m░[39m[34m▒[39m[34m░[39m[34m░[39m[34m░[39m[34m▒[39m[34m [39m[34m [39m[34m [39m[34m [39m[90m│[39m | |
5 | [90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m [39m[0m [34m [39m[0m [36m [39m[0m [34m [39m[32m [39m[36m░[39m[34m░[39m[34m░[39m[34m▒[39m[34m▒[39m[34m░[39m[34m▒[39m[34m▓[39m[34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[34m▒[39m[34m░[39m[34m░[39m[34m▓[39m[34m░[39m[34m░[39m[34m░[39m[34m [39m[34m░[39m[34m [39m[90m│[39m | |
6 | [90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [32m [39m[0m [36m░[39m[34m [39m[34m [39m[36m [39m[32m░[39m[32m░[39m[36m░[39m[36m░[39m[36m▒[39m[36m░[39m[36m▒[39m[34m░[39m[36m▒[39m[36m▒[39m[34m▒[39m[36m▒[39m[34m▓[39m[34m▒[39m[34m▓[39m[34m▓[39m[34m▓[39m[34m▒[39m[34m▓[39m[34m▒[39m[34m░[39m[34m░[39m[34m░[39m[34m░[39m[34m░[39m[90m│[39m | |
7 | [90m │[39m[0m [0m [0m [0m [0m [0m [0m [32m [39m[32m [39m[32m░[39m[32m [39m[32m░[39m[32m░[39m[36m░[39m[36m░[39m[36m░[39m[36m░[39m[36m░[39m[36m░[39m[36m▒[39m[36m▒[39m[36m░[39m[36m▒[39m[36m▒[39m[36m▓[39m[34m▓[39m[34m▒[39m[36m▒[39m[36m▓[39m[36m▓[39m[34m▓[39m[34m▓[39m[34m▒[39m[34m▓[39m[34m░[39m[34m░[39m[34m░[39m[34m░[39m[34m░[39m[34m [39m[90m│[39m | |
8 | [90m │[39m[0m [0m [0m [32m [39m[32m [39m[32m [39m[32m [39m[32m [39m[32m [39m[32m░[39m[32m░[39m[32m░[39m[32m░[39m[32m░[39m[36m▒[39m[36m░[39m[32m░[39m[36m▒[39m[36m░[39m[36m▓[39m[36m▒[39m[32m░[39m[36m▒[39m[36m▒[39m[36m▒[39m[36m▓[39m[36m░[39m[36m▒[39m[36m▒[39m[34m▒[39m[36m▓[39m[34m▒[39m[34m░[39m[34m▒[39m[34m▒[39m[0m [34m▒[39m[34m [39m[0m [34m [39m[90m│[39m | |
9 | [90m │[39m[32m [39m[32m [39m[0m [32m [39m[0m [32m [39m[32m [39m[0m [32m░[39m[32m░[39m[32m▒[39m[32m▒[39m[32m░[39m[32m▒[39m[36m▒[39m[32m█[39m[36m▓[39m[36m▓[39m[32m▒[39m[32m▒[39m[36m▒[39m[36m░[39m[36m▓[39m[36m▒[39m[36m░[39m[36m▒[39m[36m▒[39m[36m▒[39m[36m▒[39m[34m [39m[36m░[39m[36m░[39m[34m░[39m[36m░[39m[34m [39m[34m░[39m[34m [39m[34m [39m[34m [39m[0m [90m│[39m | |
10 | [90m │[39m[32m [39m[32m [39m[32m [39m[32m [39m[32m [39m[0m [0m [32m░[39m[32m░[39m[32m░[39m[32m░[39m[32m░[39m[32m▒[39m[32m▒[39m[32m▓[39m[32m▓[39m[36m▒[39m[32m▒[39m[32m▓[39m[36m█[39m[36m▓[39m[36m▓[39m[36m█[39m[32m▒[39m[36m░[39m[36m▒[39m[32m▒[39m[36m░[39m[36m [39m[36m░[39m[36m░[39m[34m [39m[0m [34m [39m[36m░[39m[0m [34m [39m[34m [39m[0m [0m [90m│[39m | |
11 | [90m │[39m[0m [32m [39m[32m [39m[32m [39m[32m [39m[0m [32m [39m[32m░[39m[32m░[39m[32m░[39m[32m░[39m[32m▒[39m[32m▒[39m[32m▒[39m[32m▒[39m[32m▒[39m[32m▒[39m[32m▒[39m[32m▓[39m[32m▒[39m[36m▒[39m[32m▒[39m[32m▒[39m[32m░[39m[32m░[39m[32m░[39m[36m░[39m[32m░[39m[0m [36m [39m[32m [39m[0m [32m [39m[0m [34m [39m[0m [0m [0m [0m [0m [90m│[39m | |
12 | [90m │[39m[0m [0m [32m [39m[0m [32m [39m[32m [39m[32m [39m[32m [39m[32m░[39m[32m [39m[0m [32m░[39m[32m░[39m[32m▒[39m[32m░[39m[32m▒[39m[32m░[39m[32m▒[39m[32m▒[39m[32m▒[39m[32m░[39m[32m▒[39m[32m▒[39m[32m░[39m[32m░[39m[32m [39m[32m [39m[32m [39m[32m [39m[0m [34m [39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
13 | [90m │[39m[0m [0m [0m [0m [0m [32m [39m[0m [32m [39m[32m [39m[32m░[39m[0m [32m░[39m[32m░[39m[32m░[39m[32m░[39m[32m░[39m[32m░[39m[32m [39m[32m░[39m[32m░[39m[32m [39m[32m [39m[32m░[39m[32m [39m[0m [32m [39m[32m [39m[0m [0m [32m [39m[32m [39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
14 | [90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [32m [39m[32m [39m[32m [39m[0m [0m [32m [39m[0m [0m [0m [32m [39m[32m [39m[32m [39m[0m [0m [0m [32m [39m[0m [0m [32m [39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
15 | [90m-3[39m[90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m [39m[0m [32m [39m[0m [32m [39m[0m [0m [0m [32m [39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m -3[39m[90m [39m[90m 4[39m⏎ |
0 | [1m Title[22m | |
1 | [90m ┌────────────────────────────────────────┐[39m | |
2 | [90m5[39m[90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m [39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [32m [39m[0m [0m [0m [0m [32m [39m[0m [0m [0m [32m [39m[0m [0m [0m [0m [0m [90m│[39m [31mfoo[39m | |
3 | [90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m [39m[32m [39m[32m [39m[31m [39m[0m [0m [32m [39m[32m [39m[32m [39m[32m░[39m[32m░[39m[32m [39m[32m [39m[32m [39m[32m [39m[32m [39m[0m [0m [32m [39m[0m [90m│[39m [32mbar[39m | |
4 | [90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m [39m[32m [39m[32m [39m[32m [39m[32m [39m[0m [32m░[39m[32m░[39m[32m░[39m[32m [39m[32m░[39m[32m [39m[32m░[39m[32m░[39m[32m [39m[32m [39m[32m░[39m[32m░[39m[32m [39m[0m [32m [39m[0m [90m│[39m | |
