125 lines
345 KiB
HTML
125 lines
345 KiB
HTML
<HTML>
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<META CHARSET="UTF-8">
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<SCRIPT>
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<!--𖢌𐧾፨ⵔ꞉⸭❋ⵔⵔ𐧾❋❋ⵔ❋·𐧾❋❋⋮𐧾❋ⵔ𐧾❋꞉ⵔⵔⵔ·𐧾ⵔ꞉𐧾ⵔ፨··𐧾𐧾❋❋⠿፨ⵔ⋮ⵔ⁘⸭𐧾𐧾❋⸭∶∶ⵔ⠿ⵔ⁘◌⁘❋𖥕᪣𓇬 𓇬᪣𖥕❋⁘◌⁘ⵔ⠿ⵔ∶∶⸭❋𐧾𐧾⸭⁘ⵔ⋮ⵔ፨⠿❋❋𐧾𐧾··፨ⵔ𐧾꞉ⵔ𐧾·ⵔⵔⵔ꞉❋𐧾ⵔ❋𐧾⋮❋❋𐧾·❋ⵔ❋❋𐧾ⵔⵔ❋⸭꞉ⵔ፨𐧾𖢌--!>
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var ⵙꖅᑎᙁᗩᗯⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙᗯᗩᙁᑎꖅⵙ=(1/3**4);
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var ⵙИNⵔITᗩᴥᑎↀⵙↀⵔꖴᴥꖅᑫᑭⵙᑫᑭꖅᴥꖴⵔↀⵙↀᑎᴥᗩTIⵔИNⵙ=84.406022589954030768899117092091000289089388918088900852079/3**0
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var ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ = new (window.AudioContext || window.webkitAudioContext)();
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var ⵙⵔⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙⵔⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙ𓃊ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃊ⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙⵈⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙⵈⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙꗺⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙꗺⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙⵘⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙⵘⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙ𓃎ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃎ⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙ𓃏ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃏ⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙ𓃐ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃐ⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙ𓃑ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃑ⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙⵔ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵔⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙ··ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ··ⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙ𓃊·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·𓃊ⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙⵈ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵈⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙꗺ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ꗺⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙⵘ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵘⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙ𓃎·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·𓃎ⵙ= ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createOscillator();
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var ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ = ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.createGain();
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ⵙⵔⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙⵔⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**0;
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ⵙ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**1;
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ⵙ𓃊ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃊ⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**2;
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ⵙⵈⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙⵈⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**3;
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ⵙꗺⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙꗺⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**4;
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ⵙⵘⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙⵘⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**5;
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ⵙ𓃎ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃎ⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**6;
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ⵙ𓃏ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃏ⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**7;
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ⵙ𓃐ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃐ⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**8;
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ⵙ𓃑ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃑ⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**9;
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ⵙⵔ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵔⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**10;
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ⵙ··ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ··ⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**11;
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ⵙ𓃊·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·𓃊ⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**12;
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ⵙⵈ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵈⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**13;
