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strudel-docker/docs/static/js/main.f848d51e.js
alex 73b0a3a0ef build
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/*! For license information please see main.f848d51e.js.LICENSE.txt */
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n=t.test,r=t.consequent,i=t.alternate,o=n.containsIn||i.containsIn,s=n.startsWithCurly,c=n.startsWithLetSquareBracket,l=n.startsWithFunctionOrClass;return(0,a.default)(y(this.p(e.test,u.Precedence.LogicalOR,n),this.sep(_.BEFORE_TERNARY_QUESTION),this.t("?"),this.sep(_.AFTER_TERNARY_QUESTION),this.p(e.consequent,u.Precedence.Assignment,r),this.sep(_.BEFORE_TERNARY_COLON),this.t(":"),this.sep(_.AFTER_TERNARY_COLON),this.p(e.alternate,u.Precedence.Assignment,i)),{containsIn:o,startsWithCurly:s,startsWithLetSquareBracket:c,startsWithFunctionOrClass:l})}},{key:"reduceContinueStatement",value:function(e){return y(this.t("continue"),e.label?y(this.sep(_.BEFORE_JUMP_LABEL),this.t(e.label)):d(),this.semiOp(),this.sep(_.AFTER_STATEMENT(e)))}},{key:"reduceDataProperty",value:function(e,t){var n=t.name,r=t.expression;return y(n,this.sep(_.BEFORE_PROP),this.t(":"),this.sep(_.AFTER_PROP),this.getAssignmentExpr(r))}},{key:"reduceDebuggerStatement",value:function(e){return y(this.t("debugger"),this.semiOp(),this.sep(_.AFTER_STATEMENT(e)))}},{key:"reduceDoWhileStatement",value:function(e,t){var n=t.body,r=t.test;return y(this.t("do"),this.sep(_.AFTER_DO),n,this.sep(_.BEFORE_DOWHILE_WHILE),this.t("while"),this.sep(_.AFTER_DOWHILE_WHILE),this.paren(r,_.DO_WHILE_TEST_PAREN_BEFORE,_.DO_WHILE_TEST_PAREN_AFTER),this.semiOp(),this.sep(_.AFTER_STATEMENT(e)))}},{key:"reduceEmptyStatement",value:function(e){return y(this.t(";"),this.sep(_.AFTER_STATEMENT(e)))}},{key:"reduceExpressionStatement",value:function(e,t){var n=t.expression;return y(n.startsWithCurly||n.startsWithLetSquareBracket||n.startsWithFunctionOrClass?this.paren(n,_.EXPRESSION_STATEMENT_PAREN_BEFORE,_.EXPRESSION_STATEMENT_PAREN_AFTER):n,this.semiOp(),this.sep(_.AFTER_STATEMENT(e)))}},{key:"reduceForInStatement",value:function(e,t){var n=t.left,r=t.right,i=t.body;return n="VariableDeclaration"===e.left.type?m(v(n)):n,(0,a.default)(y(this.t("for"),this.sep(_.AFTER_FORIN_FOR),this.paren(y(n.startsWithLet?this.paren(n,_.FOR_IN_LET_PAREN_BEFORE,_.FOR_IN_LET_PAREN_AFTER):n,this.sep(_.BEFORE_FORIN_IN),this.t("in"),this.sep(_.AFTER_FORIN_FOR),r),_.FOR_IN_PAREN_BEFORE,_.FOR_IN_PAREN_AFTER),this.sep(_.BEFORE_FORIN_BODY),i,this.sep(_.AFTER_STATEMENT(e))),{endsWithMissingElse:i.endsWithMissingElse})}},{key:"reduceForOfStatement",value:function(e,t){var n=t.left,r=t.right,i=t.body;return n="VariableDeclaration"===e.left.type?m(v(n)):n,(0,a.default)(y(this.t("for"),this.sep(_.AFTER_FOROF_FOR),this.paren(y(n.startsWithLet?this.paren(n,_.FOR_OF_LET_PAREN_BEFORE,_.FOR_OF_LET_PAREN_AFTER):n,this.sep(_.BEFORE_FOROF_OF),this.t("of"),this.sep(_.AFTER_FOROF_FOR),this.p(e.right,u.Precedence.Assignment,r)),_.FOR_OF_PAREN_BEFORE,_.FOR_OF_PAREN_AFTER),this.sep(_.BEFORE_FOROF_BODY),i,this.sep(_.AFTER_STATEMENT(e))),{endsWithMissingElse:i.endsWithMissingElse})}},{key:"reduceForStatement",value:function(e,t){var n=t.init,r=t.test,i=t.update,o=t.body;return n&&(n.startsWithLetSquareBracket&&(n=this.paren(n,_.FOR_LET_PAREN_BEFORE,_.FOR_LET_PAREN_AFTER)),n=m(v(n))),(0,a.default)(y(this.t("for"),this.sep(_.AFTER_FOR_FOR),this.paren(y(n?y(this.sep(_.BEFORE_FOR_INIT),n,this.sep(_.AFTER_FOR_INIT)):this.sep(_.EMPTY_FOR_INIT),this.t(";"),r?y(this.sep(_.BEFORE_FOR_TEST),r,this.sep(_.AFTER_FOR_TEST)):this.sep(_.EMPTY_FOR_TEST),this.t(";"),i?y(this.sep(_.BEFORE_FOR_UPDATE),i,this.sep(_.AFTER_FOR_UPDATE)):this.sep(_.EMPTY_FOR_UPDATE))),this.sep(_.BEFORE_FOR_BODY),o,this.sep(_.AFTER_STATEMENT(e))),{endsWithMissingElse:o.endsWithMissingElse})}},{key:"reduceForAwaitStatement",value:function(e,t){var n=t.left,r=t.right,i=t.body;return n="VariableDeclaration"===e.left.type?m(v(n)):n,(0,a.default)(y(this.t("for"),this.sep(_.AFTER_FOROF_FOR),this.t("await"),this.sep(_.AFTER_FORAWAIT_AWAIT),this.paren(y(n.startsWithLet?this.paren(n,_.FOR_OF_LET_PAREN_BEFORE,_.FOR_OF_LET_PAREN_AFTER):n,this.sep(_.BEFORE_FOROF_OF),this.t("of"),this.sep(_.AFTER_FOROF_FOR),this.p(e.right,u.Precedence.Assignment,r)),_.FOR_OF_PAREN_BEFORE,_.FOR_OF_PAREN_AFTER),this.sep(_.BEFORE_FOROF_BODY),i,this.sep(_.AFTER_STATEMENT(e))),{endsWithMissingElse:i.endsWithMissingElse})}},{key:"reduceFunctionBody",value:function(e,t){var n=t.directives,r=t.statements;return r.length&&(r[0]=this.parenToAvoidBeingDirective(e.statements[0],r[0])),y.apply(void 0,c(n).concat([n.length?this.sep(_.AFTER_FUNCTION_DIRECTIVES):d()],c(r)))}},{key:"reduceFunctionDeclaration",value:function(e,t){var n=t.name,r=t.params,i=t.body;return y(e.isAsync?this.t("async"):d(),this.t("function"),e.isGenerator?y(this.sep(_.BEFORE_GENERATOR_STAR),this.t("*"),this.sep(_.AFTER_GENERATOR_STAR)):d(),this.sep(_.BEFORE_FUNCTION_NAME(e)),"*default*"===e.name.name?d():n,this.sep(_.BEFORE_FUNCTION_PARAMS),this.paren(r,_.PARAMETERS_PAREN_BEFORE,_.PARAMETERS_PAREN_AFTER,_.PARAMETERS_PAREN_EMPTY),this.sep(_.BEFORE_FUNCTION_DECLARATION_BODY),this.brace(i,e,_.FUNCTION_BRACE_INITIAL,_.FUNCTION_BRACE_FINAL,_.FUNCTION_EMPTY),this.sep(_.AFTER_STATEMENT(e)))}},{key:"reduceFunctionExpression",value:function(e,t){var n=t.name,r=t.params,i=t.body,o=y(e.isAsync?this.t("async"):d(),this.t("function"),e.isGenerator?y(this.sep(_.BEFORE_GENERATOR_STAR),this.t("*"),this.sep(_.AFTER_GENERATOR_STAR)):d(),this.sep(_.BEFORE_FUNCTION_NAME(e)),n||d(),this.sep(_.BEFORE_FUNCTION_PARAMS),this.paren(r,_.PARAMETERS_PAREN_BEFORE,_.PARAMETERS_PAREN_AFTER,_.PARAMETERS_PAREN_EMPTY),this.sep(_.BEFORE_FUNCTION_EXPRESSION_BODY),this.brace(i,e,_.FUNCTION_EXPRESSION_BRACE_INITIAL,_.FUNCTION_EXPRESSION_BRACE_FINAL,_.FUNCTION_EXPRESSION_EMPTY));return o.startsWithFunctionOrClass=!0,o}},{key:"reduceFormalParameters",value:function(e,t){var n=t.items,r=t.rest;return this.commaSep(n.concat(null==r?[]:[y(this.t("..."),this.sep(_.REST),r)]),_.PARAMETER_BEFORE_COMMA,_.PARAMETER_AFTER_COMMA)}},{key:"reduceArrowExpression",value:function(e,t){var n=t.params,r=t.body;null==e.params.rest&&1===e.params.items.length&&"BindingIdentifier"===e.params.items[0].type||(n=this.paren(n,_.ARROW_PARAMETERS_PAREN_BEFORE,_.ARROW_PARAMETERS_PAREN_AFTER,_.ARROW_PARAMETERS_PAREN_EMPTY));var i=!1;return"FunctionBody"===e.body.type?r=this.brace(r,e,_.ARROW_BRACE_INITIAL,_.ARROW_BRACE_FINAL,_.ARROW_BRACE_EMPTY):r.startsWithCurly?r=this.paren(r,_.ARROW_BODY_PAREN_BEFORE,_.ARROW_BODY_PAREN_AFTER):r.containsIn&&(i=!0),(0,a.default)(y(e.isAsync?y(this.t("async"),this.sep(_.BEFORE_ARROW_ASYNC_PARAMS)):d(),n,this.sep(_.BEFORE_ARROW),this.t("=>"),this.sep(_.AFTER_ARROW),this.p(e.body,u.Precedence.Assignment,r)),{containsIn:i})}},{key:"reduceGetter",value:function(e,t){var n=t.name,r=t.body;return y(this.t("get"),this.sep(_.AFTER_GET),n,this.sep(_.BEFORE_GET_PARAMS),this.paren(d(),null,null,_.GETTER_PARAMS),this.sep(_.BEFORE_GET_BODY),this.brace(r,e,_.GET_BRACE_INTIAL,_.GET_BRACE_FINAL,_.GET_BRACE_EMPTY))}},{key:"reduceIdentifierExpression",value:function(e){var t=this.t(e.name);return"let"===e.name&&(t.startsWithLet=!0),t}},{key:"reduceIfStatement",value:function(e,t){var n=t.test,r=t.consequent,i=t.alternate;return i&&r.endsWithMissingElse&&(r=this.brace(r,e,_.MISSING_ELSE_INTIIAL,_.MISSING_ELSE_FINAL,_.MISSING_ELSE_EMPTY)),(0,a.default)(y(this.t("if"),this.sep(_.AFTER_IF),this.paren(n,_.IF_PAREN_BEFORE,_.IF_PAREN_AFTER),this.sep(_.AFTER_IF_TEST),r,i?y(this.sep(_.BEFORE_ELSE),this.t("else"),this.sep(_.AFTER_ELSE),i):d(),this.sep(_.AFTER_STATEMENT(e))),{endsWithMissingElse:!i||i.endsWithMissingElse})}},{key:"reduceImport",value:function(e,t){var n=t.defaultBinding,r=t.namedImports,i=[];return null!=n&&i.push(n),r.length>0&&i.push(this.brace(this.commaSep(r,_.NAMED_IMPORT_BEFORE_COMMA,_.NAMED_IMPORT_AFTER_COMMA),e,_.IMPORT_BRACE_INTIAL,_.IMPORT_BRACE_FINAL,_.IMPORT_BRACE_EMPTY)),0===i.length?y(this.t("import"),this.sep(_.BEFORE_IMPORT_MODULE),this.t((0,u.escapeStringLiteral)(e.moduleSpecifier)),this.semiOp(),this.sep(_.AFTER_STATEMENT(e))):y(this.t("import"),this.sep(_.BEFORE_IMPORT_BINDINGS),this.commaSep(i,_.IMPORT_BEFORE_COMMA,_.IMPORT_AFTER_COMMA),this.sep(_.AFTER_IMPORT_BINDINGS),this.t("from"),this.sep(_.AFTER_FROM),this.t((0,u.escapeStringLiteral)(e.moduleSpecifier)),this.semiOp(),this.sep(_.AFTER_STATEMENT(e)))}},{key:"reduceImportNamespace",value:function(e,t){var n=t.defaultBinding,r=t.namespaceBinding;return y(this.t("import"),this.sep(_.BEFORE_IMPORT_NAMESPACE),null==n?d():y(n,this.sep(_.IMPORT_BEFORE_COMMA),this.t(","),this.sep(_.IMPORT_AFTER_COMMA)),this.sep(_.BEFORE_IMPORT_STAR),this.t("*"),this.sep(_.AFTER_IMPORT_STAR),this.t("as"),this.sep(_.AFTER_IMPORT_AS),r,this.sep(_.AFTER_NAMESPACE_BINDING),this.t("from"),this.sep(_.AFTER_FROM),this.t((0,u.escapeStringLiteral)(e.moduleSpecifier)),this.semiOp(),this.sep(_.AFTER_STATEMENT(e)))}},{key:"reduceImportSpecifier",value:function(e,t){var n=t.binding;return null==e.name?n:y(this.t(e.name),this.sep(_.BEFORE_IMPORT_AS),this.t("as"),this.sep(_.AFTER_IMPORT_AS),n)}},{key:"reduceExportAllFrom",value:function(e){return y(this.t("export"),this.sep(_.BEFORE_EXPORT_STAR),this.t("*"),this.sep(_.AFTER_EXPORT_STAR),this.t("from"),this.sep(_.AFTER_FROM),this.t((0,u.escapeStringLiteral)(e.moduleSpecifier)),this.semiOp(),this.sep(_.AFTER_STATEMENT(e)))}},{key:"reduceExportFrom",value:function(e,t){var n=t.namedExports;return y(this.t("export"),this.sep(_.BEFORE_EXPORT_BINDINGS),this.brace(this.commaSep(n,_.EXPORTS_BEFORE_COMMA,_.EXPORTS_AFTER_COMMA),e,_.EXPORT_BRACE_INITIAL,_.EXPORT_BRACE_FINAL,_.EXPORT_BRACE_EMPTY),this.sep(_.AFTER_EXPORT_FROM_BINDINGS),this.t("from"),this.sep(_.AFTER_FROM),this.t((0,u.escapeStringLiteral)(e.moduleSpecifier)),this.semiOp(),this.sep(_.AFTER_STATEMENT(e)))}},{key:"reduceExportLocals",value:function(e,t){var n=t.namedExports;return y(this.t("export"),this.sep(_.BEFORE_EXPORT_BINDINGS),this.brace(this.commaSep(n,_.EXPORTS_BEFORE_COMMA,_.EXPORTS_AFTER_COMMA),e,_.EXPORT_BRACE_INITIAL,_.EXPORT_BRACE_FINAL,_.EXPORT_BRACE_EMPTY),this.sep(_.AFTER_EXPORT_LOCAL_BINDINGS),this.semiOp(),this.sep(_.AFTER_STATEMENT(e)))}},{key:"reduceExport",value:function(e,t){var n=t.declaration;switch(e.declaration.type){case"FunctionDeclaration":case"ClassDeclaration":break;default:n=y(n,this.semiOp(),this.sep(_.AFTER_STATEMENT(e)))}return y(this.t("export"),this.sep(_.AFTER_EXPORT),n)}},{key:"reduceExportDefault",value:function(e,t){var n=t.body;switch(n=n.startsWithFunctionOrClass?this.paren(n,_.EXPORT_PAREN_BEFORE,_.EXPORT_PAREN_AFTER):n,e.body.type){case"FunctionDeclaration":case"ClassDeclaration":return y(this.t("export"),this.sep(_.EXPORT_DEFAULT),this.t("default"),this.sep(_.AFTER_EXPORT_DEFAULT),n);default:return y(this.t("export"),this.sep(_.EXPORT_DEFAULT),this.t("default"),this.sep(_.AFTER_EXPORT_DEFAULT),this.p(e.body,u.Precedence.Assignment,n),this.semiOp(),this.sep(_.AFTER_STATEMENT(e)))}}},{key:"reduceExportFromSpecifier",value:function(e){return null==e.exportedName?this.t(e.name):y(this.t(e.name),this.sep(_.BEFORE_EXPORT_AS),this.t("as"),this.sep(_.AFTER_EXPORT_AS),this.t(e.exportedName))}},{key:"reduceExportLocalSpecifier",value:function(e,t){var n=t.name;return null==e.exportedName?n:y(n,this.sep(_.BEFORE_EXPORT_AS),this.t("as"),this.sep(_.AFTER_EXPORT_AS),this.t(e.exportedName))}},{key:"reduceLabeledStatement",value:function(e,t){var n=t.body;return(0,a.default)(y(this.t(e.label),this.sep(_.BEFORE_LABEL_COLON),this.t(":"),this.sep(_.AFTER_LABEL_COLON),n),{endsWithMissingElse:n.endsWithMissingElse})}},{key:"reduceLiteralBooleanExpression",value:function(e){return this.t(e.value.toString())}},{key:"reduceLiteralNullExpression",value:function(){return this.t("null")}},{key:"reduceLiteralInfinityExpression",value:function(){return this.t("2e308")}},{key:"reduceLiteralNumericExpression",value:function(e){return new u.NumberCodeRep(e.value)}},{key:"reduceLiteralRegExpExpression",value:function(e){return this.t("/"+e.pattern+"/"+(e.global?"g":"")+(e.ignoreCase?"i":"")+(e.multiLine?"m":"")+(e.dotAll?"s":"")+(e.unicode?"u":"")+(e.sticky?"y":""),!0)}},{key:"reduceLiteralStringExpression",value:function(e){return this.t((0,u.escapeStringLiteral)(e.value))}},{key:"reduceMethod",value:function(e,t){var n=t.name,r=t.params,i=t.body;return y(e.isAsync?y(this.t("async"),this.sep(_.AFTER_METHOD_ASYNC)):d(),e.isGenerator?y(this.t("*"),this.sep(_.AFTER_METHOD_GENERATOR_STAR)):d(),n,this.sep(_.AFTER_METHOD_NAME),this.paren(r,_.PARAMETERS_PAREN_BEFORE,_.PARAMETERS_PAREN_AFTER,_.PARAMETERS_PAREN_EMPTY),this.sep(_.BEFORE_METHOD_BODY),this.brace(i,e,_.METHOD_BRACE_INTIAL,_.METHOD_BRACE_FINAL,_.METHOD_BRACE_EMPTY))}},{key:"reduceModule",value:function(e,t){var n=t.directives,r=t.items;return r.length&&(r[0]=this.parenToAvoidBeingDirective(e.items[0],r[0])),y.apply(void 0,c(n).concat([n.length?this.sep(_.AFTER_MODULE_DIRECTIVES):d()],c(r)))}},{key:"reduceNewExpression",value:function(e,t){var n=this,r=t.callee,i=t.arguments,o=i.map((function(t,r){return n.p(e.arguments[r],u.Precedence.Assignment,t)})),a=(0,u.getPrecedence)(e.callee)===u.Precedence.Call?this.paren(r,_.NEW_CALLEE_PAREN_BEFORE,_.NEW_CALLEE_PAREN_AFTER):this.p(e.callee,(0,u.getPrecedence)(e),r);return y(this.t("new"),this.sep(_.AFTER_NEW),a,0===i.length?this.sep(_.EMPTY_NEW_CALL):y(this.sep(_.BEFORE_NEW_ARGS),this.paren(this.commaSep(o,_.ARGS_BEFORE_COMMA,_.ARGS_AFTER_COMMA),_.NEW_PAREN_BEFORE,_.NEW_PAREN_AFTER,_.NEW_PAREN_EMPTY)))}},{key:"reduceNewTargetExpression",value:function(){return y(this.t("new"),this.sep(_.NEW_TARGET_BEFORE_DOT),this.t("."),this.sep(_.NEW_TARGET_AFTER_DOT),this.t("target"))}},{key:"reduceObjectExpression",value:function(e,t){var n=t.properties,r=this.brace(this.commaSep(n,_.OBJECT_BEFORE_COMMA,_.OBJECT_AFTER_COMMA),e,_.OBJECT_BRACE_INITIAL,_.OBJECT_BRACE_FINAL,_.OBJECT_EMPTY);return r.startsWithCurly=!0,r}},{key:"reduceUpdateExpression",value:function(e,t){var n=t.operand;return e.isPrefix?this.reduceUnaryExpression.apply(this,arguments):(0,a.default)(y(this.p(e.operand,u.Precedence.New,n),this.sep(_.BEFORE_POSTFIX(e.operator)),this.t(e.operator)),{startsWithCurly:n.startsWithCurly,startsWithLetSquareBracket:n.startsWithLetSquareBracket,startsWithFunctionOrClass:n.startsWithFunctionOrClass})}},{key:"reduceUnaryExpression",value:function(e,t){var n=t.operand;return y(this.t(e.operator),this.sep(_.UNARY(e.operator)),this.p(e.operand,(0,u.getPrecedence)(e),n))}},{key:"reduceReturnStatement",value:function(e,t){var n=t.expression;return y(this.t("return"),n?y(this.sep(_.RETURN),n):d(),this.semiOp(),this.sep(_.AFTER_STATEMENT(e)))}},{key:"reduceScript",value:function(e,t){var n=t.directives,r=t.statements;return r.length&&(r[0]=this.parenToAvoidBeingDirective(e.statements[0],r[0])),y.apply(void 0,c(n).concat([n.length?this.sep(_.AFTER_SCRIPT_DIRECTIVES):d()],c(r)))}},{key:"reduceSetter",value:function(e,t){var n=t.name,r=t.param,i=t.body;return y(this.t("set"),this.sep(_.AFTER_SET),n,this.sep(_.BEFORE_SET_PARAMS),this.paren(r,_.SETTER_PARAM_BEFORE,_.SETTER_PARAM_AFTER),this.sep(_.BEFORE_SET_BODY),this.brace(i,e,_.SET_BRACE_INTIIAL,_.SET_BRACE_FINAL,_.SET_BRACE_EMPTY))}},{key:"reduceShorthandProperty",value:function(e,t){return t.name}},{key:"reduceStaticMemberAssignmentTarget",value:function(e,t){var n=t.object,r=y(this.p(e.object,(0,u.getPrecedence)(e),n),this.sep(_.BEFORE_STATIC_MEMBER_ASSIGNMENT_TARGET_DOT),this.t("."),this.sep(_.AFTER_STATIC_MEMBER_ASSIGNMENT_TARGET_DOT),this.t(e.property));return r.startsWithLet=n.startsWithLet,r.startsWithCurly=n.startsWithCurly,r.startsWithLetSquareBracket=n.startsWithLetSquareBracket,r.startsWithFunctionOrClass=n.startsWithFunctionOrClass,r}},{key:"reduceStaticMemberExpression",value:function(e,t){var n=t.object,r=y(this.p(e.object,(0,u.getPrecedence)(e),n),this.sep(_.BEFORE_STATIC_MEMBER_DOT),this.t("."),this.sep(_.AFTER_STATIC_MEMBER_DOT),this.t(e.property));return 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this.createUnexpected(this.lookahead);return this.finishNode(new u.Script({directives:n,statements:r}),e)}},{key:"parseFunctionBody",value:function(){var e=this.inFunctionBody,t=this.module,n=this.strict;this.inFunctionBody=!0,this.module=!1;var r=this.startNode();this.expect(a.TokenType.LBRACE);var i=new u.FunctionBody(this.parseBody());return this.expect(a.TokenType.RBRACE),i=this.finishNode(i,r),this.inFunctionBody=e,this.module=t,this.strict=n,i}},{key:"parseBody",value:function(){for(var e=[],t=[],n=!0,r=null;!this.eof()&&!this.match(a.TokenType.RBRACE);){var