5 | [90m │[39m[0m [0m [0m [31m [39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [32m [39m[0m [32m [39m[0m [33m [39m[32m░[39m[32m [39m[32m░[39m[32m░[39m[33m░[39m[32m░[39m[32m░[39m[32m░[39m[32m░[39m[32m▒[39m[32m▒[39m[32m░[39m[32m▒[39m[32m░[39m[32m░[39m[32m░[39m[32m▒[39m[32m [39m[32m [39m[32m [39m[32m [39m[90m│[39m | |
6 | [90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [31m [39m[0m [32m [39m[0m [33m [39m[0m [32m [39m[31m [39m[33m░[39m[32m░[39m[32m░[39m[32m▒[39m[32m▒[39m[32m░[39m[32m▒[39m[32m▓[39m[32m▒[39m[32m▒[39m[32m▒[39m[32m▒[39m[32m▒[39m[32m░[39m[32m░[39m[32m▓[39m[32m░[39m[32m░[39m[32m░[39m[32m [39m[32m░[39m[32m [39m[90m│[39m | |
7 | [90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [31m [39m[0m [33m░[39m[32m [39m[32m [39m[33m [39m[31m░[39m[31m░[39m[33m░[39m[33m░[39m[33m▒[39m[33m░[39m[33m▒[39m[32m░[39m[33m▒[39m[33m▒[39m[32m▒[39m[33m▒[39m[32m▓[39m[32m▒[39m[32m▓[39m[32m▓[39m[32m▓[39m[32m▒[39m[32m▓[39m[32m▒[39m[32m░[39m[32m░[39m[32m░[39m[32m░[39m[32m░[39m[90m│[39m | |
8 | [90m │[39m[0m [0m [0m [0m [0m [0m [0m [31m [39m[31m [39m[31m░[39m[31m [39m[31m░[39m[31m░[39m[33m░[39m[33m░[39m[33m░[39m[33m░[39m[33m░[39m[33m░[39m[33m▒[39m[33m▒[39m[33m░[39m[33m▒[39m[33m▒[39m[33m▓[39m[32m▓[39m[32m▒[39m[33m▒[39m[33m▓[39m[33m▓[39m[32m▓[39m[32m▓[39m[32m▒[39m[32m▓[39m[32m░[39m[32m░[39m[32m░[39m[32m░[39m[32m░[39m[32m [39m[90m│[39m | |
9 | [90m │[39m[0m [0m [0m [31m [39m[31m [39m[31m [39m[31m [39m[31m [39m[31m [39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[33m▒[39m[33m░[39m[31m░[39m[33m▒[39m[33m░[39m[33m▓[39m[33m▒[39m[31m░[39m[33m▒[39m[33m▒[39m[33m▒[39m[33m▓[39m[33m░[39m[33m▒[39m[33m▒[39m[32m▒[39m[33m▓[39m[32m▒[39m[32m░[39m[32m▒[39m[32m▒[39m[0m [32m▒[39m[32m [39m[0m [32m [39m[90m│[39m | |
10 | [90m │[39m[31m [39m[31m [39m[0m [31m [39m[0m [31m [39m[31m [39m[0m [31m░[39m[31m░[39m[31m▒[39m[31m▒[39m[31m░[39m[31m▒[39m[33m▒[39m[31m█[39m[33m▓[39m[33m▓[39m[31m▒[39m[31m▒[39m[33m▒[39m[33m░[39m[33m▓[39m[33m▒[39m[33m░[39m[33m▒[39m[33m▒[39m[33m▒[39m[33m▒[39m[32m [39m[33m░[39m[33m░[39m[32m░[39m[33m░[39m[32m [39m[32m░[39m[32m [39m[32m [39m[32m [39m[0m [90m│[39m | |
11 | [90m │[39m[31m [39m[31m [39m[31m [39m[31m [39m[31m [39m[0m [0m [31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m▒[39m[31m▒[39m[31m▓[39m[31m▓[39m[33m▒[39m[31m▒[39m[31m▓[39m[33m█[39m[33m▓[39m[33m▓[39m[33m█[39m[31m▒[39m[33m░[39m[33m▒[39m[31m▒[39m[33m░[39m[33m [39m[33m░[39m[33m░[39m[32m [39m[0m [32m [39m[33m░[39m[0m [32m [39m[32m [39m[0m [0m [90m│[39m | |
12 | [90m │[39m[0m [31m [39m[31m [39m[31m [39m[31m [39m[0m [31m [39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m▒[39m[31m▒[39m[31m▒[39m[31m▒[39m[31m▒[39m[31m▒[39m[31m▒[39m[31m▓[39m[31m▒[39m[33m▒[39m[31m▒[39m[31m▒[39m[31m░[39m[31m░[39m[31m░[39m[33m░[39m[31m░[39m[0m [33m [39m[31m [39m[0m [31m [39m[0m [32m [39m[0m [0m [0m [0m [0m [90m│[39m | |
13 | [90m │[39m[0m [0m [31m [39m[0m [31m [39m[31m [39m[31m [39m[31m [39m[31m░[39m[31m [39m[0m [31m░[39m[31m░[39m[31m▒[39m[31m░[39m[31m▒[39m[31m░[39m[31m▒[39m[31m▒[39m[31m▒[39m[31m░[39m[31m▒[39m[31m▒[39m[31m░[39m[31m░[39m[31m [39m[31m [39m[31m [39m[31m [39m[0m [32m [39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
14 | [90m │[39m[0m [0m [0m [0m [0m [31m [39m[0m [31m [39m[31m [39m[31m░[39m[0m [31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m░[39m[31m [39m[31m░[39m[31m░[39m[31m [39m[31m [39m[31m░[39m[31m [39m[0m [31m [39m[31m [39m[0m [0m [31m [39m[31m [39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
15 | [90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [31m [39m[31m [39m[31m [39m[0m [0m [31m [39m[0m [0m [0m [31m [39m[31m [39m[31m [39m[0m [0m [0m [31m [39m[0m [0m [31m [39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
16 | [90m-3[39m[90m │[39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [31m [39m[0m [31m [39m[0m [31m [39m[0m [0m [0m [31m [39m[0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [0m [90m│[39m | |
17 | [90m └────────────────────────────────────────┘[39m | |
18 | [90m -3[39m[90m [39m[90m 4[39m | |
19 | [0m x⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2.5[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡀[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⡧[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[32m⠤[39m[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m-5.5[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠁[39m[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m -1.5[39m[90m [39m[90m 3.5[39m⏎ |
0 | Scatter | |
1 | ┌────────────────────────────────────────┐ | |
2 | 2 │⠁⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠈│ points1 | |