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ⵙꗺ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ꗺⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**14;
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ⵙⵘ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵘⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**15;
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ⵙ𓃎·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·𓃎ⵙ.frequency.value = 1/84.406022589954030768899117092091000289089388918088900852079*3**16;
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function ⵙИNⵔꖴTᗩᙁᑎↀⵔᙏⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙᙏⵔↀᑎᙁᗩTꖴⵔИNⵙ()
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{
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requestAnimationFrame(ⵙИNⵔꖴTᗩᙁᑎↀⵔᙏⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙᙏⵔↀᑎᙁᗩTꖴⵔИNⵙ);
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ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ.gain.value=
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//(-Math.cos((performance.now()/1000)*(Math.atan(1)*8)/(ⵙИNⵔITᗩᴥᑎↀⵙↀⵔꖴᴥꖅᑫᑭⵙᑫᑭꖅᴥꖴⵔↀⵙↀᑎᴥᗩTIⵔИNⵙ))/2+.5)
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(0.5-0.5*(-1)**Math.floor((performance.now()/1000)/ (.5*ⵙИNⵔITᗩᴥᑎↀⵙↀⵔꖴᴥꖅᑫᑭⵙᑫᑭꖅᴥꖴⵔↀⵙↀᑎᴥᗩTIⵔИNⵙ) )+((-1)**Math.floor((performance.now()/1000)/ (.5*ⵙИNⵔITᗩᴥᑎↀⵙↀⵔꖴᴥꖅᑫᑭⵙᑫᑭꖅᴥꖴⵔↀⵙↀᑎᴥᗩTIⵔИNⵙ) ))/(1+Math.exp((1)/(-1+((performance.now()/1000)/ (.5*ⵙИNⵔITᗩᴥᑎↀⵙↀⵔꖴᴥꖅᑫᑭⵙᑫᑭꖅᴥꖴⵔↀⵙↀᑎᴥᗩTIⵔИNⵙ) %1))+(1)/(((performance.now()/1000)/ (.5*ⵙИNⵔITᗩᴥᑎↀⵙↀⵔꖴᴥꖅᑫᑭⵙᑫᑭꖅᴥꖴⵔↀⵙↀᑎᴥᗩTIⵔИNⵙ) %1)))))
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*ⵙꖅᑎᙁᗩᗯⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙᗯᗩᙁᑎꖅⵙ
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}
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ⵙИNⵔꖴTᗩᙁᑎↀⵔᙏⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙᙏⵔↀᑎᙁᗩTꖴⵔИNⵙ();
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ⵙⵔⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙⵔⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
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ⵙ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙ𓃊ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃊ⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙⵈⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙⵈⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙꗺⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙꗺⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙⵘⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙⵘⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙ𓃎ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃎ⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙ𓃏ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃏ⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙ𓃐ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃐ⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙ𓃑ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃑ⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙⵔ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵔⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙ··ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ··ⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙ𓃊·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·𓃊ⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙⵈ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵈⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙꗺ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ꗺⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙⵘ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵘⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙ𓃎·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·𓃎ⵙ.connect(ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ);
|
||
ⵙꖅↀⵔИNⵙИNꖴᗩⰙⵙⰙᗩꖴИNⵙИNⵔↀꖅⵙ.connect(ⵙTꕤꖅTИNⵔᑐᑕⵙⵔꖴↀᑎᗩⵙᗩᑎↀꖴⵔⵙᑐᑕⵔИNTꖅꕤTⵙ.destination);
|
||
ⵙⵔⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙⵔⵙ.start();
|
||
ⵙ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵙ.start();
|
||
ⵙ𓃊ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃊ⵙ.start();
|
||
ⵙⵈⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙⵈⵙ.start();
|
||
ⵙꗺⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙꗺⵙ.start();
|
||
ⵙⵘⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙⵘⵙ.start();
|
||
ⵙ𓃎ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃎ⵙ.start();
|
||
ⵙ𓃏ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃏ⵙ.start();
|
||
ⵙ𓃐ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃐ⵙ.start();
|
||
ⵙ𓃑ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ𓃑ⵙ.start();
|
||
ⵙⵔ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵔⵙ.start();
|
||
ⵙ··ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ··ⵙ.start();
|
||
ⵙ𓃊·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·𓃊ⵙ.start();
|
||
ⵙⵈ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵈⵙ.start();
|
||
ⵙꗺ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ꗺⵙ.start();
|
||
ⵙⵘ·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·ⵘⵙ.start();
|
||
ⵙ𓃎·ⵙꖅↀⵔИNⵙᴥⵔTᗩᙁꖴᑐᑕᔓᔕⵔⵙⵔᔓᔕᑐᑕꖴᙁᗩTⵔᴥⵙИNⵔↀꖅⵙ·𓃎ⵙ.start();
|
||
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