i=this.lookahead,o=i.slice.text,s=i.type===a.TokenType.STRING,c=this.module,l=this.getLocation(),f=this.startNode(),h=c?this.parseModuleItem():this.parseStatementListItem();if(n)if(s&&"ExpressionStatement"===h.type&&"LiteralStringExpression"===h.expression.type){!r&&i.octal&&(r=this.createErrorWithLocation(l,"Unexpected legacy octal escape sequence: \\"+i.octal));var p=o.slice(1,-1);"use strict"===p&&(this.strict=!0),e.push(this.finishNode(new u.Directive({rawValue:p}),f))}else{if(n=!1,r&&this.strict)throw r;t.push(h)}else t.push(h)}if(r&&this.strict)throw r;return{directives:e,statements:t}}},{key:"parseImportSpecifier",value:function(){var e=this.startNode(),t=void 0;if(this.matchIdentifier()){if(t=this.parseIdentifier(),!this.eatContextualKeyword("as"))return this.finishNode(new u.ImportSpecifier({name:null,binding:this.finishNode(new u.BindingIdentifier({name:t}),e)}),e)}else this.lookahead.type.klass.isIdentifierName&&(t=this.parseIdentifierName(),this.expectContextualKeyword("as"));return this.finishNode(new u.ImportSpecifier({name:t,binding:this.parseBindingIdentifier()}),e)}},{key:"parseNameSpaceBinding",value:function(){return this.expect(a.TokenType.MUL),this.expectContextualKeyword("as"),this.parseBindingIdentifier()}},{key:"parseNamedImports",value:function(){var e=[];for(this.expect(a.TokenType.LBRACE);!this.eat(a.TokenType.RBRACE);)if(e.push(this.parseImportSpecifier()),!this.eat(a.TokenType.COMMA)){this.expect(a.TokenType.RBRACE);break}return e}},{key:"parseFromClause",value:function(){return this.expectContextualKeyword("from"),this.expect(a.TokenType.STRING).str}},{key:"parseImportDeclaration",value:function(){var e=this.startNode(),t=null,n=void 0;if(this.expect(a.TokenType.IMPORT),this.match(a.TokenType.STRING))return n=this.lex().str,this.consumeSemicolon(),this.finishNode(new u.Import({defaultBinding:null,namedImports:[],moduleSpecifier:n}),e);if(this.matchIdentifier()&&(t=this.parseBindingIdentifier(),!this.eat(a.TokenType.COMMA))){var r=new u.Import({defaultBinding:t,namedImports:[],moduleSpecifier:this.parseFromClause()});return this.consumeSemicolon(),this.finishNode(r,e)}if(this.match(a.TokenType.MUL)){var i=new u.ImportNamespace({defaultBinding:t,namespaceBinding:this.parseNameSpaceBinding(),moduleSpecifier:this.parseFromClause()});return this.consumeSemicolon(),this.finishNode(i,e)}if(this.match(a.TokenType.LBRACE)){var o=new u.Import({defaultBinding:t,namedImports:this.parseNamedImports(),moduleSpecifier:this.parseFromClause()});return this.consumeSemicolon(),this.finishNode(o,e)}throw this.createUnexpected(this.lookahead)}},{key:"parseExportSpecifier",value:function(){var e=this.startNode(),t=this.finishNode({type:"ExportNameOfUnknownType",isIdentifier:this.matchIdentifier(),value:this.parseIdentifierName()},e);if(this.eatContextualKeyword("as")){var n=this.parseIdentifierName();return this.finishNode({name:t,exportedName:n},e)}return this.finishNode({name:t,exportedName:null},e)}},{key:"parseExportClause",value:function(){this.expect(a.TokenType.LBRACE);for(var e=[];!this.eat(a.TokenType.RBRACE);)if(e.push(this.parseExportSpecifier()),!this.eat(a.TokenType.COMMA)){this.expect(a.TokenType.RBRACE);break}return e}},{key:"parseExportDeclaration",value:function(){var e=this,t=this.startNode(),n=void 0;switch(this.expect(a.TokenType.EXPORT),this.lookahead.type){case a.TokenType.MUL:this.lex(),n=new u.ExportAllFrom({moduleSpecifier:this.parseFromClause()}),this.consumeSemicolon();break;case a.TokenType.LBRACE:var r=this.parseExportClause(),o=null;this.matchContextualKeyword("from")?(o=this.parseFromClause(),n=new u.ExportFrom({namedExports:r.map((function(t){return e.copyNode(t,new u.ExportFromSpecifier({name:t.name.value,exportedName:t.exportedName}))})),moduleSpecifier:o})):(r.forEach((function(t){if(!t.name.isIdentifier)throw e.createError(i.ErrorMessages.ILLEGAL_EXPORTED_NAME)})),n=new u.ExportLocals({namedExports:r.map((function(t){return e.copyNode(t,new u.ExportLocalSpecifier({name:e.copyNode(t.name,new u.IdentifierExpression({name:t.name.value})),exportedName:t.exportedName}))}))})),this.consumeSemicolon();break;case a.TokenType.CLASS:n=new u.Export({declaration:this.parseClass({isExpr:!1,inDefault:!1})});break;case a.TokenType.FUNCTION:n=new u.Export({declaration:this.parseFunction({isExpr:!1,inDefault:!1,allowGenerator:!0,isAsync:!1})});break;case a.TokenType.ASYNC:var s=this.startNode();this.lex(),n=new u.Export({declaration:this.parseFunction({isExpr:!1,inDefault:!1,allowGenerator:!0,isAsync:!0,startState:s})});break;case a.TokenType.DEFAULT:switch(this.lex(),this.lookahead.type){case a.TokenType.FUNCTION:n=new u.ExportDefault({body:this.parseFunction({isExpr:!1,inDefault:!0,allowGenerator:!0,isAsync:!1})});break;case a.TokenType.CLASS:n=new u.ExportDefault({body:this.parseClass({isExpr:!1,inDefault:!0})});break;case a.TokenType.ASYNC:var c=this.startNode(),l=this.saveLexerState();if(this.lex(),!this.hasLineTerminatorBeforeNext&&this.match(a.TokenType.FUNCTION)){n=new u.ExportDefault({body:this.parseFunction({isExpr:!1,inDefault:!0,allowGenerator:!1,isAsync:!0,startState:c})});break}this.restoreLexerState(l);default:n=new u.ExportDefault({body:this.parseAssignmentExpression()}),this.consumeSemicolon()}break;case a.TokenType.VAR:case a.TokenType.LET:case a.TokenType.CONST:n=new u.Export({declaration:this.parseVariableDeclaration(!0)}),this.consumeSemicolon();break;default:throw this.createUnexpected(this.lookahead)}return this.finishNode(n,t)}},{key:"parseModuleItem",value:function(){switch(this.lookahead.type){case a.TokenType.IMPORT:return this.parseImportDeclaration();case a.TokenType.EXPORT:return this.parseExportDeclaration();default:return this.parseStatementListItem()}}},{key:"lookaheadLexicalDeclaration",value:function(){if(this.match(a.TokenType.LET)||this.match(a.TokenType.CONST)){var e=this.saveLexerState();if(this.lex(),this.matchIdentifier()||this.match(a.TokenType.LBRACE)||this.match(a.TokenType.LBRACK))return this.restoreLexerState(e),!0;this.restoreLexerState(e)}return!1}},{key:"parseStatementListItem",value:function(){if(this.eof())throw this.createUnexpected(this.lookahead);switch(this.lookahead.type){case a.TokenType.FUNCTION:return this.parseFunction({isExpr:!1,inDefault:!1,allowGenerator:!0,isAsync:!1});case a.TokenType.CLASS:return this.parseClass({isExpr:!1,inDefault:!1});case a.TokenType.ASYNC:var e=this.getLocation(),t=this.saveLexerState();return this.lex(),!this.hasLineTerminatorBeforeNext&&this.match(a.TokenType.FUNCTION)?this.parseFunction({isExpr:!1,inDefault:!1,allowGenerator:!0,isAsync:!0,startState:e}):(this.restoreLexerState(t),this.parseStatement());default:if(this.lookaheadLexicalDeclaration()){var n=this.startNode();return this.finishNode(this.parseVariableDeclarationStatement(),n)}return this.parseStatement()}}},{key:"parseStatement",value:function(){var e=this.startNode(),t=this.isolateCoverGrammar(this.parseStatementHelper);return this.finishNode(t,e)}},{key:"parseStatementHelper",value:function(){if(this.eof())throw this.createUnexpected(this.lookahead);switch(this.lookahead.type){case a.TokenType.SEMICOLON:return this.parseEmptyStatement();case a.TokenType.LBRACE:return this.parseBlockStatement();case a.TokenType.LPAREN:return this.parseExpressionStatement();case a.TokenType.BREAK:return this.parseBreakStatement();case a.TokenType.CONTINUE:return this.parseContinueStatement();case a.TokenType.DEBUGGER:return this.parseDebuggerStatement();case a.TokenType.DO:return this.parseDoWhileStatement();case a.TokenType.FOR:return this.parseForStatement();case a.TokenType.IF:return this.parseIfStatement();case a.TokenType.RETURN:return this.parseReturnStatement();case a.TokenType.SWITCH:return this.parseSwitchStatement();case a.TokenType.THROW:return this.parseThrowStatement();case a.TokenType.TRY:return this.parseTryStatement();case a.TokenType.VAR:return this.parseVariableDeclarationStatement();case a.TokenType.WHILE:return this.parseWhileStatement();case a.TokenType.WITH:return this.parseWithStatement();case a.TokenType.FUNCTION:case a.TokenType.CLASS:throw this.createUnexpected(this.lookahead);default:var e=this.saveLexerState();if(this.eat(a.TokenType.LET)){if(this.match(a.TokenType.LBRACK))throw this.restoreLexerState(e),this.createUnexpected(this.lookahead);this.restoreLexerState(e)}else if(this.eat(a.TokenType.ASYNC)){if(!this.hasLineTerminatorBeforeNext&&this.match(a.TokenType.FUNCTION))throw this.createUnexpected(this.lookahead);this.restoreLexerState(e)}var t=this.parseExpression();if("IdentifierExpression"===t.type&&this.eat(a.TokenType.COLON)){var n=this.match(a.TokenType.FUNCTION)?this.parseFunction({isExpr:!1,inDefault:!1,allowGenerator:!1,isAsync:!1}):this.parseStatement();return new u.LabeledStatement({label:t.name,body:n})}return this.consumeSemicolon(),new u.ExpressionStatement({expression:t})}}},{key:"parseEmptyStatement",value:function(){return this.lex(),new u.EmptyStatement}},{key:"parseBlockStatement",value:function(){return new u.BlockStatement({block:this.parseBlock()})}},{key:"parseExpressionStatement",value:function(){var e=this.parseExpression();return this.consumeSemicolon(),new u.ExpressionStatement({expression:e})}},{key:"parseBreakStatement",value:function(){if(this.lex(),this.eat(a.TokenType.SEMICOLON)||this.hasLineTerminatorBeforeNext)return new u.BreakStatement({label:null});var e=null;return this.matchIdentifier()&&(e=this.parseIdentifier()),this.consumeSemicolon(),new u.BreakStatement({label:e})}},{key:"parseContinueStatement",value:function(){if(this.lex(),this.eat(a.TokenType.SEMICOLON)||this.hasLineTerminatorBeforeNext)return new u.ContinueStatement({label:null});var e=null;return this.matchIdentifier()&&(e=this.parseIdentifier()),this.consumeSemicolon(),new u.ContinueStatement({label:e})}},{key:"parseDebuggerStatement",value:function(){return this.lex(),this.consumeSemicolon(),new u.DebuggerStatement}},{key:"parseDoWhileStatement",value:function(){this.lex();var e=this.parseStatement();this.expect(a.TokenType.WHILE),this.expect(a.TokenType.LPAREN);var t=this.parseExpression();return this.expect(a.TokenType.RPAREN),this.eat(a.TokenType.SEMICOLON),new u.DoWhileStatement({body:e,test:t})}},{key:"parseForStatement",value:function(){this.lex();var e=this.allowAwaitExpression&&this.eat(a.TokenType.AWAIT);this.expect(a.TokenType.LPAREN);var t=null,n=null;if(e&&this.match(a.TokenType.SEMICOLON))throw this.createUnexpected(this.lookahead);if(this.eat(a.TokenType.SEMICOLON))return this.match(a.TokenType.SEMICOLON)||(t=this.parseExpression()),this.expect(a.TokenType.SEMICOLON),this.match(a.TokenType.RPAREN)||(n=this.parseExpression()),new u.ForStatement({init:null,test:t,update:n,body:this.getIteratorStatementEpilogue()});var r=this.match(a.TokenType.LET),o=this.lookaheadLexicalDeclaration(),s=this.startNode();if(this.match(a.TokenType.VAR)||o){var c=this.allowIn;this.allowIn=!1;var l=this.parseVariableDeclaration(!1);if(this.allowIn=c,1===l.declarators.length&&(this.match(a.TokenType.IN)||this.matchContextualKeyword("of"))){var f=void 0,h=l.declarators[0];if(this.match(a.TokenType.IN)){if(e)throw this.createUnexpected(this.lookahead);if(null!==h.init&&(this.strict||"var"!==l.kind||"BindingIdentifier"!==h.binding.type))throw this.createError(i.ErrorMessages.INVALID_VAR_INIT_FOR_IN);f=u.ForInStatement,this.lex(),n=this.parseExpression()}else{if(null!==h.init)throw this.createError(e?i.ErrorMessages.INVALID_VAR_INIT_FOR_AWAIT:i.ErrorMessages.INVALID_VAR_INIT_FOR_OF);f=e?u.ForAwaitStatement:u.ForOfStatement,this.lex(),n=this.parseAssignmentExpression()}return new f({left:l,right:n,body:this.getIteratorStatementEpilogue()})}if(e)throw this.createUnexpected(this.lookahead);if(this.expect(a.TokenType.SEMICOLON),l.declarators.some((function(e){return"BindingIdentifier"!==e.binding.type&&null===e.init})))throw this.createError(i.ErrorMessages.UNINITIALIZED_BINDINGPATTERN_IN_FOR_INIT);return this.match(a.TokenType.SEMICOLON)||(t=this.parseExpression()),this.expect(a.TokenType.SEMICOLON),this.match(a.TokenType.RPAREN)||(n=this.parseExpression()),new u.ForStatement({init:l,test:t,update:n,body:this.getIteratorStatementEpilogue()})}var p=this.allowIn;this.allowIn=!1;var d=this.inheritCoverGrammar(this.parseAssignmentExpressionOrTarget);if(this.allowIn=p,this.isAssignmentTarget&&"AssignmentExpression"!==d.type&&(this.match(a.TokenType.IN)||this.matchContextualKeyword("of"))){if("ObjectAssignmentTarget"!==d.type&&"ArrayAssignmentTarget"!==d.type||(this.firstExprError=null),r&&this.matchContextualKeyword("of"))throw this.createError(e?i.ErrorMessages.INVALID_LHS_IN_FOR_AWAIT:i.ErrorMessages.INVALID_LHS_IN_FOR_OF);var m=void 0;if(this.match(a.TokenType.IN)){if(e)throw this.createUnexpected(this.lookahead);m=u.ForInStatement,this.lex(),n=this.parseExpression()}else m=e?u.ForAwaitStatement:u.ForOfStatement,this.lex(),n=this.parseAssignmentExpression();return new m({left:this.transformDestructuring(d),right:n,body:this.getIteratorStatementEpilogue()})}if(e)throw this.createError(i.ErrorMessages.INVALID_LHS_IN_FOR_AWAIT);if(this.firstExprError)throw this.firstExprError;for(;this.eat(a.TokenType.COMMA);){var v=this.parseAssignmentExpression();d=this.finishNode(new u.BinaryExpression({left:d,operator:",",right:v}),s)}if(this.match(a.TokenType.IN))throw this.createError(i.ErrorMessages.INVALID_LHS_IN_FOR_IN);if(this.matchContextualKeyword("of"))throw this.createError(i.ErrorMessages.INVALID_LHS_IN_FOR_OF);return this.expect(a.TokenType.SEMICOLON),this.match(a.TokenType.SEMICOLON)||(t=this.parseExpression()),this.expect(a.TokenType.SEMICOLON),this.match(a.TokenType.RPAREN)||(n=this.parseExpression()),new u.ForStatement({init:d,test:t,update:n,body:this.getIteratorStatementEpilogue()})}},{key:"getIteratorStatementEpilogue",value:function(){return this.expect(a.TokenType.RPAREN),this.parseStatement()}},{key:"parseIfStatementChild",value:function(){return this.match(a.TokenType.FUNCTION)?this.parseFunction({isExpr:!1,inDefault:!1,allowGenerator:!1,isAsync:!1}):this.parseStatement()}},{key:"parseIfStatement",value:function(){this.lex(),this.expect(a.TokenType.LPAREN);var e=this.parseExpression();this.expect(a.TokenType.RPAREN);var t=this.parseIfStatementChild(),n=null;return this.eat(a.TokenType.ELSE)&&(n=this.parseIfStatementChild()),new u.IfStatement({test:e,consequent:t,alternate:n})}},{key:"parseReturnStatement",value:function(){if(!this.inFunctionBody)throw this.createError(i.ErrorMessages.ILLEGAL_RETURN);if(this.lex(),this.eat(a.TokenType.SEMICOLON)||this.hasLineTerminatorBeforeNext)return new u.ReturnStatement({expression:null});var e=null;return this.match(a.TokenType.RBRACE)||this.eof()||(e=this.parseExpression()),this.consumeSemicolon(),new u.ReturnStatement({expression:e})}},{key:"parseSwitchStatement",value:function(){this.lex(),this.expect(a.TokenType.LPAREN);var e=this.parseExpression();if(this.expect(a.TokenType.RPAREN),this.expect(a.TokenType.LBRACE),this.eat(a.TokenType.RBRACE))return new u.SwitchStatement({discriminant:e,cases:[]});var t=this.parseSwitchCases();if(this.match(a.TokenType.DEFAULT)){var n=this.parseSwitchDefault(),r=this.parseSwitchCases();if(this.match(a.TokenType.DEFAULT))throw this.createError(i.ErrorMessages.MULTIPLE_DEFAULTS_IN_SWITCH);return this.expect(a.TokenType.RBRACE),new u.SwitchStatementWithDefault({discriminant:e,preDefaultCases:t,defaultCase:n,postDefaultCases:r})}return this.expect(a.TokenType.RBRACE),new u.SwitchStatement({discriminant:e,cases:t})}},{key:"parseSwitchCases",value:function(){for(var e=[];!(this.eof()||this.match(a.TokenType.RBRACE)||this.match(a.TokenType.DEFAULT));)e.push(this.parseSwitchCase());return e}},{key:"parseSwitchCase",value:function(){var e=this.startNode();return this.expect(a.TokenType.CASE),this.finishNode(new u.SwitchCase({test:this.parseExpression(),consequent:this.parseSwitchCaseBody()}),e)}},{key:"parseSwitchDefault",value:function(){var e=this.startNode();return this.expect(a.TokenType.DEFAULT),this.finishNode(new u.SwitchDefault({consequent:this.parseSwitchCaseBody()}),e)}},{key:"parseSwitchCaseBody",value:function(){return this.expect(a.TokenType.COLON),this.parseStatementListInSwitchCaseBody()}},{key:"parseStatementListInSwitchCaseBody",value:function(){for(var e=[];!