3 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠁⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠈│ points2 | |
4 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠁⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠁⠀⠀⠀⠀⠀⠀⠀⠀⠀│ points3 | |
5 | │⠀⠀⠀⠀⠀⠁⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠁⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
6 | │⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⡗⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒⠒│ | |
7 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
8 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
9 | y │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
10 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
11 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
12 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
13 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
14 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
15 | │⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀│ | |
16 | -5 │⡀⠀⠀⠀⠀⠀⠀⠀⠀⠀⡇⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⠀⢀│ | |
17 | └────────────────────────────────────────┘ | |
18 | -1 3 | |
19 | x⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2[39m[90m │[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠂[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m-5[39m[90m │[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m -1[39m[90m [39m[90m 3[39m⏎ |
0 | [1m Scatter[22m | |
1 | [90m ┌────────────────────────────────────────┐[39m | |
2 | [90m2[39m[90m │[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[90m│[39m [32mpoints1[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⡗[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⠒[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [0my [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m-5[39m[90m │[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[90m│[39m | |
17 | [90m └────────────────────────────────────────┘[39m | |
18 | [90m -1[39m[90m [39m[90m 3[39m | |
19 | [0m x⏎ |
0 | [1m Scatter[22m | |
1 | [90m ┌────────────────────────────────────────┐[39m | |
2 | [90m2[39m[90m │[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[90m│[39m [32mpoints1[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠈[39m[90m│[39m [34mpoints2[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⡗[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⠒[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [0my [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m-5[39m[90m │[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[90m│[39m | |
17 | [90m └────────────────────────────────────────┘[39m | |
18 | [90m -1[39m[90m [39m[90m 3[39m | |
19 | [0m x⏎ |
0 | [1m Scatter[22m | |
1 | [90m ┌────────────────────────────────────────┐[39m | |
2 | [90m2[39m[90m │[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[90m│[39m [32mpoints1[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠈[39m[90m│[39m [34mpoints2[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[31m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m [31mpoints3[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[31m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[34m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⡗[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⠒[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [0my [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m-5[39m[90m │[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[90m│[39m | |
17 | [90m └────────────────────────────────────────┘[39m | |
18 | [90m -1[39m[90m [39m[90m 3[39m | |
19 | [0m x⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m10[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠂[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m6[39m[90m │[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 1[39m[90m [39m[90m 5[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m10[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠄[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠂[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m6[39m[90m │[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 11[39m[90m [39m[90m 15[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m-14.998[39m[90m │[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠂[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m-15.005[39m[90m │[39m[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⡇[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m -1000[39m[90m [39m[90m 4000[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2000[39m[90m │[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[32m⣀[39m[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[0m⣀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠈[39m[90m│[39m | |
15 | [90m-6000[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 14.999[39m[90m [39m[90m 15.003[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m1.2796649117521434e+218[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[0m⠤[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m-1.2796649117521434e+218[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 0[39m[90m [39m[90m 2[39m⏎ |
0 | [90m ┌────────────────────────────────────────┐[39m | |
1 | [90m2[39m[90m │[39m[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⠁[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
2 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
3 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
4 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
5 | [90m │[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[32m⠒[39m[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[0m⠒[90m│[39m | |
6 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
7 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
8 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
9 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
10 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
11 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
12 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
13 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
14 | [90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[90m│[39m | |
15 | [90m-5[39m[90m │[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⡀[39m[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[0m⠀[32m⢀[39m[90m│[39m | |
16 | [90m └────────────────────────────────────────┘[39m | |
17 | [90m 1[39m[90m [39m[90m 5[39m⏎ |
0 | 98652211 | 0 | 145589 | |
1 | 95543000 | 1 | 11344889 | |
2 | 4410 | 2 | 23344666788 | |
3 | 9743221100 | 3 | 3358888 | |
4 | 98866432211110 | 4 | 11189 | |
5 | 5310 | 5 | 0133377778 | |
6 | 8764331 | 6 | 012356789 | |
7 | 8553210 | 7 | 025569 | |
8 | 944400 | 8 | 1558999 | |
9 | 98755442210 | 9 | 0123466899 | |
10 | 0 | 10 | 0 | |
11 | Key: 1|0 = 10 | |
12 | The decimal is 1 digit(s) to the right of | |
0 | png_ | a | p | |
1 | eaa | b | | |
2 | | c | aah | |
3 | o | d | | |
4 | g | e | l | |
5 | | f | lr | |
6 | | g | n | |
7 | | h | | |
8 | | i | | |
9 | u | j | u |
0 | -1 | 0077 | |
1 | -0 | 0000234556677788999 | |
2 | 0 | 01222356788899999 | |
3 | 1 | 034889 | |
4 | 2 | 127 | |
5 | 3 | 1 | |
6 | Key: 1|0 = 10 | |
7 | The decimal is 1 digit(s) to the right of | |
0 | -4 | 0 | |
1 | -3 | 05 | |
2 | -2 | 05 | |
3 | -1 | 05 | |
4 | -0 | 5 | |
5 | 0 | 05 | |
6 | 1 | 05 | |
7 | 2 | 05 | |
8 | 3 | 05 | |
9 | 4 | 0 | |
10 | Key: 1|0 = 1 | |
11 | The decimal is 0 digit(s) to the right of | |
0 | 0 😄 11225689 | |
1 | 1 😄 00034559 | |
2 | 2 😄 0144 | |
3 | 3 😄 0011223479 | |
4 | 4 😄 01111223466889 | |
5 | 5 😄 0135 | |
6 | 6 😄 1334678 | |
7 | 7 😄 0123558 | |
8 | 8 😄 004449 | |
9 | 9 😄 01224455789 | |
10 | 10 😄 0 | |
11 | Key: 1😄0 = 10 | |
12 | The decimal is 1 digit(s) to the right of 😄 |
0 | 0 | 11225689 | |
1 | 1 | 00034559 | |
2 | 2 | 0144 | |
3 | 3 | 0011223479 | |
4 | 4 | 01111223466889 | |
5 | 5 | 0135 | |
6 | 6 | 1334678 | |
7 | 7 | 0123558 | |
8 | 8 | 004449 | |
9 | 9 | 01224455789 | |
10 | 10 | 0 | |
11 | Key: 1|0 = 10 | |
12 | The decimal is 1 digit(s) to the right of | |
0 | -10 | 0 | |
1 | -9 | 0011222444456789999 | |
2 | -8 | 11233455789 | |
3 | -7 | 0001112334556678999 | |
4 | -6 | 1344556666789 | |
5 | -5 | 1223334455666779 | |
6 | -4 | 012334566667778889 | |
7 | -3 | 0001244556777788 | |
8 | -2 | 0111233445556666778889999 | |
9 | -1 | 23345566677899 | |
10 | -0 | 123333345566677888999 | |
11 | 0 | 001135677888999 | |
12 | 1 | 0333446678999 | |
13 | 2 | 0022334567779 | |
14 | 3 | 0123457889 | |
15 | 4 | 44799 | |
16 | 5 | 01334455666999 | |
17 | 6 | 22245677889 | |
18 | 7 | 011233556777899 | |
19 | 8 | 012344444555666777999 | |
20 | 9 | 113345689 | |
21 | 10 | 0 | |
22 | Key: 1|0 = 10 | |
23 | The decimal is 1 digit(s) to the right of | |
0 | -10 | 0 | |
1 | -9 | 0123456789 | |
2 | -8 | 0123456789 | |
3 | -7 | 0123456789 | |
4 | -6 | 0123456789 | |
5 | -5 | 0123456789 | |
6 | -4 | 0123456789 | |
7 | -3 | 0123456789 | |
8 | -2 | 0123456789 | |
9 | -1 | 0123456789 | |
10 | -0 | 123456789 | |
11 | 0 | 0123456789 | |
12 | 1 | 0123456789 | |
13 | 2 | 0123456789 | |
14 | 3 | 0123456789 | |