(this.eof()||this.match(a.TokenType.RBRACE)||this.match(a.TokenType.DEFAULT)||this.match(a.TokenType.CASE));)e.push(this.parseStatementListItem());return e}},{key:"parseThrowStatement",value:function(){var e=this.lex();if(this.hasLineTerminatorBeforeNext)throw this.createErrorWithLocation(e,i.ErrorMessages.NEWLINE_AFTER_THROW);var t=this.parseExpression();return this.consumeSemicolon(),new u.ThrowStatement({expression:t})}},{key:"parseTryStatement",value:function(){this.lex();var e=this.parseBlock();if(this.match(a.TokenType.CATCH)){var t=this.parseCatchClause();if(this.eat(a.TokenType.FINALLY)){var n=this.parseBlock();return new u.TryFinallyStatement({body:e,catchClause:t,finalizer:n})}return new u.TryCatchStatement({body:e,catchClause:t})}if(this.eat(a.TokenType.FINALLY)){var r=this.parseBlock();return new u.TryFinallyStatement({body:e,catchClause:null,finalizer:r})}throw this.createError(i.ErrorMessages.NO_CATCH_OR_FINALLY)}},{key:"parseVariableDeclarationStatement",value:function(){var e=this.parseVariableDeclaration(!0);return this.consumeSemicolon(),new u.VariableDeclarationStatement({declaration:e})}},{key:"parseWhileStatement",value:function(){this.lex(),this.expect(a.TokenType.LPAREN);var e=this.parseExpression(),t=this.getIteratorStatementEpilogue();return new u.WhileStatement({test:e,body:t})}},{key:"parseWithStatement",value:function(){this.lex(),this.expect(a.TokenType.LPAREN);var e=this.parseExpression();this.expect(a.TokenType.RPAREN);var t=this.parseStatement();return new u.WithStatement({object:e,body:t})}},{key:"parseCatchClause",value:function(){var e=this.startNode();if(this.lex(),this.expect(a.TokenType.LPAREN),this.match(a.TokenType.RPAREN)||this.match(a.TokenType.LPAREN))throw this.createUnexpected(this.lookahead);var t=this.parseBindingTarget();this.expect(a.TokenType.RPAREN);var n=this.parseBlock();return this.finishNode(new u.CatchClause({binding:t,body:n}),e)}},{key:"parseBlock",value:function(){var e=this.startNode();this.expect(a.TokenType.LBRACE);for(var t=[];!this.match(a.TokenType.RBRACE);)t.push(this.parseStatementListItem());return this.expect(a.TokenType.RBRACE),this.finishNode(new u.Block({statements:t}),e)}},{key:"parseVariableDeclaration",value:function(e){var t=this.startNode(),n=this.lex(),r=n.type===a.TokenType.VAR?"var":n.type===a.TokenType.CONST?"const":"let",i=this.parseVariableDeclaratorList(e);return this.finishNode(new u.VariableDeclaration({kind:r,declarators:i}),t)}},{key:"parseVariableDeclaratorList",value:function(e){var t=[];do{t.push(this.parseVariableDeclarator(e))}while(this.eat(a.TokenType.COMMA));return t}},{key:"parseVariableDeclarator",value:function(e){var t=this.startNode();if(this.match(a.TokenType.LPAREN))throw this.createUnexpected(this.lookahead);var n=this.allowIn;this.allowIn=!0;var r=this.parseBindingTarget();this.allowIn=n,e&&"BindingIdentifier"!==r.type&&!this.match(a.TokenType.ASSIGN)&&this.expect(a.TokenType.ASSIGN);var i=null;return this.eat(a.TokenType.ASSIGN)&&(i=this.parseAssignmentExpression()),this.finishNode(new u.VariableDeclarator({binding:r,init:i}),t)}},{key:"isolateCoverGrammar",value:function(e){var t,n=this.isBindingElement,r=this.isAssignmentTarget,i=this.firstExprError;if(this.isBindingElement=this.isAssignmentTarget=!0,this.firstExprError=null,t=e.call(this),null!==this.firstExprError)throw this.firstExprError;return this.isBindingElement=n,this.isAssignmentTarget=r,this.firstExprError=i,t}},{key:"inheritCoverGrammar",value:function(e){var t,n=this.isBindingElement,r=this.isAssignmentTarget,i=this.firstExprError;return this.isBindingElement=this.isAssignmentTarget=!0,this.firstExprError=null,t=e.call(this),this.isBindingElement=this.isBindingElement&&n,this.isAssignmentTarget=this.isAssignmentTarget&&r,this.firstExprError=i||this.firstExprError,t}},{key:"parseExpression",value:function(){var e=this.startNode(),t=this.parseAssignmentExpression();if(this.match(a.TokenType.COMMA))for(;!this.eof()&&this.match(a.TokenType.COMMA);){this.lex();var n=this.parseAssignmentExpression();t=this.finishNode(new u.BinaryExpression({left:t,operator:",",right:n}),e)}return t}},{key:"finishArrowParams",value:function(e){var t=e.params,n=void 0===t?null:t,r=e.rest,i=void 0===r?null:r;if(e.type!==l){if("IdentifierExpression"!==e.type)throw this.createUnexpected(this.lookahead);n=[this.targetToBinding(this.transformDestructuring(e))]}return this.copyNode(e,new u.FormalParameters({items:n,rest:i}))}},{key:"parseArrowExpressionTail",value:function(e,t,n){this.expect(a.TokenType.ARROW);var r=this.allowYieldExpression,i=this.allowAwaitExpression,o=this.firstAwaitLocation;this.allowYieldExpression=!1,this.allowAwaitExpression=t,this.firstAwaitLocation=null;var s=void 0;if(this.match(a.TokenType.LBRACE)){var c=this.allowIn;this.allowIn=!0,s=this.parseFunctionBody(),this.allowIn=c}else s=this.parseAssignmentExpression();return this.allowYieldExpression=r,this.allowAwaitExpression=i,this.firstAwaitLocation=o,this.finishNode(new u.ArrowExpression({isAsync:t,params:e,body:s}),n)}},{key:"parseAssignmentExpression",value:function(){return this.isolateCoverGrammar(this.parseAssignmentExpressionOrTarget)}},{key:"parseAssignmentExpressionOrTarget",value:function(){var e=this.startNode();if(this.allowYieldExpression&&this.match(a.TokenType.YIELD))return this.isBindingElement=this.isAssignmentTarget=!1,this.parseYieldExpression();var t=this.parseConditionalExpression();if(!this.hasLineTerminatorBeforeNext&&this.match(a.TokenType.ARROW)){this.isBindingElement=this.isAssignmentTarget=!1,this.firstExprError=null;var n=t.type===l&&t.isAsync;return this.parseArrowExpressionTail(this.finishArrowParams(t),n,e)}var r=!1,o=this.lookahead;switch(o.type){case a.TokenType.ASSIGN_BIT_OR:case a.TokenType.ASSIGN_BIT_XOR:case a.TokenType.ASSIGN_BIT_AND:case a.TokenType.ASSIGN_SHL:case a.TokenType.ASSIGN_SHR:case a.TokenType.ASSIGN_SHR_UNSIGNED:case a.TokenType.ASSIGN_ADD:case a.TokenType.ASSIGN_SUB:case a.TokenType.ASSIGN_MUL:case a.TokenType.ASSIGN_DIV:case a.TokenType.ASSIGN_MOD:case a.TokenType.ASSIGN_EXP:r=!0}if(r){if(!this.isAssignmentTarget||!y(t))throw this.createError(i.ErrorMessages.INVALID_LHS_IN_ASSIGNMENT);t=this.transformDestructuring(t)}else{if(o.type!==a.TokenType.ASSIGN)return t;if(!this.isAssignmentTarget)throw this.createError(i.ErrorMessages.INVALID_LHS_IN_ASSIGNMENT);t=this.transformDestructuring(t)}this.lex();var s=this.parseAssignmentExpression();this.firstExprError=null;var c=void 0;return o.type===a.TokenType.ASSIGN?c=new u.AssignmentExpression({binding:t,expression:s}):(c=new u.CompoundAssignmentExpression({binding:t,operator:o.type.name,expression:s}),this.isBindingElement=this.isAssignmentTarget=!1),this.finishNode(c,e)}},{key:"targetToBinding",value:function(e){var t=this;if(null===e)return null;switch(e.type){case"AssignmentTargetIdentifier":return this.copyNode(e,new u.BindingIdentifier({name:e.name}));case"ArrayAssignmentTarget":return this.copyNode(e,new u.ArrayBinding({elements:e.elements.map((function(e){return t.targetToBinding(e)})),rest:this.targetToBinding(e.rest)}));case"ObjectAssignmentTarget":return this.copyNode(e,new u.ObjectBinding({properties:e.properties.map((function(e){return t.targetToBinding(e)})),rest:this.targetToBinding(e.rest)}));case"AssignmentTargetPropertyIdentifier":return this.copyNode(e,new u.BindingPropertyIdentifier({binding:this.targetToBinding(e.binding),init:e.init}));case"AssignmentTargetPropertyProperty":return this.copyNode(e,new u.BindingPropertyProperty({name:e.name,binding:this.targetToBinding(e.binding)}));case"AssignmentTargetWithDefault":return this.copyNode(e,new u.BindingWithDefault({binding:this.targetToBinding(e.binding),init:e.init}))}throw new Error("Not reached")}},{key:"transformDestructuring",value:function(e){var t=this;switch(e.type){case"DataProperty":return this.copyNode(e,new u.AssignmentTargetPropertyProperty({name:e.name,binding:this.transformDestructuringWithDefault(e.expression)}));case"ShorthandProperty":return this.copyNode(e,new u.AssignmentTargetPropertyIdentifier({binding:this.copyNode(e,new u.AssignmentTargetIdentifier({name:e.name.name})),init:null}));case"ObjectExpression":var n=e.properties.length>0?e.properties[e.properties.length-1]:void 0;return null!=n&&"SpreadProperty"===n.type?this.copyNode(e,new u.ObjectAssignmentTarget({properties:e.properties.slice(0,-1).map((function(e){return e&&t.transformDestructuringWithDefault(e)})),rest:this.transformDestructuring(n.expression)})):this.copyNode(e,new u.ObjectAssignmentTarget({properties:e.properties.map((function(e){return e&&t.transformDestructuringWithDefault(e)})),rest:null}));case"ArrayExpression":var r=e.elements[e.elements.length-1];return null!=r&&"SpreadElement"===r.type?this.copyNode(e,new u.ArrayAssignmentTarget({elements:e.elements.slice(0,-1).map((function(e){return e&&t.transformDestructuringWithDefault(e)})),rest:this.copyNode(r.expression,this.transformDestructuring(r.expression))})):this.copyNode(e,new u.ArrayAssignmentTarget({elements:e.elements.map((function(e){return e&&t.transformDestructuringWithDefault(e)})),rest:null}));case"IdentifierExpression":return this.copyNode(e,new u.AssignmentTargetIdentifier({name:e.name}));case"StaticPropertyName":return this.copyNode(e,new u.AssignmentTargetIdentifier({name:e.value}));case"ComputedMemberExpression":return this.copyNode(e,new u.ComputedMemberAssignmentTarget({object:e.object,expression:e.expression}));case"StaticMemberExpression":return this.copyNode(e,new u.StaticMemberAssignmentTarget({object:e.object,property:e.property}));case"ArrayAssignmentTarget":case"ObjectAssignmentTarget":case"ComputedMemberAssignmentTarget":case"StaticMemberAssignmentTarget":case"AssignmentTargetIdentifier":case"AssignmentTargetPropertyIdentifier":case"AssignmentTargetPropertyProperty":case"AssignmentTargetWithDefault":return e}throw new Error("Not reached")}},{key:"transformDestructuringWithDefault",value:function(e){return"AssignmentExpression"===e.type?this.copyNode(e,new u.AssignmentTargetWithDefault({binding:this.transformDestructuring(e.binding),init:e.expression})):this.transformDestructuring(e)}},{key:"lookaheadAssignmentExpression",value:function(){if(this.matchIdentifier())return!0;switch(this.lookahead.type){case a.TokenType.ADD:case a.TokenType.ASSIGN_DIV:case a.TokenType.BIT_NOT:case a.TokenType.CLASS:case a.TokenType.DEC:case a.TokenType.DELETE:case a.TokenType.DIV:case a.TokenType.FALSE:case a.TokenType.FUNCTION:case a.TokenType.INC:case a.TokenType.LBRACE:case a.TokenType.LBRACK:case a.TokenType.LPAREN:case a.TokenType.NEW:case a.TokenType.NOT:case a.TokenType.NULL:case a.TokenType.NUMBER:case a.TokenType.STRING:case a.TokenType.SUB:case a.TokenType.SUPER:case a.TokenType.THIS:case a.TokenType.TRUE:case a.TokenType.TYPEOF:case a.TokenType.VOID:case a.TokenType.TEMPLATE:return!0}return!1}},{key:"parseYieldExpression",value:function(){var e=this.startNode();if(this.lex(),this.hasLineTerminatorBeforeNext)return this.finishNode(new u.YieldExpression({expression:null}),e);var t=!!this.eat(a.TokenType.MUL),n=null;(t||this.lookaheadAssignmentExpression())&&(n=this.parseAssignmentExpression());var r=t?u.YieldGeneratorExpression:u.YieldExpression;return this.finishNode(new r({expression:n}),e)}},{key:"parseConditionalExpression",value:function(){var e=this.startNode(),t=this.parseBinaryExpression();if(this.firstExprError)return t;if(this.eat(a.TokenType.CONDITIONAL)){this.isBindingElement=this.isAssignmentTarget=!1;var n=this.allowIn;this.allowIn=!0;var r=this.isolateCoverGrammar(this.parseAssignmentExpression);this.allowIn=n,this.expect(a.TokenType.COLON);var i=this.isolateCoverGrammar(this.parseAssignmentExpression);return this.finishNode(new u.ConditionalExpression({test:t,consequent:r,alternate:i}),e)}return t}},{key:"isBinaryOperator",value:function(e){switch(e){case a.TokenType.OR:case a.TokenType.AND:case a.TokenType.BIT_OR:case a.TokenType.BIT_XOR:case a.TokenType.BIT_AND:case a.TokenType.EQ:case a.TokenType.NE:case a.TokenType.EQ_STRICT:case a.TokenType.NE_STRICT:case a.TokenType.LT:case a.TokenType.GT:case a.TokenType.LTE:case a.TokenType.GTE:case a.TokenType.INSTANCEOF:case a.TokenType.SHL:case a.TokenType.SHR:case a.TokenType.SHR_UNSIGNED:case a.TokenType.ADD:case a.TokenType.SUB:case a.TokenType.MUL:case a.TokenType.DIV:case a.TokenType.MOD:return!0;case a.TokenType.IN:return this.allowIn;default:return!1}}},{key:"parseBinaryExpression",value:function(){var e=this,t=this.startNode(),n=this.parseExponentiationExpression();if(this.firstExprError)return n;var r=this.lookahead.type;if(!this.isBinaryOperator(r))return n;this.isBindingElement=this.isAssignmentTarget=!1,this.lex();var i=[];i.push({startState:t,left:n,operator:r,precedence:v[r.name]}),t=this.startNode();var o=this.isolateCoverGrammar(this.parseExponentiationExpression);for(r=this.lookahead.type;this.isBinaryOperator(r);){for(var a=v[r.name];i.length&&a<=i[i.length-1].precedence;){var s=i[i.length-1],c=s.operator;n=s.left,i.pop(),t=s.startState,o=this.finishNode(new u.BinaryExpression({left:n,operator:c.name,right:o}),t)}this.lex(),i.push({startState:t,left:o,operator:r,precedence:a}),t=this.startNode(),o=this.isolateCoverGrammar(this.parseExponentiationExpression),r=this.lookahead.type}return i.reduceRight((function(t,n){return e.finishNode(new u.BinaryExpression({left:n.left,operator:n.operator.name,right:t}),n.startState)}),o)}},{key:"parseExponentiationExpression",value:function(){var e=this.startNode(),t=this.lookahead.type===a.TokenType.LPAREN,n=this.parseUnaryExpression();if(this.lookahead.type!==a.TokenType.EXP)return n;if("UnaryExpression"===n.type&&!t)throw this.createError(i.ErrorMessages.INVALID_EXPONENTIATION_LHS);this.lex(),this.isBindingElement=this.isAssignmentTarget=!1;var r=this.isolateCoverGrammar(this.parseExponentiationExpression);return this.finishNode(new u.BinaryExpression({left:n,operator:"**",right:r}),e)}},{key:"parseUnaryExpression",value:function(){if(this.lookahead.type.klass!==a.TokenClass.Punctuator&&this.lookahead.type.klass!==a.TokenClass.Keyword)return this.parseUpdateExpression();var e=this.startNode();if(this.allowAwaitExpression&&this.eat(a.TokenType.AWAIT)){this.isBindingElement=this.isAssignmentTarget=!1;var t=this.isolateCoverGrammar(this.parseUnaryExpression);return this.finishNode(new u.AwaitExpression({expression:t}),e)}var n=this.lookahead;if(!function(e){switch(e.type){case a.TokenType.INC:case a.TokenType.DEC:case a.TokenType.ADD:case a.TokenType.SUB:case a.TokenType.BIT_NOT:case a.TokenType.NOT:case a.TokenType.DELETE:case a.TokenType.VOID:case a.TokenType.TYPEOF:return!0}return!1}(n))return this.parseUpdateExpression();this.lex(),this.isBindingElement=this.isAssignmentTarget=!1;var r=void 0;if(g(n)){var o=this.getLocation(),s=this.isolateCoverGrammar(this.parseUnaryExpression);if(!y(s))throw this.createErrorWithLocation(o,i.ErrorMessages.INVALID_UPDATE_OPERAND);s=this.transformDestructuring(s),r=new u.UpdateExpression({isPrefix:!0,operator:n.value,operand:s})}else{var c=this.isolateCoverGrammar(this.parseUnaryExpression);r=new u.UnaryExpression({operator:n.value,operand:c})}return this.finishNode(r,e)}},{key:"parseUpdateExpression",value:function(){var e=this.getLocation(),t=this.startNode(),n=this.parseLeftHandSideExpression({allowCall:!0});if(this.firstExprError||this.hasLineTerminatorBeforeNext)return n;var r=this.lookahead;if(!g(r))return n;if(this.lex(),this.isBindingElement=this.isAssignmentTarget=!1,!y(n))throw this.createErrorWithLocation(e,i.ErrorMessages.INVALID_UPDATE_OPERAND);return n=this.transformDestructuring(n),this.finishNode(new u.UpdateExpression({isPrefix:!1,operator:r.value,operand:n}),t)}},{key:"parseLeftHandSideExpression",value:function(e){var t=this,n=e.allowCall,r=this.startNode(),o=this.allowIn;this.allowIn=!0;var s=void 0,c=this.lookahead;if(this.eat(a.TokenType.SUPER))if(this.isBindingElement=!1,this.isAssignmentTarget=!1,s=this.finishNode(new u.Super,r),this.match(a.TokenType.LPAREN)){if(!n)throw this.createUnexpected(c);s=this.finishNode(new u.CallExpression({callee:s,arguments:this.parseArgumentList().args}),r)}else if(this.match(a.TokenType.LBRACK))s=this.finishNode(new u.ComputedMemberExpression({object:s,expression:this.parseComputedMember()}),r),this.isAssignmentTarget=!0;else{if(!this.match(a.TokenType.PERIOD))throw this.createUnexpected(c);s=this.finishNode(new u.StaticMemberExpression({object:s,property:this.parseStaticMember()}),r),this.isAssignmentTarget=!0}else if(this.match(a.TokenType.NEW))this.isBindingElement=this.isAssignmentTarget=!1,s=this.parseNewExpression();else if(this.match(a.TokenType.ASYNC)){if("IdentifierExpression"===(s=this.parsePrimaryExpression()).type&&n&&!this.hasLineTerminatorBeforeNext){if(this.matchIdentifier()){var f=this.startNode(),h=this.allowAwaitExpression;this.allowAwaitExpression=!0;var p=this.parseBindingIdentifier();return this.allowAwaitExpression=h,this.ensureArrow(),this.finishNode({type:l,params:[p],rest:null,isAsync:!0},f)}if(this.match(a.TokenType.LPAREN)){var d=this.startNode(),m=this.firstAwaitLocation;this.firstAwaitLocation=null;var v=this.parseArgumentList(),y=v.args,g=v.locationFollowingFirstSpread;if(this.isBindingElement&&!this.hasLineTerminatorBeforeNext&&this.match(a.TokenType.ARROW)){if(null!