15 | 4 | 0123456789 | |
16 | 5 | 0123456789 | |
17 | 6 | 0123456789 | |
18 | 7 | 0123456789 | |
19 | 8 | 0123456789 | |
20 | 9 | 0123456789 | |
21 | 10 | 0 | |
22 | Key: 1|0 = 10 | |
23 | The decimal is 1 digit(s) to the right of | |
1 | 1 | |
2 | 2 | module Helper |
3 | 3 | module WithTerm |
4 | def with_term(tty=true) | |
4 | def with_sio(tty: true) | |
5 | 5 | sio = StringIO.new |
6 | 6 | def sio.tty?; true; end if tty |
7 | 7 | |
8 | orig_stdout, $stdout = $stdout, sio | |
9 | orig_env = ENV.to_h.dup | |
10 | ENV['TERM'] = 'xterm-256color' | |
11 | ||
12 | result = yield | |
8 | result = yield(sio) | |
13 | 9 | sio.close |
14 | 10 | |
15 | 11 | [result, sio.string] |
16 | ensure | |
17 | $stdout.close | |
18 | $stdout = orig_stdout | |
19 | ENV.replace(orig_env) if orig_env | |
12 | end | |
13 | ||
14 | def with_term(tty=true) | |
15 | with_sio(tty: tty) do |sio| | |
16 | begin | |
17 | orig_stdout, $stdout = $stdout, sio | |
18 | orig_env = ENV.to_h.dup | |
19 | ENV['TERM'] = 'xterm-256color' | |
20 | yield | |
21 | ensure | |
22 | $stdout = orig_stdout | |
23 | ENV.replace(orig_env) if orig_env | |
24 | end | |
25 | end | |
20 | 26 | end |
21 | 27 | end |
22 | 28 | end |
8 | 8 | end |
9 | 9 | assert_raise(ArgumentError) do |
10 | 10 | UnicodePlot.barplot([:a, :b], [-1, 2]) |
11 | end | |
12 | end | |
13 | ||
14 | sub_test_case("with invalid arguments") do | |
15 | test("unknown border type") do | |
16 | assert_raise(ArgumentError.new("unknown border type: invalid_border_name")) do | |
17 | UnicodePlot.barplot(data: {bar: 23, foo: 37}, border: :invalid_border_name) | |
18 | end | |
11 | 19 | end |
12 | 20 | end |
13 | 21 |
2 | 2 | include Helper::WithTerm |
3 | 3 | |
4 | 4 | sub_test_case("UnicodePlot.boxplot") do |
5 | sub_test_case("with invalid arguments") do | |
6 | test("unknown border type") do | |
7 | assert_raise(ArgumentError.new("unknown border type: invalid_border_name")) do | |
8 | UnicodePlot.boxplot([1, 2, 3, 4, 5], border: :invalid_border_name) | |
9 | end | |
10 | end | |
11 | end | |
12 | ||
5 | 13 | sub_test_case("print to tty") do |
6 | 14 | test("without name") do |
7 | 15 | plot = UnicodePlot.boxplot([1, 2, 3, 4, 5]) |
5 | 5 | ascii: UnicodePlot::AsciiCanvas, |
6 | 6 | braille: UnicodePlot::BrailleCanvas, |
7 | 7 | density: UnicodePlot::DensityCanvas, |
8 | dot: UnicodePlot::DotCanvas | |
8 | dot: UnicodePlot::DotCanvas, | |
9 | block: UnicodePlot::BlockCanvas | |
9 | 10 | }.freeze |
10 | 11 | |
11 | 12 | def self.included(mod) |
53 | 54 | |
54 | 55 | test("empty") do |
55 | 56 | if self.class::CANVAS_NAME == :braille |
56 | _, output = with_term { @canvas.show($stdout) } | |
57 | _, output = with_term { @canvas.show(UnicodePlot::IOContext.new($stdout)) } | |
57 | 58 | assert_equal(fixture_path("canvas/empty_braille_show.txt").read, |
58 | 59 | output) |
59 | 60 | else |
60 | _, output = with_term { @canvas.show($stdout) } | |
61 | _, output = with_term { @canvas.show(UnicodePlot::IOContext.new($stdout)) } | |
61 | 62 | assert_equal(fixture_path("canvas/empty_show.txt").read, |
62 | 63 | output) |
63 | 64 | end |
79 | 80 | end |
80 | 81 | |
81 | 82 | test("print_row") do |
82 | _, output = with_term { @canvas.print_row($stdout, 2) } | |
83 | _, output = with_term { @canvas.print_row(UnicodePlot::IOContext.new($stdout), 2) } | |
83 | 84 | assert_equal(fixture_path("canvas/#{self.class::CANVAS_NAME}_printrow.txt").read, |
84 | 85 | output) |
85 | 86 | end |
86 | 87 | |
87 | 88 | test("print") do |
88 | _, output = with_term { @canvas.print($stdout) } | |
89 | _, output = with_term { @canvas.print(UnicodePlot::IOContext.new($stdout)) } | |
89 | 90 | assert_equal(fixture_path("canvas/#{self.class::CANVAS_NAME}_print.txt").read, |
90 | 91 | output) |
91 | 92 | end |
92 | 93 | |
93 | 94 | test("print_nocolor") do |
94 | _, output = with_term(false) { @canvas.print($stdout) } | |
95 | _, output = with_term(false) { @canvas.print(UnicodePlot::IOContext.new($stdout)) } | |
95 | 96 | assert_equal(fixture_path("canvas/#{self.class::CANVAS_NAME}_print_nocolor.txt").read, |
96 | 97 | output) |
97 | 98 | end |
98 | 99 | |
99 | 100 | test("sow") do |
100 | _, output = with_term { @canvas.show($stdout) } | |
101 | _, output = with_term { @canvas.show(UnicodePlot::IOContext.new($stdout)) } | |
101 | 102 | assert_equal(fixture_path("canvas/#{self.class::CANVAS_NAME}_show.txt").read, |
102 | 103 | output) |
103 | 104 | end |
104 | 105 | |
105 | 106 | test("show_nocolor") do |
106 | _, output = with_term(false) { @canvas.show($stdout) } | |
107 | _, output = with_term(false) { @canvas.show(UnicodePlot::IOContext.new($stdout)) } | |
107 | 108 | assert_equal(fixture_path("canvas/#{self.class::CANVAS_NAME}_show_nocolor.txt").read, |
108 | 109 | output) |
109 | 110 | end |
135 | 136 | |
136 | 137 | include CanvasTestCases |
137 | 138 | end |
139 | ||
140 | class BlockCanvasTest < Test::Unit::TestCase | |
141 | CANVAS_NAME = :block | |
142 | ||
143 | include CanvasTestCases | |
144 | end |
7 | 7 | @dy = randn[1000, 1000].compact |
8 | 8 | assert_equal(1000, @dx.length) |
9 | 9 | assert_equal(1000, @dy.length) |
10 | end | |
11 | ||
12 | sub_test_case("with invalid arguments") do | |
13 | test("unknown border type") do | |
14 | assert_raise(ArgumentError.new("unknown border type: invalid_border_name")) do | |
15 | UnicodePlot.densityplot(@dx, @dy, border: :invalid_border_name) | |
16 | end | |
17 | end | |
10 | 18 | end |
11 | 19 | |
12 | 20 | test("default") do |
4 | 4 | sub_test_case("UnicodePlot.histogram") do |
5 | 5 | def setup |
6 | 6 | @x = fixture_path("randn.txt").read.lines.map(&:to_f) |
7 | end | |
8 | ||
9 | sub_test_case("with invalid arguments") do | |
10 | test("unknown border type") do | |
11 | assert_raise(ArgumentError.new("unknown border type: invalid_border_name")) do | |
12 | UnicodePlot.histogram(@x, border: :invalid_border_name) | |
13 | end | |
14 | end | |
7 | 15 | end |
8 | 16 | |
9 | 17 | test("default") do |
22 | 22 | assert_raise(ArgumentError) { UnicodePlot.lineplot(1..3, 1..2) } |
23 | 23 | end |
24 | 24 | |
25 | sub_test_case("with invalid arguments") do | |
26 | test("unknown border type") do | |
27 | assert_raise(ArgumentError.new("unknown border type: invalid_border_name")) do | |
28 | UnicodePlot.lineplot(@x, @y, border: :invalid_border_name) | |
29 | end | |
30 | end | |
31 | end | |
32 | ||
25 | 33 | sub_test_case("with numeric array") do |
26 | 34 | test("default") do |
27 | 35 | plot = UnicodePlot.lineplot(@x, @y) |
191 | 199 | output) |
192 | 200 | end |
193 | 201 | |
202 | test("fixed line y-interpolation bug (issue 32)") do | |
203 | ys = [261, 272, 277, 283, 289, 294, 298, 305, 309, 314, 319, 320, 322, 323, 324] | |
204 | xs = ys.size.times.to_a | |
205 | plot = UnicodePlot.lineplot(xs, ys, height: 26, ylim: [0, 700]) | |
206 | _, output = with_term { plot.render($stdout, newline: false) } | |
207 | assert_equal(fixture_path("lineplot/issue32_fix.txt").read, | |
208 | output) | |
209 | end | |
210 | ||
194 | 211 | # TODO: functions |
195 | 212 | |
196 | # TODO: stairs | |
213 | sub_test_case("stairs") do | |
214 | def setup | |
215 | @sx = [1, 2, 4, 7, 8] | |
216 | @sy = [1, 3, 4, 2, 7] | |
217 | end | |
218 | ||
219 | test("pre") do | |
220 | plot = UnicodePlot.stairs(@sx, @sy, style: :pre) | |
221 | _, output = with_term { plot.render($stdout, newline: false) } | |
222 | assert_equal(fixture_path("lineplot/stairs_pre.txt").read, output) | |
223 | end | |
224 | ||
225 | test("post") do | |
226 | # inferred post | |
227 | plot = UnicodePlot.stairs(@sx, @sy) | |
228 | _, output = with_term { plot.render($stdout, newline: false) } | |
229 | assert_equal(fixture_path("lineplot/stairs_post.txt").read, output) | |
230 | # explicit post | |
231 | plot = UnicodePlot.stairs(@sx, @sy, style: :post) | |
232 | _, output = with_term { plot.render($stdout, newline: false) } | |
233 | assert_equal(fixture_path("lineplot/stairs_post.txt").read, output) | |
234 | end | |
235 | ||
236 | test("with parameters") do | |
237 | plot = UnicodePlot.stairs(@sx, @sy, title: "Foo", color: :red, xlabel: "x", name: "1") | |
238 | sx2 = @sx.map { |val| val - 0.2 } | |
239 | sy2 = @sy.map { |val| val + 1.5 } | |
240 | plot2 = UnicodePlot.stairs!(plot, sx2, sy2, name: "2") | |
241 | assert_equal(plot.class, plot2.class) | |
242 | _, output = with_term { plot.render($stdout, newline: false) } | |
243 | assert_equal(fixture_path("lineplot/stairs_parameters.txt").read, output) | |
244 | ||
245 | # add a 3rd staircase and check again | |
246 | plot3 = UnicodePlot.stairs!(plot, @sx, @sy, name: "3", style: :pre) | |
247 | assert_equal(plot.class, plot3.class) | |
248 | _, output = with_term { plot.render($stdout, newline: false) } | |
249 | assert_equal(fixture_path("lineplot/stairs_parameters2.txt").read, output) | |
250 | ||
251 | # check with color disabled | |
252 | output = StringIO.open do |sio| | |
253 | plot.render(sio) | |
254 | sio.close | |
255 | sio.string | |
256 | end | |
257 | assert_equal("\n", output[-1]) | |
258 | assert_equal(fixture_path("lineplot/stairs_parameters2_nocolor.txt").read, | |