==g)throw this.createErrorWithLocation(g,i.ErrorMessages.UNEXPECTED_TOKEN(","));if(null!==this.firstAwaitLocation)throw this.createErrorWithLocation(this.firstAwaitLocation,i.ErrorMessages.NO_AWAIT_IN_ASYNC_PARAMS);var _=null;if(y.length>0&&"SpreadElement"===y[y.length-1].type){if(null!=(_=this.targetToBinding(this.transformDestructuringWithDefault(y[y.length-1].expression))).init)throw this.createError(i.ErrorMessages.UNEXPECTED_REST_PARAMETERS_INITIALIZATION);y=y.slice(0,-1)}var E=y.map((function(e){return t.targetToBinding(t.transformDestructuringWithDefault(e))}));return this.finishNode({type:l,params:E,rest:_,isAsync:!0},d)}this.firstAwaitLocation=m||this.firstAwaitLocation,this.isBindingElement=this.isAssignmentTarget=!1,s=this.finishNode(new u.CallExpression({callee:s,arguments:y}),r)}}}else if(s=this.parsePrimaryExpression(),this.firstExprError)return s;for(;;)if(n&&this.match(a.TokenType.LPAREN))this.isBindingElement=this.isAssignmentTarget=!1,s=this.finishNode(new u.CallExpression({callee:s,arguments:this.parseArgumentList().args}),r);else if(this.match(a.TokenType.LBRACK))this.isBindingElement=!1,this.isAssignmentTarget=!0,s=this.finishNode(new u.ComputedMemberExpression({object:s,expression:this.parseComputedMember()}),r);else if(this.match(a.TokenType.PERIOD))this.isBindingElement=!1,this.isAssignmentTarget=!0,s=this.finishNode(new u.StaticMemberExpression({object:s,property:this.parseStaticMember()}),r);else{if(!this.match(a.TokenType.TEMPLATE))break;this.isBindingElement=this.isAssignmentTarget=!1,s=this.finishNode(new u.TemplateExpression({tag:s,elements:this.parseTemplateElements()}),r)}return this.allowIn=o,s}},{key:"parseTemplateElements",value:function(){var e=this.startNode(),t=this.lookahead;if(t.tail)return this.lex(),[this.finishNode(new u.TemplateElement({rawValue:t.slice.text.slice(1,-1)}),e)];for(var n=[this.finishNode(new u.TemplateElement({rawValue:this.lex().slice.text.slice(1,-2)}),e)];;){if(n.push(this.parseExpression()),!this.match(a.TokenType.RBRACE))throw this.createILLEGAL();if(this.index=this.startIndex,this.line=this.startLine,this.lineStart=this.startLineStart,this.lookahead=this.scanTemplateElement(),e=this.startNode(),(t=this.lex()).tail)return n.push(this.finishNode(new u.TemplateElement({rawValue:t.slice.text.slice(1,-1)}),e)),n;n.push(this.finishNode(new u.TemplateElement({rawValue:t.slice.text.slice(1,-2)}),e))}}},{key:"parseStaticMember",value:function(){if(this.lex(),this.lookahead.type.klass.isIdentifierName)return this.lex().value;throw this.createUnexpected(this.lookahead)}},{key:"parseComputedMember",value:function(){this.lex();var e=this.parseExpression();return this.expect(a.TokenType.RBRACK),e}},{key:"parseNewExpression",value:function(){var e=this,t=this.startNode();if(this.lex(),this.eat(a.TokenType.PERIOD))return this.expectContextualKeyword("target"),this.finishNode(new u.NewTargetExpression,t);var n=this.isolateCoverGrammar((function(){return e.parseLeftHandSideExpression({allowCall:!1})}));return this.finishNode(new u.NewExpression({callee:n,arguments:this.match(a.TokenType.LPAREN)?this.parseArgumentList().args:[]}),t)}},{key:"parseRegexFlags",value:function(e){for(var t=!1,n=!1,r=!1,i=!1,o=!1,a=!1,s=0;s<e.length;++s){var u=e[s];switch(u){case"g":if(t)throw this.createError("Duplicate regular expression flag 'g'");t=!0;break;case"i":if(n)throw this.createError("Duplicate regular expression flag 'i'");n=!0;break;case"m":if(r)throw this.createError("Duplicate regular expression flag 'm'");r=!0;break;case"u":if(i)throw this.createError("Duplicate regular expression flag 'u'");i=!0;break;case"y":if(o)throw this.createError("Duplicate regular expression flag 'y'");o=!0;break;case"s":if(a)throw this.createError("Duplicate regular expression flag 's'");a=!0;break;default:throw this.createError("Invalid regular expression flag '"+u+"'")}}return{global:t,ignoreCase:n,multiLine:r,unicode:i,sticky:o,dotAll:a}}},{key:"parsePrimaryExpression",value:function(){if(this.match(a.TokenType.LPAREN))return this.parseGroupExpression();var e=this.startNode();if(this.eat(a.TokenType.ASYNC))return!this.hasLineTerminatorBeforeNext&&this.match(a.TokenType.FUNCTION)?(this.isBindingElement=this.isAssignmentTarget=!1,this.finishNode(this.parseFunction({isExpr:!0,inDefault:!1,allowGenerator:!0,isAsync:!0}),e)):this.finishNode(new u.IdentifierExpression({name:"async"}),e);if(this.matchIdentifier())return this.finishNode(new u.IdentifierExpression({name:this.parseIdentifier()}),e);switch(this.lookahead.type){case a.TokenType.STRING:return this.isBindingElement=this.isAssignmentTarget=!1,this.parseStringLiteral();case a.TokenType.NUMBER:return this.isBindingElement=this.isAssignmentTarget=!1,this.parseNumericLiteral();case a.TokenType.THIS:return this.lex(),this.isBindingElement=this.isAssignmentTarget=!1,this.finishNode(new u.ThisExpression,e);case a.TokenType.FUNCTION:return this.isBindingElement=this.isAssignmentTarget=!1,this.finishNode(this.parseFunction({isExpr:!0,inDefault:!1,allowGenerator:!0,isAsync:!1}),e);case a.TokenType.TRUE:return this.lex(),this.isBindingElement=this.isAssignmentTarget=!1,this.finishNode(new u.LiteralBooleanExpression({value:!0}),e);case a.TokenType.FALSE:return this.lex(),this.isBindingElement=this.isAssignmentTarget=!1,this.finishNode(new u.LiteralBooleanExpression({value:!1}),e);case a.TokenType.NULL:return this.lex(),this.isBindingElement=this.isAssignmentTarget=!1,this.finishNode(new u.LiteralNullExpression,e);case a.TokenType.LBRACK:return this.parseArrayExpression();case a.TokenType.LBRACE:return this.parseObjectExpression();case a.TokenType.TEMPLATE:return this.isBindingElement=this.isAssignmentTarget=!1,this.finishNode(new u.TemplateExpression({tag:null,elements:this.parseTemplateElements()}),e);case a.TokenType.DIV:case a.TokenType.ASSIGN_DIV:this.isBindingElement=this.isAssignmentTarget=!1,this.lookahead=this.scanRegExp(this.match(a.TokenType.DIV)?"/":"/=");var t=this.lex(),n=t.value.lastIndexOf("/"),r=t.value.slice(1,n),s=t.value.slice(n+1),c=this.parseRegexFlags(s);if(!(0,o.default)(r,c))throw this.createError(i.ErrorMessages.INVALID_REGEX);return c.pattern=r,this.finishNode(new u.LiteralRegExpExpression(c),e);case a.TokenType.CLASS:return this.isBindingElement=this.isAssignmentTarget=!1,this.parseClass({isExpr:!0,inDefault:!1});default:throw this.createUnexpected(this.lookahead)}}},{key:"parseNumericLiteral",value:function(){var e=this.getLocation(),t=this.startNode(),n=this.lex();if(n.octal&&this.strict)throw n.noctal?this.createErrorWithLocation(e,"Unexpected noctal integer literal"):this.createErrorWithLocation(e,"Unexpected legacy octal integer literal");var r=n.value===1/0?new u.LiteralInfinityExpression:new u.LiteralNumericExpression({value:n.value});return this.finishNode(r,t)}},{key:"parseStringLiteral",value:function(){var e=this.getLocation(),t=this.startNode(),n=this.lex();if(null!=n.octal&&this.strict)throw this.createErrorWithLocation(e,"Unexpected legacy octal escape sequence: \\"+n.octal);return this.finishNode(new u.LiteralStringExpression({value:n.str}),t)}},{key:"parseIdentifierName",value:function(){if(this.lookahead.type.klass.isIdentifierName)return this.lex().value;throw this.createUnexpected(this.lookahead)}},{key:"parseBindingIdentifier",value:function(){var e=this.startNode();return this.finishNode(new u.BindingIdentifier({name:this.parseIdentifier()}),e)}},{key:"parseIdentifier",value:function(){if("yield"===this.lookahead.value&&this.allowYieldExpression)throw this.createError(i.ErrorMessages.ILLEGAL_YIELD_IDENTIFIER);if("await"===this.lookahead.value&&this.allowAwaitExpression)throw this.createError(i.ErrorMessages.ILLEGAL_AWAIT_IDENTIFIER);if(this.matchIdentifier())return this.lex().value;throw this.createUnexpected(this.lookahead)}},{key:"parseArgumentList",value:function(){this.lex();var e=this.parseArguments();return this.expect(a.TokenType.RPAREN),e}},{key:"parseArguments",value:function(){for(var e=[],t=null;!this.match(a.TokenType.RPAREN);){var n=void 0,r=this.startNode();if(this.eat(a.TokenType.ELLIPSIS)){if(n=this.finishNode(new u.SpreadElement({expression:this.inheritCoverGrammar(this.parseAssignmentExpressionOrTarget)}),r),null===t){if(e.push(n),this.match(a.TokenType.RPAREN))break;t=this.getLocation(),this.expect(a.TokenType.COMMA);continue}}else n=this.inheritCoverGrammar(this.parseAssignmentExpressionOrTarget);if(e.push(n),this.match(a.TokenType.RPAREN))break;this.expect(a.TokenType.COMMA)}return{args:e,locationFollowingFirstSpread:t}}},{key:"ensureArrow",value:function(){if(this.hasLineTerminatorBeforeNext)throw this.createError(i.ErrorMessages.UNEXPECTED_LINE_TERMINATOR);this.match(a.TokenType.ARROW)||this.expect(a.TokenType.ARROW)}},{key:"parseGroupExpression",value:function(){var e=null,t=this.startNode(),n=this.expect(a.TokenType.LPAREN),r=this.startNode();if(this.match(a.TokenType.RPAREN)){this.lex();var o=this.finishNode({type:l,params:[],rest:null,isAsync:!1},t);return this.ensureArrow(),this.isBindingElement=this.isAssignmentTarget=!1,o}if(this.eat(a.TokenType.ELLIPSIS)){if(e=this.parseBindingTarget(),this.match(a.TokenType.ASSIGN))throw this.createError(i.ErrorMessages.INVALID_REST_PARAMETERS_INITIALIZATION);if(this.match(a.TokenType.COMMA))throw this.createError(i.ErrorMessages.INVALID_LAST_REST_PARAMETER);this.expect(a.TokenType.RPAREN);var s=this.finishNode({type:l,params:[],rest:e,isAsync:!1},t);return this.ensureArrow(),this.isBindingElement=this.isAssignmentTarget=!1,s}for(var c=this.inheritCoverGrammar(this.parseAssignmentExpressionOrTarget),f=this.isBindingElement?[this.targetToBinding(this.transformDestructuringWithDefault(c))]:null;this.eat(a.TokenType.COMMA);){if(this.match(a.TokenType.RPAREN)){if(!this.isBindingElement)throw this.createUnexpected(this.lookahead);this.firstExprError=this.firstExprError||this.createUnexpected(this.lookahead),c=null;break}if(this.isAssignmentTarget=!1,this.match(a.TokenType.ELLIPSIS)){if(!this.isBindingElement)throw this.createUnexpected(this.lookahead);if(this.lex(),e=this.parseBindingTarget(),this.match(a.TokenType.ASSIGN))throw this.createError(i.ErrorMessages.INVALID_REST_PARAMETERS_INITIALIZATION);if(this.match(a.TokenType.COMMA))throw this.createError(i.ErrorMessages.INVALID_LAST_REST_PARAMETER);break}if(c){var h=this.inheritCoverGrammar(this.parseAssignmentExpressionOrTarget);this.isBindingElement?f.push(this.targetToBinding(this.transformDestructuringWithDefault(h))):f=null,c=this.firstExprError?null:this.finishNode(new u.BinaryExpression({left:c,operator:",",right:h}),r)}else{var p=this.parseBindingElement();f.push(p)}}if(this.expect(a.TokenType.RPAREN),!this.hasLineTerminatorBeforeNext&&this.match(a.TokenType.ARROW)){if(!this.isBindingElement)throw this.createErrorWithLocation(n,i.ErrorMessages.ILLEGAL_ARROW_FUNCTION_PARAMS);return this.isBindingElement=!1,this.finishNode({type:l,params:f,rest:e,isAsync:!1},t)}return e&&this.ensureArrow(),this.isBindingElement=!1,y(c)||(this.isAssignmentTarget=!1),c}},{key:"parseArrayExpression",value:function(){var e=this,t=this.getLocation(),n=this.startNode();this.lex();for(var r=[],o=null;!this.match(a.TokenType.RBRACK);)if(this.eat(a.TokenType.COMMA))r.push(null);else{var s=this.startNode(),c=void 0;if(this.eat(a.TokenType.ELLIPSIS)){if(c=this.inheritCoverGrammar(this.parseAssignmentExpressionOrTarget),!this.isAssignmentTarget&&this.firstExprError)throw this.firstExprError;if("ArrayAssignmentTarget"===c.type||"ObjectAssignmentTarget"===c.type){o=c;break}"ArrayExpression"===c.type||"ObjectExpression"===c.type||y(c)||(this.isBindingElement=this.isAssignmentTarget=!1),c=this.finishNode(new u.SpreadElement({expression:c}),s),this.match(a.TokenType.RBRACK)||(this.isBindingElement=this.isAssignmentTarget=!1)}else if(c=this.inheritCoverGrammar(this.parseAssignmentExpressionOrTarget),!this.isAssignmentTarget&&this.firstExprError)throw this.firstExprError;r.push(c),this.match(a.TokenType.RBRACK)||this.expect(a.TokenType.COMMA)}if(o&&this.match(a.TokenType.COMMA))throw this.createErrorWithLocation(t,i.ErrorMessages.UNEXPECTED_COMMA_AFTER_REST);if(this.expect(a.TokenType.RBRACK),o)return this.finishNode(new u.ArrayAssignmentTarget({elements:r.map((function(t){return t&&e.transformDestructuringWithDefault(t)})),rest:o}),n);if(this.firstExprError){var l=r[r.length-1];return null!=l&&"SpreadElement"===l.type?this.finishNode(new u.ArrayAssignmentTarget({elements:r.slice(0,-1).map((function(t){return t&&e.transformDestructuringWithDefault(t)})),rest:this.transformDestructuring(l.expression)}),n):this.finishNode(new u.ArrayAssignmentTarget({elements:r.map((function(t){return t&&e.transformDestructuringWithDefault(t)})),rest:null}),n)}return this.finishNode(new u.ArrayExpression({elements:r}),n)}},{key:"parseObjectExpression",value:function(){var e=this,t=this.startNode();this.lex();for(var n=[];!this.match(a.TokenType.RBRACE);){var r=!1;if(this.match(a.TokenType.ELLIPSIS)){r=!0;var o=this.parseSpreadPropertyDefinition();n.push(o)}else{var s=this.inheritCoverGrammar(this.parsePropertyDefinition);n.push(s)}this.match(a.TokenType.RBRACE)||(this.expect(a.TokenType.COMMA),r&&(this.isBindingElement=this.isAssignmentTarget=!1))}if(this.expect(a.TokenType.RBRACE),this.firstExprError){if(!this.isAssignmentTarget)throw this.createError(i.ErrorMessages.INVALID_LHS_IN_BINDING);var c=n[n.length-1];return null!=c&&"SpreadProperty"===c.type?this.finishNode(new u.ObjectAssignmentTarget({properties:n.slice(0,-1).map((function(t){return e.transformDestructuringWithDefault(t)})),rest:this.transformDestructuring(c.expression)}),t):this.finishNode(new u.ObjectAssignmentTarget({properties:n.map((function(t){return e.transformDestructuringWithDefault(t)})),rest:null}),t)}return this.finishNode(new u.ObjectExpression({properties:n}),t)}},{key:"parseSpreadPropertyDefinition",value:function(){var e=this.startNode();this.expect(a.TokenType.ELLIPSIS);var t=this.parseAssignmentExpression();return y(t)?"IdentifierExpression"!