259 | output.chomp) | |
260 | end | |
261 | ||
262 | test("special weird case") do | |
263 | plot = UnicodePlot.stairs(@sx, [1, 3, 4, 2, 7000]) | |
264 | _, output = with_term { plot.render($stdout, newline: false) } | |
265 | assert_equal(fixture_path("lineplot/stairs_edgecase.txt").read, output) | |
266 | end | |
267 | ||
268 | test("annotations") do | |
269 | plot = UnicodePlot.stairs(@sx, @sy, width: 10, padding: 3) | |
270 | plot.annotate!(:tl, "Hello") | |
271 | plot.annotate!(:t, "how are") | |
272 | plot.annotate!(:tr, "you?") | |
273 | plot.annotate!(:bl, "Hello") | |
274 | plot.annotate!(:b, "how are") | |
275 | plot.annotate!(:br, "you?") | |
276 | UnicodePlot.lineplot!(plot, 1, 0.5) | |
277 | _, output = with_term { plot.render($stdout, newline: false) } | |
278 | assert_equal(fixture_path("lineplot/squeeze_annotations.txt").read, output) | |
279 | end | |
280 | end | |
197 | 281 | end |
198 | 282 | end |
0 | 0 | require 'stringio' |
1 | 1 | |
2 | 2 | class TestPlot < Test::Unit::TestCase |
3 | include Helper::WithTerm | |
4 | ||
3 | 5 | sub_test_case("#render") do |
4 | 6 | test("render to $stdout when no arguments") do |
5 | 7 | sio = StringIO.new |
15 | 17 | $stdout = save_stdout |
16 | 18 | end |
17 | 19 | end |
20 | ||
21 | test("color: true") do | |
22 | _, tty_output = with_sio(tty: true) {|sio| UnicodePlot.barplot(data: {a: 23, b: 37}).render(sio) } | |
23 | _, notty_output = with_sio(tty: false) {|sio| UnicodePlot.barplot(data: {a: 23, b: 37}).render(sio, color: true) } | |
24 | ||
25 | assert_equal(tty_output, notty_output) | |
26 | end | |
27 | ||
28 | test("color: false") do | |
29 | _, tty_output = with_sio(tty: true) {|sio| UnicodePlot.barplot(data: {a: 23, b: 37}).render(sio, color: false) } | |
30 | _, notty_output = with_sio(tty: false) {|sio| UnicodePlot.barplot(data: {a: 23, b: 37}).render(sio) } | |
31 | ||
32 | assert_equal(tty_output, notty_output) | |
33 | end | |
18 | 34 | end |
19 | 35 | end |
18 | 18 | end |
19 | 19 | assert_raise(ArgumentError) do |
20 | 20 | UnicodePlot.scatterplot(1..3, 1..2) |
21 | end | |
22 | end | |
23 | ||
24 | sub_test_case("with invalid arguments") do | |
25 | test("unknown border type") do | |
26 | assert_raise(ArgumentError.new("unknown border type: invalid_border_name")) do | |
27 | UnicodePlot.scatterplot(@x, @y, border: :invalid_border_name) | |
28 | end | |
21 | 29 | end |
22 | 30 | end |
23 | 31 |
0 | # coding: utf-8 | |
1 | class HistogramTest < Test::Unit::TestCase | |
2 | include Helper::Fixture | |
3 | include Helper::WithTerm | |
4 | ||
5 | sub_test_case("UnicodePlot.stemplot") do | |
6 | def setup | |
7 | @randoms = fixture_path("randn.txt").read.lines.take(50).map(&:to_f) | |
8 | ||
9 | @int80a = [40, 53, 33, 8, 30, 78, 68, 63, 80, 75, 73, 75, 61, 24, 84, 84, 51, 31, 94, 63, 72, 9, 80, 1, 84, 1, 13, 55, 46, 41, 99, 100, 39, 41, 10, 70, 67, 21, 50, 41, 49, 24, 32, 42, 32, 37, 44, 10, 48, 64, 41, 46, 94, 15, 15, 5, 6, 97, 48, 14, 2, 92, 10, 2, 91, 89, 20, 98, 19, 66, 43, 95, 90, 34, 71, 42, 31, 92, 95, 30] | |
10 | ||
11 | @int80b = [23, 24, 70, 61, 26, 57, 28, 18, 69, 53, 92, 11, 33, 38, 85, 58, 38, 27, 14, 62, 57, 38, 91, 11, 66, 23, 63, 28, 98, 9, 53, 26, 1, 93, 96, 49, 8, 89, 19, 18, 68, 51, 4, 57, 79, 90, 72, 99, 41, 57, 100, 94, 5, 13, 24, 76, 5, 60, 26, 41, 89, 99, 22, 81, 41, 48, 65, 67, 38, 53, 96, 85, 75, 89, 35, 75, 88, 50, 14, 33] | |
12 | ||
13 | @int300 = [-30, -7, 37, -42, -15, 8, 62, 22, -3, -32, -35, -48, -29, 8, -75, 27, 84, 81, -21, 9, 23, 86, -30, 29, 47, 89, -3, 38, 22, 31, 49, 84, -5, -28, -26, -66, 68, 59, -92, -3, -23, 100, -73, 19, -37, 89, -21, 23, 71, 14, -98, 49, -3, -1, -8, 67, -55, -30, -55, 93, 69, -20, -79, -91, -23, -46, 84, -49, -12, 35, -74, -2, -84, -34, -28, 98, -70, -72, 71, 86, 24, 64, -99, -76, -37, 54, 53, 72, -31, -53, 85, 10, -17, -8, -35, -16, -3, 26, 68, -92, 20, -70, 87, -78, 95, -88, -85, -7, 67, -47, -46, 0, -24, -48, 53, -53, -26, 79, -51, -40, -95, -37, 44, 77, -66, 85, 14, 5, -25, -85, -54, -17, -94, -52, -75, -79, 79, -53, -16, -27, -43, -94, -66, -56, -47, -56, -21, 7, 73, -19, 87, -64, -46, -81, 19, -13, -44, -87, -22, 18, 54, -9, 84, 50, 85, 62, 8, 99, -94, -65, 59, 93, 84, 16, 82, -16, 77, 55, -63, -13, -34, -77, 55, 87, -99, -82, 9, 73, 75, -94, -6, 9, 89, 27, 70, 56, -38, -67, -46, 59, 91, -26, 30, -81, -6, -29, -66, 25, 17, -25, -9, -90, 20, -71, 1, -47, -76, 39, -29, -19, -45, 91, -92, -6, -59, 34, 51, -61, -41, -90, 77, 83, -83, -25, -29, -64, 16, -91, -14, 7, -71, -57, -71, 76, -9, -43, -89, 86, 56, 56, 27, 3, -5, 13, -99, 13, -97, -68, 94, -15, 6, -8, -28, -52, 38, -96, -54, 13, -36, 78, -24, 32, 96, -57, -56, -27, -79, -73, -18, 44, -48, -65, -4, 80, -69, -26, -38, 66, 62, 65, -83, -100, -37, 1, -99, 75, 33, 19, 0, -70] | |