==t.type&&(this.isBindingElement=!1):this.isBindingElement=this.isAssignmentTarget=!1,this.finishNode(new u.SpreadProperty({expression:t}),e)}},{key:"parsePropertyDefinition",value:function(){var e=this.getLocation(),t=this.startNode(),n=this.lookahead,r=this.parseMethodDefinition(),o=r.methodOrKey;switch(r.kind){case"method":return this.isBindingElement=this.isAssignmentTarget=!1,o;case"identifier":if("await"===n.value&&null==this.firstAwaitLocation&&(this.firstAwaitLocation=this.getLocation()),this.eat(a.TokenType.ASSIGN)){if(this.allowYieldExpression&&"yield"===n.value)throw this.createError(i.ErrorMessages.ILLEGAL_YIELD_IDENTIFIER);if(this.allowAwaitExpression&&"await"===n.value)throw this.createError(i.ErrorMessages.ILLEGAL_AWAIT_IDENTIFIER);var s=this.isolateCoverGrammar(this.parseAssignmentExpression);return this.firstExprError=this.createErrorWithLocation(e,i.ErrorMessages.ILLEGAL_PROPERTY),this.finishNode(new u.AssignmentTargetPropertyIdentifier({binding:this.transformDestructuring(o),init:s}),t)}if(!this.match(a.TokenType.COLON)){if(this.allowYieldExpression&&"yield"===n.value)throw this.createError(i.ErrorMessages.ILLEGAL_YIELD_IDENTIFIER);if(this.allowAwaitExpression&&"await"===n.value)throw this.createError(i.ErrorMessages.ILLEGAL_AWAIT_IDENTIFIER);if(n.type===a.TokenType.IDENTIFIER||"let"===n.value||"yield"===n.value||"async"===n.value||"await"===n.value)return this.finishNode(new u.ShorthandProperty({name:this.finishNode(new u.IdentifierExpression({name:o.value}),t)}),t);throw this.createUnexpected(n)}}this.expect(a.TokenType.COLON);var c=this.inheritCoverGrammar(this.parseAssignmentExpressionOrTarget);return this.firstExprError?this.finishNode(new u.AssignmentTargetPropertyProperty({name:o,binding:c}),t):this.finishNode(new u.DataProperty({name:o,expression:c}),t)}},{key:"parsePropertyName",value:function(){var e=this.lookahead,t=this.startNode();if(this.eof())throw this.createUnexpected(e);switch(e.type){case a.TokenType.STRING:return{name:this.finishNode(new u.StaticPropertyName({value:this.parseStringLiteral().value}),t),binding:null};case a.TokenType.NUMBER:var n=this.parseNumericLiteral();return{name:this.finishNode(new u.StaticPropertyName({value:""+("LiteralInfinityExpression"===n.type?1/0:n.value)}),t),binding:null};case a.TokenType.LBRACK:this.lex();var r=this.parseAssignmentExpression();return this.expect(a.TokenType.RBRACK),{name:this.finishNode(new u.ComputedPropertyName({expression:r}),t),binding:null}}var i=this.parseIdentifierName();return{name:this.finishNode(new u.StaticPropertyName({value:i}),t),binding:this.finishNode(new u.BindingIdentifier({name:i}),t)}}},{key:"lookaheadPropertyName",value:function(){switch(this.lookahead.type){case a.TokenType.NUMBER:case a.TokenType.STRING:case a.TokenType.LBRACK:return!0;default:return this.lookahead.type.klass.isIdentifierName}}},{key:"parseMethodDefinition",value:function(){var e=this.lookahead,t=this.startNode(),n=this.saveLexerState(),r=!!this.eat(a.TokenType.ASYNC);r&&this.hasLineTerminatorBeforeNext&&(r=!1,this.restoreLexerState(n));var i=!!this.eat(a.TokenType.MUL);r&&!this.lookaheadPropertyName()&&(r=!1,i=!1,this.restoreLexerState(n));var o=this.parsePropertyName().name;if(!i&&!r&&e.type===a.TokenType.IDENTIFIER&&3===e.value.length){if("get"===e.value&&this.lookaheadPropertyName()&&!e.escaped){o=this.parsePropertyName().name,this.expect(a.TokenType.LPAREN),this.expect(a.TokenType.RPAREN);var s=this.allowYieldExpression,c=this.allowAwaitExpression,l=this.firstAwaitLocation;this.allowYieldExpression=!1,this.allowAwaitExpression=!1,this.firstAwaitLocation=null;var f=this.parseFunctionBody();return this.allowYieldExpression=s,this.allowAwaitExpression=c,this.firstAwaitLocation=l,{methodOrKey:this.finishNode(new u.Getter({name:o,body:f}),t),kind:"method"}}if("set"===e.value&&this.lookaheadPropertyName()&&!e.escaped){o=this.parsePropertyName().name,this.expect(a.TokenType.LPAREN);var h=this.allowYieldExpression,p=this.allowAwaitExpression,d=this.firstAwaitLocation;this.allowYieldExpression=!1,this.allowAwaitExpression=!1,this.firstAwaitLocation=null;var m=this.parseBindingElement();this.expect(a.TokenType.RPAREN);var v=this.parseFunctionBody();return this.allowYieldExpression=h,this.allowAwaitExpression=p,this.firstAwaitLocation=d,{methodOrKey:this.finishNode(new u.Setter({name:o,param:m,body:v}),t),kind:"method"}}}if(r){var y=this.allowYieldExpression,g=this.allowAwaitExpression;this.allowYieldExpression=i,this.allowAwaitExpression=!0;var _=this.parseParams();this.allowYieldExpression=i,this.allowAwaitExpression=!0;var E=this.parseFunctionBody();return this.allowYieldExpression=y,this.allowAwaitExpression=g,{methodOrKey:this.finishNode(new u.Method({isAsync:r,isGenerator:i,name:o,params:_,body:E}),t),kind:"method"}}if(this.match(a.TokenType.LPAREN)){var b=this.allowYieldExpression,D=this.allowAwaitExpression,O=this.firstAwaitLocation;this.allowYieldExpression=i,this.allowAwaitExpression=!1,this.firstAwaitLocation=null;var k=this.parseParams(),A=this.parseFunctionBody();return this.allowYieldExpression=b,this.allowAwaitExpression=D,this.firstAwaitLocation=O,{methodOrKey:this.finishNode(new u.Method({isAsync:r,isGenerator:i,name:o,params:k,body:A}),t),kind:"method"}}if(i&&this.match(a.TokenType.COLON))throw this.createUnexpected(this.lookahead);return{methodOrKey:o,kind:e.type.klass.isIdentifierName?"identifier":"property",escaped:e.escaped}}},{key:"parseClass",value:function(e){var t=this,n=e.isExpr,r=e.inDefault,i=this.startNode();this.lex();var o=null,s=null;if(this.matchIdentifier())o=this.parseBindingIdentifier();else if(!n){if(!r)throw this.createUnexpected(this.lookahead);o=new u.BindingIdentifier({name:"*default*"})}this.eat(a.TokenType.EXTENDS)&&(s=this.isolateCoverGrammar((function(){return t.parseLeftHandSideExpression({allowCall:!0})}))),this.expect(a.TokenType.LBRACE);for(var c=[];!this.eat(a.TokenType.RBRACE);)if(!this.eat(a.TokenType.SEMICOLON)){var l=!1,f=this.startNode(),h=this.parseMethodDefinition(),p=h.methodOrKey,d=h.kind,m=h.escaped;if("identifier"===d&&"static"===p.value&&!m){l=!0;var v=this.parseMethodDefinition();p=v.methodOrKey,d=v.kind}if("method"!==d)throw this.createError("Only methods are allowed in classes");c.push(this.finishNode(new u.ClassElement({isStatic:l,method:p}),f))}return this.finishNode(new(n?u.ClassExpression:u.ClassDeclaration)({name:o,super:s,elements:c}),i)}},{key:"parseFunction",value:function(e){var t=e.isExpr,n=e.inDefault,r=e.allowGenerator,i=e.isAsync,o=e.startState,s=void 0===o?this.startNode():o;this.lex();var c=null,l=r&&!!this.eat(a.TokenType.MUL),f=this.allowYieldExpression,h=this.allowAwaitExpression,p=this.firstAwaitLocation;if(t&&(this.allowYieldExpression=l,this.allowAwaitExpression=i),this.match(a.TokenType.LPAREN)){if(!t){if(!n)throw this.createUnexpected(this.lookahead);c=new u.BindingIdentifier({name:"*default*"})}}else c=this.parseBindingIdentifier();this.allowYieldExpression=l,this.allowAwaitExpression=i,this.firstAwaitLocation=null;var d=this.parseParams(),m=this.parseFunctionBody();return this.allowYieldExpression=f,this.allowAwaitExpression=h,this.firstAwaitLocation=p,this.finishNode(new(t?u.FunctionExpression:u.FunctionDeclaration)({isAsync:i,isGenerator:l,name:c,params:d,body:m}),s)}},{key:"parseArrayBinding",value:function(){var e=this.startNode();this.expect(a.TokenType.LBRACK);for(var t=[],n=null;!this.match(a.TokenType.RBRACK);){var r=void 0;if(this.eat(a.TokenType.COMMA))r=null;else{if(this.eat(a.TokenType.ELLIPSIS)){n=this.parseBindingTarget();break}r=this.parseBindingElement(),this.match(a.TokenType.RBRACK)||this.expect(a.TokenType.COMMA)}t.push(r)}return this.expect(a.TokenType.RBRACK),this.finishNode(new u.ArrayBinding({elements:t,rest:n}),e)}},{key:"parseBindingProperty",value:function(){var e=this.startNode(),t=this.matchIdentifier(),n=this.lookahead,r=this.parsePropertyName(),o=r.name,s=r.binding;if(t&&"StaticPropertyName"===o.type&&!this.match(a.TokenType.COLON)){if(this.allowYieldExpression&&"yield"===n.value)throw this.createError(i.ErrorMessages.ILLEGAL_YIELD_IDENTIFIER);if(this.allowAwaitExpression&&"await"===n.value)throw this.createError(i.ErrorMessages.ILLEGAL_AWAIT_IDENTIFIER);var c=null;return this.eat(a.TokenType.ASSIGN)&&(c=this.parseAssignmentExpression()),this.finishNode(new u.BindingPropertyIdentifier({binding:s,init:c}),e)}return this.expect(a.TokenType.COLON),s=this.parseBindingElement(),this.finishNode(new u.BindingPropertyProperty({name:o,binding:s}),e)}},{key:"parseObjectBinding",value:function(){var e=this.startNode();this.expect(a.TokenType.LBRACE);for(var t=[],n=null;!this.match(a.TokenType.RBRACE);){if(this.eat(a.TokenType.ELLIPSIS)){n=this.parseBindingIdentifier();break}t.push(this.parseBindingProperty()),this.match(a.TokenType.RBRACE)||this.expect(a.TokenType.COMMA)}return this.expect(a.TokenType.RBRACE),this.finishNode(new u.ObjectBinding({properties:t,rest:n}),e)}},{key:"parseBindingTarget",value:function(){if(this.matchIdentifier())return this.parseBindingIdentifier();switch(this.lookahead.type){case a.TokenType.LBRACK:return this.parseArrayBinding();case a.TokenType.LBRACE:return this.parseObjectBinding()}throw this.createUnexpected(this.lookahead)}},{key:"parseBindingElement",value:function(){var e=this.startNode(),t=this.parseBindingTarget();if(this.eat(a.TokenType.ASSIGN)){var n=this.parseAssignmentExpression();t=this.finishNode(new u.BindingWithDefault({binding:t,init:n}),e)}return t}},{key:"parseParam",value:function(){var e=this.inParameter;this.inParameter=!0;var t=this.parseBindingElement();return this.inParameter=e,t}},{key:"parseParams",value:function(){var e=this.startNode();this.expect(a.TokenType.LPAREN);for(var t=[],n=null;!this.match(a.TokenType.RPAREN);){if(this.eat(a.TokenType.ELLIPSIS)){if(n=this.parseBindingTarget(),this.lookahead.type===a.TokenType.ASSIGN)throw this.createError(i.ErrorMessages.UNEXPECTED_REST_PARAMETERS_INITIALIZATION);if(this.match(a.TokenType.COMMA))throw this.createError(i.ErrorMessages.UNEXPECTED_COMMA_AFTER_REST);break}if(t.push(this.parseParam()),this.match(a.TokenType.RPAREN))break;this.expect(a.TokenType.COMMA)}return this.expect(a.TokenType.RPAREN),this.finishNode(new u.FormalParameters({items:t,rest:n}),e)}}]),t}(s.default)},4970:function(e,t,n){"use 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this.startIndex=this.index,this.startLine=this.line,this.startLineStart=this.lineStart,this.index<this.source.length?this.createError(a.ErrorMessages.UNEXPECTED_ILLEGAL_TOKEN,this.source.charAt(this.index)):this.createError(a.ErrorMessages.UNEXPECTED_EOS)}},{key:"createUnexpected",value:function(e){switch(e.type.klass){case u.Eof:return this.createError(a.ErrorMessages.UNEXPECTED_EOS);case u.Ident:return this.createError(a.ErrorMessages.UNEXPECTED_IDENTIFIER);case u.Keyword:return e.type===c.ESCAPED_KEYWORD?this.createError(a.ErrorMessages.UNEXPECTED_ESCAPED_KEYWORD):this.createError(a.ErrorMessages.UNEXPECTED_TOKEN,e.slice.text);case u.NumericLiteral:return this.createError(a.ErrorMessages.UNEXPECTED_NUMBER);case u.TemplateElement:return this.createError(a.ErrorMessages.UNEXPECTED_TEMPLATE);case u.Punctuator:return this.createError(a.ErrorMessages.UNEXPECTED_TOKEN,e.type.name);case u.StringLiteral:return this.createError(a.ErrorMessages.UNEXPECTED_STRING)}throw new Error("Unreachable: 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if(!this.moduleIsTheGoalSymbol&&e&&45===n){if(this.index+2>=t)break;if("-"!==this.source.charAt(this.index+1)||">"!==this.source.charAt(this.index+2))break;this.skipSingleLineComment(3)}else{if(this.moduleIsTheGoalSymbol||60!==n)break;if("!--"!==this.source.slice(this.index+1,this.index+4))break;this.skipSingleLineComment(4),e=!0}}}},{key:"scanHexEscape2",value:function(){if(this.index+2>this.source.length)return-1;var e=(0,o.getHexValue)(this.source.charAt(this.index));if(-1===e)return-1;var t=(0,o.getHexValue)(this.source.charAt(this.index+1));return-1===t?-1:(this.index+=2,e<<4|t)}},{key:"scanUnicode",value:function(){if("{"===this.source.charAt(this.index)){for(var e=this.index+1,t=0,n=void 0;e<this.source.length;){n=this.source.charAt(e);var r=(0,o.getHexValue)(n);if(-1===r)break;if((t=t<<4|r)>1114111)throw this.createILLEGAL();e++}if("}"!==n)throw this.createILLEGAL();if(e===this.index+1)throw++this.index,this.createILLEGAL();return this.index=e+1,t}if(this.index+4>this.source.length)return-1;var i=(0,o.getHexValue)(this.source.charAt(this.index));if(-1===i)return-1;var a=(0,o.getHexValue)(this.source.charAt(this.index+1));if(-1===a)return-1;var s=(0,o.getHexValue)(this.source.charAt(this.index+2));if(-1===s)return-1;var u=(0,o.getHexValue)(this.source.charAt(this.index+3));return-1===u?-1:(this.index+=4,i<<12|a<<8|s<<4|u)}},{key:"getEscapedIdentifier",value:function(){for(var e="",t=o.isIdentifierStart;this.index<this.source.length;){var n=this.source.charAt(this.index),r=n.charCodeAt(0),i=this.index;if(++this.index,"\\"===n){if(this.index>=this.source.length)throw this.createILLEGAL();if("u"!==this.source.charAt(this.index))throw this.createILLEGAL();if(++this.index,(r=this.scanUnicode())<0)throw this.createILLEGAL();n=v(r)}else if(r>=55296&&r<=56319){if(this.index>=this.source.length)throw this.createILLEGAL();var a=this.source.charCodeAt(this.index);if(++this.index,!(a>=56320&&a<=57343))throw this.createILLEGAL();n=v(r=1024*(r-55296)+(a-56320)+65536)}if(!t(r)){if(e.length<1)throw this.createILLEGAL();return this.index=i,e}t=o.isIdentifierPart,e+=n}return e}},{key:"getIdentifier",value:function(){for(var e=this.index,t=this.source.length,n=this.index,r=o.isIdentifierStart;n<t;){var i=this.source.charAt(n),a=i.charCodeAt(0);if("\\"===i||a>=55296&&a<=56319)return this.index=e,this.getEscapedIdentifier();if(!r(a))return this.index=n,this.source.slice(e,n);++n,r=o.isIdentifierPart}return this.index=n,this.source.slice(e,n)}},{key:"scanIdentifier",value:function(){var e=this.getLocation(),t=this.index,n="\\"===this.source.charAt(this.index)?this.getEscapedIdentifier():this.getIdentifier(),r=this.getSlice(t,e);r.text=n;var i=this.index-t!==n.length,o=this.getKeyword(n);return i&&o!==c.IDENTIFIER&&(o=c.ESCAPED_KEYWORD),{type:o,value:n,slice:r,escaped:i}}},{key:"getLocation",value:function(){return{line:this.startLine+1,column:this.startIndex-this.startLineStart,offset:this.startIndex}}},{key:"getLastTokenEndLocation",value:function(){return{line:this.lastLine+1,column:this.lastIndex-this.lastLineStart,offset:this.lastIndex}}},{key:"getSlice",value:function(e,t){return{text:this.source.slice(e,this.index),start:e,startLocation:t,end:this.index}}},{key:"scanPunctuatorHelper",value:function(){var e=this.source.charAt(this.index);switch(e){case".":return"."!==this.source.charAt(this.index+1)||"."!==this.source.charAt(this.index+2)?c.PERIOD:c.ELLIPSIS;case"(":return c.LPAREN;case")":case";":case",":case"}":case"[":case"]":case":":case"?":case"~":return p[e.charCodeAt(0)];case"{":return c.LBRACE;default:if(this.index+1<this.source.length&&"="===this.source.charAt(this.index+1))switch(e){case"=":return this.index+2<this.source.length&&"="===this.source.charAt(this.index+2)?c.EQ_STRICT:c.EQ;case"!":return this.index+2<this.source.length&&"="===this.source.charAt(this.index+2)?c.NE_STRICT:c.NE;case"|":return c.ASSIGN_BIT_OR;case"+":return c.ASSIGN_ADD;case"-":return c.ASSIGN_SUB;case"*":return c.ASSIGN_MUL;case"<":return c.LTE;case">":return c.GTE;case"/":return c.ASSIGN_DIV;case"%":return c.ASSIGN_MOD;case"^":return c.ASSIGN_BIT_XOR;case"&":return c.ASSIGN_BIT_AND}}if(this.index+1<this.source.length){var t=this.source.charAt(this.index+1);if(e===t){if(this.index+2<this.source.length){var n=this.source.charAt(this.index+2);if(">"===e&&">"===n)return this.index+3<this.source.length&&"="===this.source.charAt(this.index+3)?c.ASSIGN_SHR_UNSIGNED:c.SHR_UNSIGNED;if("<"===e&&"="===n)return c.ASSIGN_SHL;if(">"===e&&"="===n)return c.ASSIGN_SHR;if("*"===e&&"="===n)return c.ASSIGN_EXP}switch(e){case"*":return c.EXP;case"+":return c.INC;case"-":return c.DEC;case"<":return c.SHL;case">":return c.SHR;case"&":return c.AND;case"|":return c.OR}}else if("="===e&&">"===t)return c.ARROW}return p[e.charCodeAt(0)]}},{key:"scanPunctuator",value:function(){var e=this.getLocation(),t=this.index,n=this.scanPunctuatorHelper();return this.index+=n.name.length,{type:n,value:n.name,slice:this.getSlice(t,e)}}},{key:"scanHexLiteral",value:function(e,t){for(var n=this.index;n<this.source.length;){var r=this.source.charAt(n);if(-1===(0,o.getHexValue)(r))break;n++}if(this.index===n)throw this.createILLEGAL();if(n<this.source.length&&(0,o.isIdentifierStart)(this.source.charCodeAt(n)))throw this.createILLEGAL();this.index=n;var i=this.getSlice(e,t);return{type:c.NUMBER,value:parseInt(i.text.substr(2),16),slice:i}}},{key:"scanBinaryLiteral",value:function(e,t){for(var n=this.index-e;this.index<this.source.length;){var r=this.source.charAt(this.index);if("0"!==r&&"1"!==r)break;this.index++}if(this.index-e<=n)throw this.createILLEGAL();if(this.index<this.source.length&&((0,o.isIdentifierStart)(this.source.charCodeAt(this.index))||(0,o.isDecimalDigit)(this.source.charCodeAt(this.index))))throw this.createILLEGAL();return{type:c.NUMBER,value:parseInt(this.getSlice(e,t).text.substr(n),2),slice:this.getSlice(e,t),octal:!1,noctal:!1}}},{key:"scanOctalLiteral",value:function(e,t){for(;this.index<this.source.length;){var n=this.source.charAt(this.index);if(!(n>="0"&&n<="7")){if((0,o.isIdentifierPart)(n.charCodeAt(0)))throw this.createILLEGAL();break}this.index++}if(this.index-e===2)throw this.createILLEGAL();return{type:c.NUMBER,value:parseInt(this.getSlice(e,t).text.substr(2),8),slice:this.getSlice(e,t),octal:!1,noctal:!1}}},{key:"scanLegacyOctalLiteral",value:function(e,t){for(var n=!0;this.index<this.source.length;){var r=this.source.charAt(this.index);if(r>="0"&&r<="7")this.index++;else{if("8"!==r&&"9"!==r){if((0,o.isIdentifierPart)(r.charCodeAt(0)))throw this.createILLEGAL();break}n=!1,this.index++}}var i=this.getSlice(e,t);return n?{type:c.NUMBER,slice:i,value:parseInt(i.text.substr(1),8),octal:!0,noctal:!n}:(this.eatDecimalLiteralSuffix(),{type:c.NUMBER,slice:i,value:+i.text,octal:!0,noctal:!n})}},{key:"scanNumericLiteral",value:function(){var e=this.source.charAt(this.index),t=this.getLocation(),n=this.index;if("0"===e){if(this.index++,!(this.index<this.source.length)){var r=this.getSlice(n,t);return{type:c.NUMBER,value:+r.text,slice:r,octal:!1,noctal:!1}}if("x"===(e=this.source.charAt(this.index))||"X"===e)return this.index++,this.scanHexLiteral(n,t);if("b"===e||"B"===e)return this.index++,this.scanBinaryLiteral(n,t);if("o"===e||"O"===e)return this.index++,this.scanOctalLiteral(n,t);if(e>="0"&&e<="9")return this.scanLegacyOctalLiteral(n,t)}else if("."!==e)for(e=this.source.charAt(this.index);e>="0"&&e<="9";){if(this.index++,this.index===this.source.length){var i=this.getSlice(n,t);return{type:c.NUMBER,value:+i.text,slice:i,octal:!1,noctal:!1}}e=this.source.charAt(this.index)}if(this.eatDecimalLiteralSuffix(),this.index!==this.source.length&&(0,o.isIdentifierStart)(this.source.charCodeAt(this.index)))throw this.createILLEGAL();var a=this.getSlice(n,t);return{type:c.NUMBER,value:+a.text,slice:a,octal:!1,noctal:!1}}},{key:"eatDecimalLiteralSuffix",value:function(){var e=this.source.charAt(this.index);if("."===e){if(this.index++,this.index===this.source.length)return;for(e=this.source.charAt(this.index);e>="0"&&e<="9";){if(this.index++,this.index===this.source.length)return;e=this.source.charAt(this.index)}}if("e"===e||"E"===e){if(this.index++,this.index===this.source.length)throw this.createILLEGAL();if("+"===(e=this.source.charAt(this.index))||"-"===e){if(this.index++,this.index===this.source.length)throw this.createILLEGAL();e=this.source.charAt(this.index)}if(!(e>="0"&&e<="9"))throw this.createILLEGAL();for(;e>="0"&&e<="9"&&(this.index++,this.index!==this.source.length);)e=this.source.charAt(this.index)}}},{key:"scanStringEscape",value:function(e,t){if(this.index++,this.index===this.source.length)throw this.createILLEGAL();var n=this.source.charAt(this.index);if((0,o.isLineTerminator)(n.charCodeAt(0)))this.index++,"\r"===n&&"\n"===this.source.charAt(this.index)&&this.index++,this.lineStart=this.index,this.line++;else switch(n){case"n":e+="\n",this.index++;break;case"r":e+="\r",this.index++;break;case"t":e+="\t",this.index++;break;case"u":case"x":var r;if(this.index++,this.index>=this.source.length)throw this.createILLEGAL();if((r="u"===n?this.scanUnicode():this.scanHexEscape2())<0)throw this.createILLEGAL();e+=v(r);break;case"b":e+="\b",this.index++;break;case"f":e+="\f",this.index++;break;case"v":e+="\v",this.index++;break;default:if(n>="0"&&n<="7"){var i=this.index,a=1;n>="0"&&n<="3"&&(a=0);for(var s=0;a<3&&n>="0"&&n<="7";){if(this.index++,(a>0||"0"!==n)&&(t=this.source.slice(i,this.index)),s*=8,s+=n-"0",a++,this.index===this.source.length)throw this.createILLEGAL();n=this.source.charAt(this.index)}0!==s||1!==a||"8"!==n&&"9"!==n||(t=this.source.slice(i,this.index+1)),e+=String.fromCharCode(s)}else{if("8"===n||"9"===n)throw this.createILLEGAL();e+=n,this.index++}}return[e,t]}},{key:"scanStringLiteral",value:function(){var e="",t=this.source.charAt(this.index),n=this.getLocation(),i=this.index;this.index++;for(var a=null;this.index<this.source.length;){var s=this.source.charAt(this.index);if(s===t)return this.index++,{type:c.STRING,slice:this.getSlice(i,n),str:e,octal:a};if("\\"===s){var u=this.scanStringEscape(e,a),l=r(u,2);e=l[0],a=l[1]}else{if((0,o.isLineTerminator)(s.charCodeAt(0)))throw this.createILLEGAL();e+=s,this.index++}}throw this.createILLEGAL()}},{key:"scanTemplateElement",value:function(){var e=this.getLocation(),t=this.index;for(this.index++;this.index<this.source.length;){switch(this.source.charCodeAt(this.index)){case 96:return this.index++,{type:c.TEMPLATE,tail:!0,slice:this.getSlice(t,e)};case 36:if(123===this.source.charCodeAt(this.index+1))return this.index+=2,{type:c.TEMPLATE,tail:!1,slice:this.getSlice(t,e)};this.index++;break;case 92:if(null!=this.scanStringEscape("",null)[1])throw this.createError(a.ErrorMessages.NO_OCTALS_IN_TEMPLATES);break;case 13:this.line++,this.index++,this.index<this.source.length&&"\n"===this.source.charAt(this.index)&&this.index++,this.lineStart=this.index;break;case 10:case 8232:case 8233:this.line++,this.index++,this.lineStart=this.index;break;default:this.index++}}throw this.createILLEGAL()}},{key:"scanRegExp",value:function(e){for(var t=this.getLocation(),n=this.index,r=!1,i=!1;this.index<this.source.length;){var s=this.source.charAt(this.index);if("\\"===s){if(e+=s,this.index++,s=this.source.charAt(this.index),(0,o.isLineTerminator)(s.charCodeAt(0)))throw this.createError(a.ErrorMessages.UNTERMINATED_REGEXP);e+=s,this.index++}else{if((0,o.isLineTerminator)(s.charCodeAt(0)))throw this.createError(a.ErrorMessages.UNTERMINATED_REGEXP);if(i)"]"===s&&(i=!1);else{if("/"===s){r=!0,e+=s,this.index++;break}"["===s&&(i=!0)}e+=s,this.index++}}if(!r)throw this.createError(a.ErrorMessages.UNTERMINATED_REGEXP);for(;this.index<this.source.length;){var u=this.source.charAt(this.index);if("\\"===u)throw this.createError(a.ErrorMessages.INVALID_REGEXP_FLAGS);if(!(0,o.isIdentifierPart)(u.charCodeAt(0)))break;this.index++,e+=u}return{type:c.REGEXP,value:e,slice:this.getSlice(n,t)}}},{key:"advance",value:function(){var e=this.getLocation();if(this.lastIndex=this.index,this.lastLine=this.line,this.lastLineStart=this.lineStart,this.skipComment(),this.startIndex=this.index,this.startLine=this.line,this.startLineStart=this.lineStart,0===this.lastIndex&&(this.lastIndex=this.index,this.lastLine=this.line,this.lastLineStart=this.lineStart),this.index>=this.source.length)return{type:c.EOS,slice:this.getSlice(this.index,e)};var t=this.source.charCodeAt(this.index);if(t<128){if(d[t])return this.scanPunctuator();if((0,o.isIdentifierStart)(t)||92===t)return this.scanIdentifier();if(46===t)return this.index+1<this.source.length&&(0,o.isDecimalDigit)(this.source.charCodeAt(this.index+1))?this.scanNumericLiteral():this.scanPunctuator();if(39===t||34===t)return this.scanStringLiteral();if(96===t)return this.scanTemplateElement();if(t>=48&&t<=57)return this.scanNumericLiteral();throw this.createILLEGAL()}if((0,o.isIdentifierStart)(t)||t>=55296&&t<=56319)return this.scanIdentifier();throw this.createILLEGAL()}},{key:"eof",value:function(){return this.lookahead.type===c.EOS}},{key:"lex",value:function(){var e=this.lookahead;return this.lookahead=this.advance(),this.tokenIndex++,e}}],[{key:"cse2",value:function(e,t,n){return e.charAt(1)===t&&e.charAt(2)===n}},{key:"cse3",value:function(e,t,n,r){return e.charAt(1)===t&&e.charAt(2)===n&&e.charAt(3)===r}},{key:"cse4",value:function(e,t,n,r,i){return e.charAt(1)===t&&e.charAt(2)===n&&e.charAt(3)===r&&e.charAt(4)===i}},{key:"cse5",value:function(e,t,n,r,i,o){return e.charAt(1)===t&&e.charAt(2)===n&&e.charAt(3)===r&&e.charAt(4)===i&&e.charAt(5)===o}},{key:"cse6",value:function(e,t,n,r,i,o,a){return e.charAt(1)===t&&e.charAt(2)===n&&e.charAt(3)===r&&e.charAt(4)===i&&e.charAt(5)===o&&e.charAt(6)===a}},{key:"cse7",value:function(e,t,n,r,i,o,a,s){return e.charAt(1)===t&&e.charAt(2)===n&&e.charAt(3)===r&&e.charAt(4)===i&&e.charAt(5)===o&&e.charAt(6)===a&&e.charAt(7)===s}}]),e}();t.default=y},8194:function(e,t){"use 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strict";var r=n(1892),i=n(4483);e.exports=function(e){if(r.has(e))return e;if(i.has(e))return i.get(e);throw new Error("Unknown property: ".concat(e))}},9506:function(e){e.exports=new Map([["General_Category",new Map([["C","Other"],["Cc","Control"],["cntrl","Control"],["Cf","Format"],["Cn","Unassigned"],["Co","Private_Use"],["Cs","Surrogate"],["L","Letter"],["LC","Cased_Letter"],["Ll","Lowercase_Letter"],["Lm","Modifier_Letter"],["Lo","Other_Letter"],["Lt","Titlecase_Letter"],["Lu","Uppercase_Letter"],["M","Mark"],["Combining_Mark","Mark"],["Mc","Spacing_Mark"],["Me","Enclosing_Mark"],["Mn","Nonspacing_Mark"],["N","Number"],["Nd","Decimal_Number"],["digit","Decimal_Number"],["Nl","Letter_Number"],["No","Other_Number"],["P","Punctuation"],["punct","Punctuation"],["Pc","Connector_Punctuation"],["Pd","Dash_Punctuation"],["Pe","Close_Punctuation"],["Pf","Final_Punctuation"],["Pi","Initial_Punctuation"],["Po","Other_Punctuation"],["Ps","Open_Punctuation"],["S","Symbol"],["Sc","Currency_Symbol"],["Sk","Modifier_Symbol"],["Sm","Math_Symbol"],["So","Other_Symbol"],["Z","Separator"],["Zl","Line_Separator"],["Zp","Paragraph_Separator"],["Zs","Space_Separator"],["Other","Other"],["Control","Control"],["Format","Format"],["Unassigned","Unassigned"],["Private_Use","Private_Use"],["Surrogate","Surrogate"],["Letter","Letter"],["Cased_Letter","Cased_Letter"],["Lowercase_Letter","Lowercase_Letter"],["Modifier_Letter","Modifier_Letter"],["Other_Letter","Other_Letter"],["Titlecase_Letter","Titlecase_Letter"],["Uppercase_Letter","Uppercase_Letter"],["Mark","Mark"],["Spacing_Mark","Spacing_Mark"],["Enclosing_Mark","Enclosing_Mark"],["Nonspacing_Mark","Nonspacing_Mark"],["Number","Number"],["Decimal_Number","Decimal_Number"],["Letter_Number","Letter_Number"],["Other_Number","Other_Number"],["Punctuation","Punctuation"],["Connector_Punctuation","Connector_Punctuation"],["Dash_Punctuation","Dash_Punctuation"],["Close_Punctuation","Close_Punctuation"],["Final_Punctuation","Final_Punctuation"],["Initial_Punctuation","Initial_Punctuation"],["Other_Punctuation","Other_Punctuation"],["Open_Punctuation","Open_Punctuation"],["Symbol","Symbol"],["Currency_Symbol","Currency_Symbol"],["Modifier_Symbol","Modifier_Symbol"],["Math_Symbol","Math_Symbol"],["Other_Symbol","Other_Symbol"],["Separator","Separator"],["Line_Separator","Line_Separator"],["Paragraph_Separator","Paragraph_Separator"],["Space_Separator","Space_Separator"]])],["Script",new Map([["Adlm","Adlam"],["Aghb","Caucasian_Albanian"],["Ahom","Ahom"],["Arab","Arabic"],["Armi","Imperial_Aramaic"],["Armn","Armenian"],["Avst","Avestan"],["Bali","Balinese"],["Bamu","Bamum"],["Bass","Bassa_Vah"],["Batk","Batak"],["Beng","Bengali"],["Bhks","Bhaiksuki"],["Bopo","Bopomofo"],["Brah","Brahmi"],["Brai","Braille"],["Bugi","Buginese"],["Buhd","Buhid"],["Cakm","Chakma"],["Cans","Canadian_Aboriginal"],["Cari","Carian"],["Cham","Cham"],["Cher","Cherokee"],["Copt","Coptic"],["Qaac","Coptic"],["Cprt","Cypriot"],["Cyrl","Cyrillic"],["Deva","Devanagari"],["Dogr","Dogra"],["Dsrt","Deseret"],["Dupl","Duployan"],["Egyp","Egyptian_Hieroglyphs"],["Elba","Elbasan"],["Ethi","Ethiopic"],["Geor","Georgian"],["Glag","Glagolitic"],["Gong","Gunjala_Gondi"],["Gonm","Masaram_Gondi"],["Goth","Gothic"],["Gran","Grantha"],["Grek","Greek"],["Gujr","Gujarati"],["Guru","Gurmukhi"],["Hang","Hangul"],["Hani","Han"],["Hano","Hanunoo"],["Hatr","Hatran"],["Hebr","Hebrew"],["Hira","Hiragana"],["Hluw","Anatolian_Hieroglyphs"],["Hmng","Pahawh_Hmong"],["Hrkt","Katakana_Or_Hiragana"],["Hung","Old_Hungarian"],["Ital","Old_Italic"],["Java","Javanese"],["Kali","Kayah_Li"],["Kana","Katakana"],["Khar","Kharoshthi"],["Khmr","Khmer"],["Khoj","Khojki"],["Knda","Kannada"],["Kthi","Kaithi"],["Lana","Tai_Tham"],["Laoo","Lao"],["Latn","Latin"],["Lepc","Lepcha"],["Limb","Limbu"],["Lina","Linear_A"],["Linb","Linear_B"],["Lisu","Lisu"],["Lyci","Lycian"],["Lydi","Lydian"],["Mahj","Mahajani"],["Maka","Makasar"],["Mand","Mandaic"],["Mani","Manichaean"],["Marc","Marchen"],["Medf","Medefaidrin"],["Mend","Mende_Kikakui"],["Merc","Meroitic_Cursive"],["Mero","Meroitic_Hieroglyphs"],["Mlym","Malayalam"],["Modi","Modi"],["Mong","Mongolian"],["Mroo","Mro"],["Mtei","Meetei_Mayek"],["Mult","Multani"],["Mymr","Myanmar"],["Narb","Old_North_Arabian"],["Nbat","Nabataean"],["Newa","Newa"],["Nkoo","Nko"],["Nshu","Nushu"],["Ogam","Ogham"],["Olck","Ol_Chiki"],["Orkh","Old_Turkic"],["Orya","Oriya"],["Osge","Osage"],["Osma","Osmanya"],["Palm","Palmyrene"],["Pauc","Pau_Cin_Hau"],["Perm","Old_Permic"],["Phag","Phags_Pa"],["Phli","Inscriptional_Pahlavi"],["Phlp","Psalter_Pahlavi"],["Phnx","Phoenician"],["Plrd","Miao"],["Prti","Inscriptional_Parthian"],["Rjng","Rejang"],["Rohg","Hanifi_Rohingya"],["Runr","Runic"],["Samr","Samaritan"],["Sarb","Old_South_Arabian"],["Saur","Saurashtra"],["Sgnw","SignWriting"],["Shaw","Shavian"],["Shrd","Sharada"],["Sidd","Siddham"],["Sind","Khudawadi"],["Sinh","Sinhala"],["Sogd","Sogdian"],["Sogo","Old_Sogdian"],["Sora","Sora_Sompeng"],["Soyo","Soyombo"],["Sund","Sundanese"],["Sylo","Syloti_Nagri"],["Syrc","Syriac"],["Tagb","Tagbanwa"],["Takr","Takri"],["Tale","Tai_Le"],["Talu","New_Tai_Lue"],["Taml","Tamil"],["Tang","Tangut"],["Tavt","Tai_Viet"],["Telu","Telugu"],["Tfng","Tifinagh"],["Tglg","Tagalog"],["Thaa","Thaana"],["Thai","Thai"],["Tibt","Tibetan"],["Tirh","Tirhuta"],["Ugar","Ugaritic"],["Vaii","Vai"],["Wara","Warang_Citi"],["Xpeo","Old_Persian"],["Xsux","Cuneiform"],["Yiii","Yi"],["Zanb","Zanabazar_Square"],["Zinh","Inherited"],["Qaai","Inherited"],["Zyyy","Common"],["Zzzz","Unknown"],["Adlam","Adlam"],["Caucasian_Albanian","Caucasian_Albanian"],["Arabic","Arabic"],["Imperial_Aramaic","Imperial_Aramaic"],["Armenian","Armenian"],["Avestan","Avestan"],["Balinese","Balinese"],["Bamum","Bamum"],["Bassa_Vah","Bassa_Vah"],["Batak","Batak"],["Bengali","Bengali"],["Bhaiksuki","Bhaiksuki"],["Bopomofo","Bopomofo"],["Brahmi","Brahmi"],["Braille","Braille"],["Buginese","Buginese"],["Buhid","Buhid"],["Chakma","Chakma"],["Canadian_Aboriginal","Canadian_Aboriginal"],["Carian","Carian"],["Cherokee","Cherokee"],["Coptic","Coptic"],["Cypriot","Cypriot"],["Cyrillic","Cyrillic"],["Devanagari","Devanagari"],["Dogra","Dogra"],["Deseret","Deseret"],["Duployan","Duployan"],["Egyptian_Hieroglyphs","Egyptian_Hieroglyphs"],["Elbasan","Elbasan"],["Ethiopic","Ethiopic"],["Georgian","Georgian"],["Glagolitic","Glagolitic"],["Gunjala_Gondi","Gunjala_Gondi"],["Masaram_Gondi","Masaram_Gondi"],["Gothic","Gothic"],["Grantha","Grantha"],["Greek","Greek"],["Gujarati","Gujarati"],["Gurmukhi","Gurmukhi"],["Hangul","Hangul"],["Han","Han"],["Hanunoo","Hanunoo"],["Hatran","Hatran"],["Hebrew","Hebrew"],["Hiragana","Hiragana"],["Anatolian_Hieroglyphs","Anatolian_Hieroglyphs"],["Pahawh_Hmong","Pahawh_Hmong"],["Katakana_Or_Hiragana","Katakana_Or_Hiragana"],["Old_Hungarian","Old_Hungarian"],["Old_Italic","Old_Italic"],["Javanese","Javanese"],["Kayah_Li","Kayah_Li"],["Katakana","Katakana"],["Kharoshthi","Kharoshthi"],["Khmer","Khmer"],["Khojki","Khojki"],["Kannada","Kannada"],["Kaithi","Kaithi"],["Tai_Tham","Tai_Tham"],["Lao","Lao"],["Latin","Latin"],["Lepcha","Lepcha"],["Limbu","Limbu"],["Linear_A","Linear_A"],["Linear_B","Linear_B"],["Lycian","Lycian"],["Lydian","Lydian"],["Mahajani","Mahajani"],["Makasar","Makasar"],["Mandaic","Mandaic"],["Manichaean","Manichaean"],["Marchen","Marchen"],["Medefaidrin","Medefaidrin"],["Mende_Kikakui","Mende_Kikakui"],["Meroitic_Cursive","Meroitic_Cursive"],["Meroitic_Hieroglyphs","Meroitic_Hieroglyphs"],["Malayalam","Malayalam"],["Mongolian","Mongolian"],["Mro","Mro"],["Meetei_Mayek","Meetei_Mayek"],["Multani","Multani"],["Myanmar","Myanmar"],["Old_North_Arabian","Old_North_Arabian"],["Nabataean","Nabataean"],["Nko","Nko"],["Nushu","Nushu"],["Ogham","Ogham"],["Ol_Chiki","Ol_Chiki"],["Old_Turkic","Old_Turkic"],["Oriya","Oriya"],["Osage","Osage"],["Osmanya","Osmanya"],["Palmyrene","Palmyrene"],["Pau_Cin_Hau","Pau_Cin_Hau"],["Old_Permic","Old_Permic"],["Phags_Pa","Phags_Pa"],["Inscriptional_Pahlavi","Inscriptional_Pahlavi"],["Psalter_Pahlavi","Psalter_Pahlavi"],["Phoenician","Phoenician"],["Miao","Miao"],["Inscriptional_Parthian","Inscriptional_Parthian"],["Rejang","Rejang"],["Hanifi_Rohingya","Hanifi_Rohingya"],["Runic","Runic"],["Samaritan","Samaritan"],["Old_South_Arabian","Old_South_Arabian"],["Saurashtra","Saurashtra"],["SignWriting","SignWriting"],["Shavian","Shavian"],["Sharada","Sharada"],["Siddham","Siddham"],["Khudawadi","Khudawadi"],["Sinhala","Sinhala"],["Sogdian","Sogdian"],["Old_Sogdian","Old_Sogdian"],["Sora_Sompeng","Sora_Sompeng"],["Soyombo","Soyombo"],["Sundanese","Sundanese"],["Syloti_Nagri","Syloti_Nagri"],["Syriac","Syriac"],["Tagbanwa","Tagbanwa"],["Takri","Takri"],["Tai_Le","Tai_Le"],["New_Tai_Lue","New_Tai_Lue"],["Tamil","Tamil"],["Tangut","Tangut"],["Tai_Viet","Tai_Viet"],["Telugu","Telugu"],["Tifinagh","Tifinagh"],["Tagalog","Tagalog"],["Thaana","Thaana"],["Tibetan","Tibetan"],["Tirhuta","Tirhuta"],["Ugaritic","Ugaritic"],["Vai","Vai"],["Warang_Citi","Warang_Citi"],["Old_Persian","Old_Persian"],["Cuneiform","Cuneiform"],["Yi","Yi"],["Zanabazar_Square","Zanabazar_Square"],["Inherited","Inherited"],["Common","Common"],["Unknown","Unknown"]])],["Script_Extensions",new