14 | ||
15 | @words_1 = %w[apple junk ant age bee bar baz dog egg a] | |
16 | @words_2 = %w[ape flan can cat juice elf gnome child fruit] | |
17 | ||
18 | end | |
19 | ||
20 | test("range input") do | |
21 | _, output = with_term { UnicodePlot.stemplot(-100..100) } | |
22 | assert_equal(fixture_path("stemplot/range.txt").read, output) | |
23 | end | |
24 | ||
25 | test("positive integers") do | |
26 | _, output = with_term { UnicodePlot.stemplot(@int80a) } | |
27 | assert_equal(fixture_path("stemplot/pos_ints.txt").read, output) | |
28 | end | |
29 | ||
30 | test("with happy divider") do | |
31 | _, output = with_term { UnicodePlot.stemplot(@int80a, divider: "😄") } | |
32 | assert_equal(fixture_path("stemplot/ints_divider.txt").read, output) | |
33 | end | |
34 | ||
35 | test("positive and negative integers") do | |
36 | _, output = with_term { UnicodePlot.stemplot(@int300) } | |
37 | assert_equal(fixture_path("stemplot/posneg_ints.txt").read, output) | |
38 | end | |
39 | ||
40 | test("floats") do | |
41 | x10 = @randoms.map {|a| a * 10 } | |
42 | #p x10.sort | |
43 | #UnicodePlot.stemplot(x10) | |
44 | _, output = with_term { UnicodePlot.stemplot(x10) } | |
45 | assert_equal(fixture_path("stemplot/float.txt").read, output) | |
46 | end | |
47 | ||
48 | ||
49 | test("floats, scale=1") do | |
50 | floats = (-8..8).to_a.map { |a| a / 2.0 } | |
51 | _, output = with_term { UnicodePlot.stemplot(floats, scale: 1) } | |
52 | assert_equal(fixture_path("stemplot/float_scale1.txt").read, output) | |
53 | end | |
54 | ||
55 | ||
56 | test("back-to-back stemplot with integers") do | |
57 | _, output = with_term { UnicodePlot.stemplot(@int80a, @int80b) } | |
58 | assert_equal(fixture_path("stemplot/b2b_integers.txt").read, output) | |
59 | end | |
60 | ||
61 | test("stemplot with strings") do | |
62 | _, output = with_term { UnicodePlot.stemplot(@words_1) } | |
63 | assert_equal(fixture_path("stemplot/strings.txt").read, output) | |
64 | end | |
65 | ||
66 | test("back-to-back stemplot with strings") do | |
67 | _, output = with_term { UnicodePlot.stemplot(@words_1, @words_2) } | |
68 | assert_equal(fixture_path("stemplot/b2b_strings.txt").read, output) | |
69 | end | |
70 | ||
71 | test("stemplot with strings, two-char scale") do | |
72 | _, output = with_term { UnicodePlot.stemplot(@words_1, scale: 100, trim: true) } | |
73 | assert_equal(fixture_path("stemplot/strings_2c.txt").read, output) | |
74 | end | |
75 | ||
76 | test("stemplot with strings, two-char scale, string_padchar") do | |
77 | _, output = with_term { UnicodePlot.stemplot(@words_1, string_padchar: '?') } | |
78 | assert_equal(fixture_path("stemplot/strings_pad.txt").read, output) | |
79 | end | |
80 | ||
81 | test("string stemplot cannot take scale less than 10") do | |
82 | assert_raise(ArgumentError) do | |
83 | UnicodePlot.stemplot(@words_1, scale: 9) | |
84 | end | |
85 | end | |
86 | ||
87 | test("cannot mix string/number in back to back stemplot") do | |
88 | assert_raise(ArgumentError) do | |
89 | UnicodePlot.stemplot(@words_1, @int80a) | |
90 | end | |
91 | end | |
92 | ||
93 | end | |
94 | end |
0 | class UnicodePlotTest < Test::Unit::TestCase | |
1 | test("UnicodePlot.canvas_types") do | |
2 | available_canvas_types = [:ascii, :block, :braille, :density, :dot] | |
3 | assert_equal(available_canvas_types.sort, | |
4 | UnicodePlot.canvas_types.sort) | |
5 | end | |
6 | ||
7 | test("UnicodePlot.border_types") do | |
8 | available_border_types = [:solid, :corners, :barplot] | |
9 | assert_equal(available_border_types.sort, | |
10 | UnicodePlot.border_types.sort) | |
11 | end | |
12 | end |
18 | 18 | spec.homepage = "https://github.com/red-data-tools/unicode_plot.rb" |
19 | 19 | spec.license = "MIT" |
20 | 20 | |
21 | spec.metadata ||= {} | |
22 | spec.metadata["documentation_uri"] = "https://red-data-tools.github.io/unicode_plot.rb/#{spec.version}/" | |
23 | ||
21 | 24 | spec.files = ["README.md", "Rakefile", "Gemfile", "#{spec.name}.gemspec"] |
22 | 25 | spec.files << "LICENSE.txt" |
23 | 26 | spec.files.concat Dir.glob("lib/**/*.rb") |
33 | 36 | spec.add_development_dependency "bundler", ">= 1.17" |
34 | 37 | spec.add_development_dependency "rake" |
35 | 38 | spec.add_development_dependency "test-unit" |
39 | spec.add_development_dependency "yard" | |
36 | 40 | end |