Map([["Adlm","Adlam"],["Aghb","Caucasian_Albanian"],["Ahom","Ahom"],["Arab","Arabic"],["Armi","Imperial_Aramaic"],["Armn","Armenian"],["Avst","Avestan"],["Bali","Balinese"],["Bamu","Bamum"],["Bass","Bassa_Vah"],["Batk","Batak"],["Beng","Bengali"],["Bhks","Bhaiksuki"],["Bopo","Bopomofo"],["Brah","Brahmi"],["Brai","Braille"],["Bugi","Buginese"],["Buhd","Buhid"],["Cakm","Chakma"],["Cans","Canadian_Aboriginal"],["Cari","Carian"],["Cham","Cham"],["Cher","Cherokee"],["Copt","Coptic"],["Qaac","Coptic"],["Cprt","Cypriot"],["Cyrl","Cyrillic"],["Deva","Devanagari"],["Dogr","Dogra"],["Dsrt","Deseret"],["Dupl","Duployan"],["Egyp","Egyptian_Hieroglyphs"],["Elba","Elbasan"],["Ethi","Ethiopic"],["Geor","Georgian"],["Glag","Glagolitic"],["Gong","Gunjala_Gondi"],["Gonm","Masaram_Gondi"],["Goth","Gothic"],["Gran","Grantha"],["Grek","Greek"],["Gujr","Gujarati"],["Guru","Gurmukhi"],["Hang","Hangul"],["Hani","Han"],["Hano","Hanunoo"],["Hatr","Hatran"],["Hebr","Hebrew"],["Hira","Hiragana"],["Hluw","Anatolian_Hieroglyphs"],["Hmng","Pahawh_Hmong"],["Hrkt","Katakana_Or_Hiragana"],["Hung","Old_Hungarian"],["Ital","Old_Italic"],["Java","Javanese"],["Kali","Kayah_Li"],["Kana","Katakana"],["Khar","Kharoshthi"],["Khmr","Khmer"],["Khoj","Khojki"],["Knda","Kannada"],["Kthi","Kaithi"],["Lana","Tai_Tham"],["Laoo","Lao"],["Latn","Latin"],["Lepc","Lepcha"],["Limb","Limbu"],["Lina","Linear_A"],["Linb","Linear_B"],["Lisu","Lisu"],["Lyci","Lycian"],["Lydi","Lydian"],["Mahj","Mahajani"],["Maka","Makasar"],["Mand","Mandaic"],["Mani","Manichaean"],["Marc","Marchen"],["Medf","Medefaidrin"],["Mend","Mende_Kikakui"],["Merc","Meroitic_Cursive"],["Mero","Meroitic_Hieroglyphs"],["Mlym","Malayalam"],["Modi","Modi"],["Mong","Mongolian"],["Mroo","Mro"],["Mtei","Meetei_Mayek"],["Mult","Multani"],["Mymr","Myanmar"],["Narb","Old_North_Arabian"],["Nbat","Nabataean"],["Newa","Newa"],["Nkoo","Nko"],["Nshu","Nushu"],["Ogam","Ogham"],["Olck","Ol_Chiki"],["Orkh","Old_Turkic"],["Orya","Oriya"],["Osge","Osage"],["Osma","Osmanya"],["Palm","Palmyrene"],["Pauc","Pau_Cin_Hau"],["Perm","Old_Permic"],["Phag","Phags_Pa"],["Phli","Inscriptional_Pahlavi"],["Phlp","Psalter_Pahlavi"],["Phnx","Phoenician"],["Plrd","Miao"],["Prti","Inscriptional_Parthian"],["Rjng","Rejang"],["Rohg","Hanifi_Rohingya"],["Runr","Runic"],["Samr","Samaritan"],["Sarb","Old_South_Arabian"],["Saur","Saurashtra"],["Sgnw","SignWriting"],["Shaw","Shavian"],["Shrd","Sharada"],["Sidd","Siddham"],["Sind","Khudawadi"],["Sinh","Sinhala"],["Sogd","Sogdian"],["Sogo","Old_Sogdian"],["Sora","Sora_Sompeng"],["Soyo","Soyombo"],["Sund","Sundanese"],["Sylo","Syloti_Nagri"],["Syrc","Syriac"],["Tagb","Tagbanwa"],["Takr","Takri"],["Tale","Tai_Le"],["Talu","New_Tai_Lue"],["Taml","Tamil"],["Tang","Tangut"],["Tavt","Tai_Viet"],["Telu","Telugu"],["Tfng","Tifinagh"],["Tglg","Tagalog"],["Thaa","Thaana"],["Thai","Thai"],["Tibt","Tibetan"],["Tirh","Tirhuta"],["Ugar","Ugaritic"],["Vaii","Vai"],["Wara","Warang_Citi"],["Xpeo","Old_Persian"],["Xsux","Cuneiform"],["Yiii","Yi"],["Zanb","Zanabazar_Square"],["Zinh","Inherited"],["Qaai","Inherited"],["Zyyy","Common"],["Zzzz","Unknown"],["Adlam","Adlam"],["Caucasian_Albanian","Caucasian_Albanian"],["Arabic","Arabic"],["Imperial_Aramaic","Imperial_Aramaic"],["Armenian","Armenian"],["Avestan","Avestan"],["Balinese","Balinese"],["Bamum","Bamum"],["Bassa_Vah","Bassa_Vah"],["Batak","Batak"],["Bengali","Bengali"],["Bhaiksuki","Bhaiksuki"],["Bopomofo","Bopomofo"],["Brahmi","Brahmi"],["Braille","Braille"],["Buginese","Buginese"],["Buhid","Buhid"],["Chakma","Chakma"],["Canadian_Aboriginal","Canadian_Aboriginal"],["Carian","Carian"],["Cherokee","Cherokee"],["Coptic","Coptic"],["Cypriot","Cypriot"],["Cyrillic","Cyrillic"],["Devanagari","Devanagari"],["Dogra","Dogra"],["Deseret","Deseret"],["Duployan","Duployan"],["Egyptian_Hieroglyphs","Egyptian_Hieroglyphs"],["Elbasan","Elbasan"],["Ethiopic","Ethiopic"],["Georgian","Georgian"],["Glagolitic","Glagolitic"],["Gunjala_Gondi","Gunjala_Gondi"],["Masaram_Gondi","Masaram_Gondi"],["Gothic","Gothic"],["Grantha","Grantha"],["Greek","Greek"],["Gujarati","Gujarati"],["Gurmukhi","Gurmukhi"],["Hangul","Hangul"],["Han","Han"],["Hanunoo","Hanunoo"],["Hatran","Hatran"],["Hebrew","Hebrew"],["Hiragana","Hiragana"],["Anatolian_Hieroglyphs","Anatolian_Hieroglyphs"],["Pahawh_Hmong","Pahawh_Hmong"],["Katakana_Or_Hiragana","Katakana_Or_Hiragana"],["Old_Hungarian","Old_Hungarian"],["Old_Italic","Old_Italic"],["Javanese","Javanese"],["Kayah_Li","Kayah_Li"],["Katakana","Katakana"],["Kharoshthi","Kharoshthi"],["Khmer","Khmer"],["Khojki","Khojki"],["Kannada","Kannada"],["Kaithi","Kaithi"],["Tai_Tham","Tai_Tham"],["Lao","Lao"],["Latin","Latin"],["Lepcha","Lepcha"],["Limbu","Limbu"],["Linear_A","Linear_A"],["Linear_B","Linear_B"],["Lycian","Lycian"],["Lydian","Lydian"],["Mahajani","Mahajani"],["Makasar","Makasar"],["Mandaic","Mandaic"],["Manichaean","Manichaean"],["Marchen","Marchen"],["Medefaidrin","Medefaidrin"],["Mende_Kikakui","Mende_Kikakui"],["Meroitic_Cursive","Meroitic_Cursive"],["Meroitic_Hieroglyphs","Meroitic_Hieroglyphs"],["Malayalam","Malayalam"],["Mongolian","Mongolian"],["Mro","Mro"],["Meetei_Mayek","Meetei_Mayek"],["Multani","Multani"],["Myanmar","Myanmar"],["Old_North_Arabian","Old_North_Arabian"],["Nabataean","Nabataean"],["Nko","Nko"],["Nushu","Nushu"],["Ogham","Ogham"],["Ol_Chiki","Ol_Chiki"],["Old_Turkic","Old_Turkic"],["Oriya","Oriya"],["Osage","Osage"],["Osmanya","Osmanya"],["Palmyrene","Palmyrene"],["Pau_Cin_Hau","Pau_Cin_Hau"],["Old_Permic","Old_Permic"],["Phags_Pa","Phags_Pa"],["Inscriptional_Pahlavi","Inscriptional_Pahlavi"],["Psalter_Pahlavi","Psalter_Pahlavi"],["Phoenician","Phoenician"],["Miao","Miao"],["Inscriptional_Parthian","Inscriptional_Parthian"],["Rejang","Rejang"],["Hanifi_Rohingya","Hanifi_Rohingya"],["Runic","Runic"],["Samaritan","Samaritan"],["Old_South_Arabian","Old_South_Arabian"],["Saurashtra","Saurashtra"],["SignWriting","SignWriting"],["Shavian","Shavian"],["Sharada","Sharada"],["Siddham","Siddham"],["Khudawadi","Khudawadi"],["Sinhala","Sinhala"],["Sogdian","Sogdian"],["Old_Sogdian","Old_Sogdian"],["Sora_Sompeng","Sora_Sompeng"],["Soyombo","Soyombo"],["Sundanese","Sundanese"],["Syloti_Nagri","Syloti_Nagri"],["Syriac","Syriac"],["Tagbanwa","Tagbanwa"],["Takri","Takri"],["Tai_Le","Tai_Le"],["New_Tai_Lue","New_Tai_Lue"],["Tamil","Tamil"],["Tangut","Tangut"],["Tai_Viet","Tai_Viet"],["Telugu","Telugu"],["Tifinagh","Tifinagh"],["Tagalog","Tagalog"],["Thaana","Thaana"],["Tibetan","Tibetan"],["Tirhuta","Tirhuta"],["Ugaritic","Ugaritic"],["Vai","Vai"],["Warang_Citi","Warang_Citi"],["Old_Persian","Old_Persian"],["Cuneiform","Cuneiform"],["Yi","Yi"],["Zanabazar_Square","Zanabazar_Square"],["Inherited","Inherited"],["Common","Common"],["Unknown","Unknown"]])]])},2451:function(e,t,n){"use strict";var r=n(9506);e.exports=function(e,t){var n=r.get(e);if(!n)throw new Error("Unknown property `".concat(e,"`."));var i=n.get(t);if(i)return i;throw new Error("Unknown value `".concat(t,"` for property `").concat(e,"`."))}},4483:function(e){e.exports=new Map([["scx","Script_Extensions"],["sc","Script"],["gc","General_Category"],["AHex","ASCII_Hex_Digit"],["Alpha","Alphabetic"],["Bidi_C","Bidi_Control"],["Bidi_M","Bidi_Mirrored"],["Cased","Cased"],["CI","Case_Ignorable"],["CWCF","Changes_When_Casefolded"],["CWCM","Changes_When_Casemapped"],["CWKCF","Changes_When_NFKC_Casefolded"],["CWL","Changes_When_Lowercased"],["CWT","Changes_When_Titlecased"],["CWU","Changes_When_Uppercased"],["Dash","Dash"],["Dep","Deprecated"],["DI","Default_Ignorable_Code_Point"],["Dia","Diacritic"],["Ext","Extender"],["Gr_Base","Grapheme_Base"],["Gr_Ext","Grapheme_Extend"],["Hex","Hex_Digit"],["IDC","ID_Continue"],["Ideo","Ideographic"],["IDS","ID_Start"],["IDSB","IDS_Binary_Operator"],["IDST","IDS_Trinary_Operator"],["Join_C","Join_Control"],["LOE","Logical_Order_Exception"],["Lower","Lowercase"],["Math","Math"],["NChar","Noncharacter_Code_Point"],["Pat_Syn","Pattern_Syntax"],["Pat_WS","Pattern_White_Space"],["QMark","Quotation_Mark"],["Radical","Radical"],["RI","Regional_Indicator"],["SD","Soft_Dotted"],["STerm","Sentence_Terminal"],["Term","Terminal_Punctuation"],["UIdeo","Unified_Ideograph"],["Upper","Uppercase"],["VS","Variation_Selector"],["WSpace","White_Space"],["space","White_Space"],["XIDC","XID_Continue"],["XIDS","XID_Start"]])},6951:function(e,t){var n;!function(r){"use strict";function i(){if(i.prototype._singleton)throw new Error("WebMidi is a singleton, it cannot be instantiated directly.");(i.prototype._singleton=this)._inputs=[],this._outputs=[],this._userHandlers={},this._stateChangeQueue=[],this._processingStateChange=!1,this._midiInterfaceEvents=["connected","disconnected"],this._nrpnBuffer=[[],[],[],[],[],[],[],[],[],[],[],[],[],[],[],[]],this._nrpnEventsEnabled=!0,this._nrpnTypes=["entry","increment","decrement"],this._notes=["C","C#","D","D#","E","F","F#","G","G#","A","A#","B"],this._semitones={C:0,D:2,E:4,F:5,G:7,A:9,B:11},Object.defineProperties(this,{MIDI_SYSTEM_MESSAGES:{value:{sysex:240,timecode:241,songposition:242,songselect:243,tuningrequest:246,sysexend:247,clock:248,start:250,continue:251,stop:252,activesensing:254,reset:255,midimessage:0,unknownsystemmessage:-1},writable:!1,enumerable:!0,configurable:!1},MIDI_CHANNEL_MESSAGES:{value:{noteoff:8,noteon:9,keyaftertouch:10,controlchange:11,channelmode:11,nrpn:11,programchange:12,channelaftertouch:13,pitchbend:14},writable:!1,enumerable:!0,configurable:!1},MIDI_REGISTERED_PARAMETER:{value:{pitchbendrange:[0,0],channelfinetuning:[0,1],channelcoarsetuning:[0,2],tuningprogram:[0,3],tuningbank:[0,4],modulationrange:[0,5],azimuthangle:[61,0],elevationangle:[61,1],gain:[61,2],distanceratio:[61,3],maximumdistance:[61,4],maximumdistancegain:[61,5],referencedistanceratio:[61,6],panspreadangle:[61,7],rollangle:[61,8]},writable:!1,enumerable:!0,configurable:!1},MIDI_CONTROL_CHANGE_MESSAGES:{value:{bankselectcoarse:0,modulationwheelcoarse:1,breathcontrollercoarse:2,footcontrollercoarse:4,portamentotimecoarse:5,dataentrycoarse:6,volumecoarse:7,balancecoarse:8,pancoarse:10,expressioncoarse:11,effectcontrol1coarse:12,effectcontrol2coarse:13,generalpurposeslider1:16,generalpurposeslider2:17,generalpurposeslider3:18,generalpurposeslider4:19,bankselectfine:32,modulationwheelfine:33,breathcontrollerfine:34,footcontrollerfine:36,portamentotimefine:37,dataentryfine:38,volumefine:39,balancefine:40,panfine:42,expressionfine:43,effectcontrol1fine:44,effectcontrol2fine:45,holdpedal:64,portamento:65,sustenutopedal:66,softpedal:67,legatopedal:68,hold2pedal:69,soundvariation:70,resonance:71,soundreleasetime:72,soundattacktime:73,brightness:74,soundcontrol6:75,soundcontrol7:76,soundcontrol8:77,soundcontrol9:78,soundcontrol10:79,generalpurposebutton1:80,generalpurposebutton2:81,generalpurposebutton3:82,generalpurposebutton4:83,reverblevel:91,tremololevel:92,choruslevel:93,celestelevel:94,phaserlevel:95,databuttonincrement:96,databuttondecrement:97,nonregisteredparametercoarse:98,nonregisteredparameterfine:99,registeredparametercoarse:100,registeredparameterfine:101},writable:!1,enumerable:!0,configurable:!1},MIDI_NRPN_MESSAGES:{value:{entrymsb:6,entrylsb:38,increment:96,decrement:97,paramlsb:98,parammsb:99,nullactiveparameter:127},writable:!1,enumerable:!0,configurable:!1},MIDI_CHANNEL_MODE_MESSAGES:{value:{allsoundoff:120,resetallcontrollers:121,localcontrol:122,allnotesoff:123,omnimodeoff:124,omnimodeon:125,monomodeon:126,polymodeon:127},writable:!1,enumerable:!0,configurable:!1},octaveOffset:{value:0,writable:!0,enumerable:!0,configurable:!1}}),Object.defineProperties(this,{supported:{enumerable:!0,get:function(){return"requestMIDIAccess"in 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t._midiInput.manufacturer}},name:{enumerable:!0,get:function(){return t._midiInput.name}},state:{enumerable:!0,get:function(){return t._midiInput.state}},type:{enumerable:!0,get:function(){return t._midiInput.type}}}),this._initializeUserHandlers(),this._midiInput.onmidimessage=this._onMidiMessage.bind(this)}function s(e){var t=this;this._midiOutput=e,Object.defineProperties(this,{connection:{enumerable:!0,get:function(){return t._midiOutput.connection}},id:{enumerable:!0,get:function(){return t._midiOutput.id}},manufacturer:{enumerable:!0,get:function(){return t._midiOutput.manufacturer}},name:{enumerable:!0,get:function(){return t._midiOutput.name}},state:{enumerable:!0,get:function(){return t._midiOutput.state}},type:{enumerable:!0,get:function(){return t._midiOutput.type}}})}i.prototype.enable=function(e,t){this.enabled||(this.supported?navigator.requestMIDIAccess({sysex:t}).then(function(t){var n,r=[],i=[];this.interface=t,this._resetInterfaceUserHandlers(),this.interface.onstatechange=function(e){r.push(e)};for(var o=t.inputs.values(),a=o.next();a&&!a.done;a=o.next())i.push(a.value.open());for(var s=t.outputs.values(),u=s.next();u&&!u.done;u=s.next())i.push(u.value.open());function c(){clearTimeout(n),this._updateInputsAndOutputs(),this.interface.onstatechange=this._onInterfaceStateChange.bind(this),"function"==typeof e&&e.call(this),r.forEach(function(e){this._onInterfaceStateChange(e)}.bind(this))}n=setTimeout(c.bind(this),200),Promise&&Promise.all(i).catch((function(e){})).then(c.bind(this))}.bind(this),function(t){"function"==typeof e&&e.call(this,t)}.bind(this)):"function"==typeof e&&e(new Error("The Web MIDI API is not supported by your browser.")))},i.prototype.disable=function(){if(!this.supported)throw new Error("The Web MIDI API is not supported by your browser.");this.enabled&&(this.removeListener(),this.inputs.forEach((function(e){e.removeListener()}))),this.interface&&(this.interface.onstatechange=void 0),this.interface=void 0,this._inputs=[],this._outputs=[],this._nrpnEventsEnabled=!0,this._resetInterfaceUserHandlers()},i.prototype.addListener=function(e,t){if(!this.enabled)throw new Error("WebMidi must be enabled before adding event listeners.");if("function"!=typeof t)throw new TypeError("The 'listener' parameter must be a function.");if(!(0<=this._midiInterfaceEvents.indexOf(e)))throw new TypeError("The specified event type is not supported.");return this._userHandlers[e].push(t),this},i.prototype.hasListener=function(e,t){if(!this.enabled)throw new Error("WebMidi must be enabled before checking event listeners.");if("function"!=typeof t)throw new TypeError("The 'listener' parameter must be a function.");if(!(0<=this._midiInterfaceEvents.indexOf(e)))throw new TypeError("The specified event type is not supported.");for(var n=0;n<this._userHandlers[e].length;n++)if(this._userHandlers[e][n]===t)return!0;return!1},i.prototype.removeListener=function(e,t){if(!this.enabled)throw new Error("WebMidi must be enabled before removing event listeners.");if(void 0!==t&&"function"!=typeof t)throw new TypeError("The 'listener' parameter must be a function.");if(0<=this._midiInterfaceEvents.indexOf(e))if(t)for(var n=0;n<this._userHandlers[e].length;n++)this._userHandlers[e][n]===t&&this._userHandlers[e].splice(n,1);else this._userHandlers[e]=[];else{if(void 0!==e)throw new TypeError("The specified event type is not supported.");this._resetInterfaceUserHandlers()}return this},i.prototype.toMIDIChannels=function(e){var t;if("all"===e||void 0===e)t=["all"];else{if("none"===e)return[];t=Array.isArray(e)?e:[e]}return-1<t.indexOf("all")&&(t=[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]),t.map((function(e){return parseInt(e)})).filter((function(e){return 1<=e&&e<=16}))},i.prototype.getInputById=function(e){if(!this.enabled)throw new Error("WebMidi is not enabled.");e=String(e);for(var t=0;t<this.inputs.length;t++)if(this.inputs[t].id===e)return this.inputs[t];return!1},i.prototype.getOutputById=function(e){if(!this.enabled)throw new Error("WebMidi is not enabled.");e=String(e);for(var t=0;t<this.outputs.length;t++)if(this.outputs[t].id===e)return this.outputs[t];return!1},i.prototype.getInputByName=function(e){if(!this.enabled)throw new Error("WebMidi is not enabled.");for(var t=0;t<this.inputs.length;t++)if(~this.inputs[t].name.indexOf(e))return this.inputs[t];return!1},i.prototype.getOctave=function(e){if(null!=e&&0<=e&&e<=127)return Math.floor(Math.floor(e)/12-1)+Math.floor(o.octaveOffset)},i.prototype.getOutputByName=function(e){if(!this.enabled)throw new Error("WebMidi is not enabled.");for(var t=0;t<this.outputs.length;t++)if(~this.outputs[t].name.indexOf(e))return this.outputs[t];return!1},i.prototype.guessNoteNumber=function(e){var t=!1;if(e&&e.toFixed&&0<=e&&e<=127?t=Math.round(e):0<=parseInt(e)&&parseInt(e)<=127?t=parseInt(e):("string"==typeof e||e instanceof String)&&(t=this.noteNameToNumber(e)),!1===t)throw new Error("Invalid input value ("+e+").");return t},i.prototype.noteNameToNumber=function(e){"string"!=typeof e&&(e="");var t=e.match(/([CDEFGAB])(#{0,2}|b{0,2})(-?\d+)/i);if(!t)throw new RangeError("Invalid note name.");var n=o._semitones[t[1].toUpperCase()],r=12*(parseInt(t[3])+1-Math.floor(o.octaveOffset))+n;if(-1<t[2].toLowerCase().indexOf("b")?r-=t[2].length:-1<t[2].toLowerCase().indexOf("#")&&(r+=t[2].length),r<0||127<r)throw new RangeError("Invalid note name or note outside valid range.");return r},i.prototype._updateInputsAndOutputs=function(){this._updateInputs(),this._updateOutputs()},i.prototype._updateInputs=function(){for(var e=0;e<this._inputs.length;e++){for(var t=!0,n=this.interface.inputs.values(),r=n.next();r&&!r.done;r=n.next())if(this._inputs[e]._midiInput===r.value){t=!1;break}t&&this._inputs.splice(e,1)}this.interface&&this.interface.inputs.forEach(function(e){for(var t=!0,n=0;n<this._inputs.length;n++)this._inputs[n]._midiInput===e&&(t=!1);t&&this._inputs.push(new a(e))}.bind(this))},i.prototype._updateOutputs=function(){for(var e=0;e<this._outputs.length;e++){for(var t=!0,n=this.interface.outputs.values(),r=n.next();r&&!r.done;r=n.next())if(this._outputs[e]._midiOutput===r.value){t=!1;break}t&&this._outputs.splice(e,1)}this.interface&&this.interface.outputs.forEach(function(e){for(var t=!0,n=0;n<this._outputs.length;n++)this._outputs[n]._midiOutput===e&&(t=!1);t&&this._outputs.push(new s(e))}.bind(this))},i.prototype._onInterfaceStateChange=function(e){this._updateInputsAndOutputs();var t={timestamp:e.timeStamp,type:e.port.state};this.interface&&"connected"===e.port.state?"output"===e.port.type?t.port=this.getOutputById(e.port.id):"input"===e.port.type&&(t.port=this.getInputById(e.port.id)):t.port={connection:"closed",id:e.port.id,manufacturer:e.port.manufacturer,name:e.port.name,state:e.port.state,type:e.port.type},this._userHandlers[e.port.state].forEach((function(e){e(t)}))},i.prototype._resetInterfaceUserHandlers=function(){for(var e=0;e<this._midiInterfaceEvents.length;e++)this._userHandlers[this._midiInterfaceEvents[e]]=[]},a.prototype.on=a.prototype.addListener=function(e,t,n){var r=this;if(void 0===t&&(t="all"),Array.isArray(t)||(t=[t]),t.forEach((function(e){if("all"!==e&&!(1<=e&&e<=16))throw new RangeError("The 'channel' parameter is invalid.")})),"function"!=typeof n)throw new TypeError("The 'listener' parameter must be a function.");if(void 0!==o.MIDI_SYSTEM_MESSAGES[e])this._userHandlers.system[e]||(this._userHandlers.system[e]=[]),this._userHandlers.system[e].push(n);else{if(void 0===o.MIDI_CHANNEL_MESSAGES[e])throw new TypeError("The specified event type is not supported.");if(-1<t.indexOf("all")){t=[];for(var i=1;i<=16;i++)t.push(i)}this._userHandlers.channel[e]||(this._userHandlers.channel[e]=[]),t.forEach((function(t){r._userHandlers.channel[e][t]||(r._userHandlers.channel[e][t]=[]),r._userHandlers.channel[e][t].push(n)}))}return this},a.prototype.hasListener=function(e,t,n){var r=this;if("function"!=typeof n)throw new TypeError("The 'listener' parameter must be a function.");if(void 0===t&&(t="all"),t.constructor!==Array&&(t=[t]),void 0!==o.MIDI_SYSTEM_MESSAGES[e]){for(var i=0;i<this._userHandlers.system[e].length;i++)if(this._userHandlers.system[e][i]===n)return!0}else if(void 0!==o.MIDI_CHANNEL_MESSAGES[e]){if(-1<t.indexOf("all")){t=[];for(var a=1;a<=16;a++)t.push(a)}return!!this._userHandlers.channel[e]&&t.every((function(t){var i=r._userHandlers.channel[e][t];return i&&-1<i.indexOf(n)}))}return!1},a.prototype.removeListener=function(e,t,n){var r=this;if(void 0!==n&&"function"!=typeof n)throw new TypeError("The 'listener' parameter must be a function.");if(void 0===t&&(t="all"),t.constructor!==Array&&(t=[t]),void 0!==o.MIDI_SYSTEM_MESSAGES[e])if(void 0===n)this._userHandlers.system[e]=[];else for(var i=0;i<this._userHandlers.system[e].length;i++)this._userHandlers.system[e][i]===n&&this._userHandlers.system[e].splice(i,1);else if(void 0!==o.MIDI_CHANNEL_MESSAGES[e]){if(-1<t.indexOf("all")){t=[];for(var a=1;a<=16;a++)t.push(a)}if(!this._userHandlers.channel[e])return this;t.forEach((function(t){var i=r._userHandlers.channel[e][t];if(i)if(void 0===n)r._userHandlers.channel[e][t]=[];else for(var o=0;o<i.length;o++)i[o]===n&&i.splice(o,1)}))}else{if(void 0!==e)throw new TypeError("The specified event type is not supported.");this._initializeUserHandlers()}return this},a.prototype._initializeUserHandlers=function(){for(var e in o.MIDI_CHANNEL_MESSAGES)Object.prototype.hasOwnProperty.call(o.MIDI_CHANNEL_MESSAGES,e)&&(this._userHandlers.channel[e]={});for(var t in o.MIDI_SYSTEM_MESSAGES)Object.prototype.hasOwnProperty.call(o.MIDI_SYSTEM_MESSAGES,t)&&(this._userHandlers.system[t]=[])},a.prototype._onMidiMessage=function(e){if(0<this._userHandlers.system.midimessage.length){var t={target:this,data:e.data,timestamp:e.timeStamp,type:"midimessage"};this._userHandlers.system.midimessage.forEach((function(e){e(t)}))}e.data[0]<240?(this._parseChannelEvent(e),this._parseNrpnEvent(e)):e.data[0]<=255&&this._parseSystemEvent(e)},a.prototype._parseNrpnEvent=function(e){var t,n,r=e.data[0]>>4,i=15&e.data[0],a=1+i;if(1<e.data.length&&(t=e.data[1],n=2<e.data.length?e.data[2]:void 0),o.nrpnEventsEnabled&&r===o.MIDI_CHANNEL_MESSAGES.controlchange&&(t>=o.MIDI_NRPN_MESSAGES.increment&&t<=o.MIDI_NRPN_MESSAGES.parammsb||t===o.MIDI_NRPN_MESSAGES.entrymsb||t===o.MIDI_NRPN_MESSAGES.entrylsb)){var s={target:this,type:"controlchange",data:e.data,timestamp:e.timeStamp,channel:a,controller:{number:t,name:this.getCcNameByNumber(t)},value:n};if(s.controller.number===o.MIDI_NRPN_MESSAGES.parammsb&&s.value!=o.MIDI_NRPN_MESSAGES.nullactiveparameter)o._nrpnBuffer[i]=[],o._nrpnBuffer[i][0]=s;else if(1===o._nrpnBuffer[i].length&&s.controller.number===o.MIDI_NRPN_MESSAGES.paramlsb)o._nrpnBuffer[i].push(s);else if(2!==o._nrpnBuffer[i].length||s.controller.number!==o.MIDI_NRPN_MESSAGES.increment&&s.controller.number!==o.MIDI_NRPN_MESSAGES.decrement&&s.controller.number!==o.MIDI_NRPN_MESSAGES.entrymsb)if(3===o._nrpnBuffer[i].length&&o._nrpnBuffer[i][2].number===o.MIDI_NRPN_MESSAGES.entrymsb&&s.controller.number===o.MIDI_NRPN_MESSAGES.entrylsb)o._nrpnBuffer[i].push(s);else if(3<=o._nrpnBuffer[i].length&&o._nrpnBuffer[i].length<=4&&s.controller.number===o.MIDI_NRPN_MESSAGES.parammsb&&s.value===o.MIDI_NRPN_MESSAGES.nullactiveparameter)o._nrpnBuffer[i].push(s);else if(4<=o._nrpnBuffer[i].length&&o._nrpnBuffer[i].length<=5&&s.controller.number===o.MIDI_NRPN_MESSAGES.paramlsb&&s.value===o.MIDI_NRPN_MESSAGES.nullactiveparameter){o._nrpnBuffer[i].push(s);var u=[];o._nrpnBuffer[i].forEach((function(e){u.push(e.data)}));var c=o._nrpnBuffer[i][0].value<<7|o._nrpnBuffer[i][1].value,l=o._nrpnBuffer[i][2].value;6===o._nrpnBuffer[i].length&&(l=o._nrpnBuffer[i][2].value<<7|o._nrpnBuffer[i][3].value);var f="";switch(o._nrpnBuffer[i][2].controller.number){case o.MIDI_NRPN_MESSAGES.entrymsb:f=o._nrpnTypes[0];break;case o.MIDI_NRPN_MESSAGES.increment:f=o._nrpnTypes[1];break;case o.MIDI_NRPN_MESSAGES.decrement:f=o._nrpnTypes[2];break;default:throw new Error("The NPRN type was unidentifiable.")}var h={timestamp:s.timestamp,channel:s.channel,type:"nrpn",data:u,controller:{number:c,type:f,name:"Non-Registered Parameter "+c},value:l};o._nrpnBuffer[i]=[],this._userHandlers.channel[h.type]&&this._userHandlers.channel[h.type][h.channel]&&this._userHandlers.channel[h.type][h.channel].forEach((function(e){e(h)}))}else o._nrpnBuffer[i]=[];else o._nrpnBuffer[i].push(s)}},a.prototype._parseChannelEvent=function(e){var t,n,r=e.data[0]>>4,i=1+(15&e.data[0]);1<e.data.length&&(t=e.data[1],n=2<e.data.length?e.data[2]:void 0);var a={target:this,data:e.data,timestamp:e.timeStamp,channel:i};r===o.MIDI_CHANNEL_MESSAGES.noteoff||r===o.MIDI_CHANNEL_MESSAGES.noteon&&0===n?(a.type="noteoff",a.note={number:t,name:o._notes[t%12],octave:o.getOctave(t)},a.velocity=n/127,a.rawVelocity=n):r===o.MIDI_CHANNEL_MESSAGES.noteon?(a.type="noteon",a.note={number:t,name:o._notes[t%12],octave:o.getOctave(t)},a.velocity=n/127,a.rawVelocity=n):r===o.MIDI_CHANNEL_MESSAGES.keyaftertouch?(a.type="keyaftertouch",a.note={number:t,name:o._notes[t%12],octave:o.getOctave(t)},a.value=n/127):r===o.MIDI_CHANNEL_MESSAGES.controlchange&&0<=t&&t<=119?(a.type="controlchange",a.controller={number:t,name:this.getCcNameByNumber(t)},a.value=n):r===o.MIDI_CHANNEL_MESSAGES.channelmode&&120<=t&&t<=127?(a.type="channelmode",a.controller={number:t,name:this.getChannelModeByNumber(t)},a.value=n):r===o.MIDI_CHANNEL_MESSAGES.programchange?(a.type="programchange",a.value=t):r===o.MIDI_CHANNEL_MESSAGES.channelaftertouch?(a.type="channelaftertouch",a.value=t/127):r===o.MIDI_CHANNEL_MESSAGES.pitchbend?(a.type="pitchbend",a.value=((n<<7)+t-8192)/8192):a.type="unknownchannelmessage",this._userHandlers.channel[a.type]&&this._userHandlers.channel[a.type][i]&&this._userHandlers.channel[a.type][i].forEach((function(e){e(a)}))},a.prototype.getCcNameByNumber=function(e){if(!(0<=(e=Math.floor(e))&&e<=119))throw new RangeError("The control change number must be between 0 and 119.");for(var t in o.MIDI_CONTROL_CHANGE_MESSAGES)if(Object.prototype.hasOwnProperty.call(o.MIDI_CONTROL_CHANGE_MESSAGES,t)&&e===o.MIDI_CONTROL_CHANGE_MESSAGES[t])return t},a.prototype.getChannelModeByNumber=function(e){if(!(120<=(e=Math.floor(e))&&status<=127))throw new RangeError("The control change number must be between 120 and 127.");for(var t in o.MIDI_CHANNEL_MODE_MESSAGES)if(Object.prototype.hasOwnProperty.call(o.MIDI_CHANNEL_MODE_MESSAGES,t)&&e===o.MIDI_CHANNEL_MODE_MESSAGES[t])return t},a.prototype._parseSystemEvent=function(e){var t=e.data[0],n={target:this,data:e.data,timestamp:e.timeStamp};t===o.MIDI_SYSTEM_MESSAGES.sysex?n.type="sysex":t===o.MIDI_SYSTEM_MESSAGES.timecode?n.type="timecode":t===o.MIDI_SYSTEM_MESSAGES.songposition?n.type="songposition":t===o.MIDI_SYSTEM_MESSAGES.songselect?(n.type="songselect",n.song=e.data[1]):t===o.MIDI_SYSTEM_MESSAGES.tuningrequest?n.type="tuningrequest":t===o.MIDI_SYSTEM_MESSAGES.clock?n.type="clock":t===o.MIDI_SYSTEM_MESSAGES.start?n.type="start":t===o.MIDI_SYSTEM_MESSAGES.continue?n.type="continue":t===o.MIDI_SYSTEM_MESSAGES.stop?n.type="stop":t===o.MIDI_SYSTEM_MESSAGES.activesensing?n.type="activesensing":t===o.MIDI_SYSTEM_MESSAGES.reset?n.type="reset":n.type="unknownsystemmessage",this._userHandlers.system[n.type]&&this._userHandlers.system[n.type].forEach((function(e){e(n)}))},s.prototype.send=function(e,t,n){if(!(128<=e&&e<=255))throw new RangeError("The status byte must be an integer between 128 (0x80) and 255 (0xFF).");void 0===t&&(t=[]),Array.isArray(t)||(t=[t]);var r=[];return t.forEach((function(e){var t=Math.floor(e);if(!(0<=t&&t<=255))throw new RangeError("Data bytes must be integers between 0 (0x00) and 255 (0xFF).");r.push(t)})),this._midiOutput.send([e].concat(r),parseFloat(n)||0),this},s.prototype.sendSysex=function(e,t,n){if(!o.sysexEnabled)throw new Error("Sysex message support must first be activated.");return n=n||{},e=[].concat(e),t.forEach((function(e){if(e<0||127<e)throw new RangeError("The data bytes of a sysex message must be integers between 0 (0x00) and 127 (0x7F).")})),t=e.concat(t,o.MIDI_SYSTEM_MESSAGES.sysexend),this.send(o.MIDI_SYSTEM_MESSAGES.sysex,t,this._parseTimeParameter(n.time)),this},s.prototype.sendTimecodeQuarterFrame=function(e,t){return t=t||{},this.send(o.MIDI_SYSTEM_MESSAGES.timecode,e,this._parseTimeParameter(t.time)),this},s.prototype.sendSongPosition=function(e,t){t=t||{};var n=(e=Math.floor(e)||0)>>7&127,r=127&e;return this.send(o.MIDI_SYSTEM_MESSAGES.songposition,[n,r],this._parseTimeParameter(t.time)),this},s.prototype.sendSongSelect=function(e,t){if(t=t||{},!(0<=(e=Math.floor(e))&&e<=127))throw new RangeError("The song number must be between 0 and 127.");return this.send(o.MIDI_SYSTEM_MESSAGES.songselect,[e],this._parseTimeParameter(t.time)),this},s.prototype.sendTuningRequest=function(e){return e=e||{},this.send(o.MIDI_SYSTEM_MESSAGES.tuningrequest,void 0,this._parseTimeParameter(e.time)),this},s.prototype.sendClock=function(e){return e=e||{},this.send(o.MIDI_SYSTEM_MESSAGES.clock,void 0,this._parseTimeParameter(e.time)),this},s.prototype.sendStart=function(e){return e=e||{},this.send(o.MIDI_SYSTEM_MESSAGES.start,void 0,this._parseTimeParameter(e.time)),this},s.prototype.sendContinue=function(e){return e=e||{},this.send(o.MIDI_SYSTEM_MESSAGES.continue,void 0,this._parseTimeParameter(e.time)),this},s.prototype.sendStop=function(e){return e=e||{},this.send(o.MIDI_SYSTEM_MESSAGES.stop,void 0,this._parseTimeParameter(e.time)),this},s.prototype.sendActiveSensing=function(e){return e=e||{},this.send(o.MIDI_SYSTEM_MESSAGES.activesensing,[],this._parseTimeParameter(e.time)),this},s.prototype.sendReset=function(e){return e=e||{},this.send(o.MIDI_SYSTEM_MESSAGES.reset,void 0,this._parseTimeParameter(e.time)),this},s.prototype.stopNote=function(e,t,n){if("all"===e)return this.sendChannelMode("allnotesoff",0,t,n);var r=64;return(n=n||{}).rawVelocity?!isNaN(n.velocity)&&0<=n.velocity&&n.velocity<=127&&(r=n.velocity):!isNaN(n.velocity)&&0<=n.velocity&&n.velocity<=1&&(r=127*n.velocity),this._convertNoteToArray(e).forEach(function(e){o.toMIDIChannels(t).forEach(function(t){this.send((o.MIDI_CHANNEL_MESSAGES.noteoff<<4)+(t-1),[e,Math.round(r)],this._parseTimeParameter(n.time))}.bind(this))}.bind(this)),this},s.prototype.playNote=function(e,t,n){var r,i=64;if((n=n||{}).rawVelocity?!isNaN(n.velocity)&&0<=n.velocity&&n.velocity<=127&&(i=n.velocity):!isNaN(n.velocity)&&0<=n.velocity&&n.velocity<=1&&(i=127*n.velocity),r=this._parseTimeParameter(n.time),this._convertNoteToArray(e).forEach(function(e){o.toMIDIChannels(t).forEach(function(t){this.send((o.MIDI_CHANNEL_MESSAGES.noteon<<4)+(t-1),[e,Math.round(i)],r)}.bind(this))}.bind(this)),!isNaN(n.duration)){n.duration<=0&&(n.duration=0);var a=64;n.rawVelocity?!isNaN(n.release)&&0<=n.release&&n.release<=127&&(a=n.release):!isNaN(n.release)&&0<=n.release&&n.release<=1&&(a=127*n.release),this._convertNoteToArray(e).forEach(function(e){o.toMIDIChannels(t).forEach(function(t){this.send((o.MIDI_CHANNEL_MESSAGES.noteoff<<4)+(t-1),[e,Math.round(a)],(r||o.time)+n.duration)}.bind(this))}.bind(this))}return this},s.prototype.sendKeyAftertouch=function(e,t,n,r){var i=this;if(r=r||{},t<1||16<t)throw new RangeError("The channel must be between 1 and 16.");(isNaN(n)||n<0||1<n)&&(n=.5);var a=Math.round(127*n);return this._convertNoteToArray(e).forEach((function(e){o.toMIDIChannels(t).forEach((function(t){i.send((o.MIDI_CHANNEL_MESSAGES.keyaftertouch<<4)+(t-1),[e,a],i._parseTimeParameter(r.time))}))})),this},s.prototype.sendControlChange=function(e,t,n,r){if(r=r||{},"string"==typeof e){if(void 0===(e=o.MIDI_CONTROL_CHANGE_MESSAGES[e]))throw new TypeError("Invalid controller name.")}else if(!(0<=(e=Math.floor(e))&&e<=119))throw new RangeError("Controller numbers must be between 0 and 119.");if(!(0<=(t=Math.floor(t)||0)&&t<=127))throw new RangeError("Controller value must be between 0 and 127.");return o.toMIDIChannels(n).forEach(function(n){this.send((o.MIDI_CHANNEL_MESSAGES.controlchange<<4)+(n-1),[e,t],this._parseTimeParameter(r.time))}.bind(this)),this},s.prototype._selectRegisteredParameter=function(e,t,n){var r=this;if(e[0]=Math.floor(e[0]),!(0<=e[0]&&e[0]<=127))throw new RangeError("The control65 value must be between 0 and 127");if(e[1]=Math.floor(e[1]),!(0<=e[1]&&e[1]<=127))throw new RangeError("The control64 value must be between 0 and 127");return o.toMIDIChannels(t).forEach((function(){r.sendControlChange(101,e[0],t,{time:n}),r.sendControlChange(100,e[1],t,{time:n})})),this},s.prototype._selectNonRegisteredParameter=function(e,t,n){var r=this;if(e[0]=Math.floor(e[0]),!(0<=e[0]&&e[0]<=127))throw new RangeError("The control63 value must be between 0 and 127");if(e[1]=Math.floor(e[1]),!(0<=e[1]&&e[1]<=127))throw new RangeError("The control62 value must be between 0 and 127");return o.toMIDIChannels(t).forEach((function(){r.sendControlChange(99,e[0],t,{time:n}),r.sendControlChange(98,e[1],t,{time:n})})),this},s.prototype._setCurrentRegisteredParameter=function(e,t,n){var r=this;if((e=[].concat(e))[0]=Math.floor(e[0]),!(0<=e[0]&&e[0]<=127))throw new RangeError("The msb value must be between 0 and 127");return o.toMIDIChannels(t).forEach((function(){r.sendControlChange(6,e[0],t,{time:n})})),e[1]=Math.floor(e[1]),0<=e[1]&&e[1]<=127&&o.toMIDIChannels(t).forEach((function(){r.sendControlChange(38,e[1],t,{time:n})})),this},s.prototype._deselectRegisteredParameter=function(e,t){var n=this;return o.toMIDIChannels(e).forEach((function(){n.sendControlChange(101,127,e,{time:t}),n.sendControlChange(100,127,e,{time:t})})),this},s.prototype.setRegisteredParameter=function(e,t,n,r){var i=this;if(r=r||{},!Array.isArray(e)){if(!o.MIDI_REGISTERED_PARAMETER[e])throw new Error("The specified parameter is not available.");e=o.MIDI_REGISTERED_PARAMETER[e]}return o.toMIDIChannels(n).forEach((function(){i._selectRegisteredParameter(e,n,r.time),i._setCurrentRegisteredParameter(t,n,r.time),i._deselectRegisteredParameter(n,r.time)})),this},s.prototype.setNonRegisteredParameter=function(e,t,n,r){var i=this;if(r=r||{},!(0<=e[0]&&e[0]<=127&&0<=e[1]&&e[1]<=127))throw new Error("Position 0 and 1 of the 2-position parameter array must both be between 0 and 127.");return t=[].concat(t),o.toMIDIChannels(n).forEach((function(){i._selectNonRegisteredParameter(e,n,r.time),i._setCurrentRegisteredParameter(t,n,r.time),i._deselectRegisteredParameter(n,r.time)})),this},s.prototype.incrementRegisteredParameter=function(e,t,n){var r=this;if(n=n||{},!Array.isArray(e)){if(!o.MIDI_REGISTERED_PARAMETER[e])throw new Error("The specified parameter is not available.");e=o.MIDI_REGISTERED_PARAMETER[e]}return o.toMIDIChannels(t).forEach((function(){r._selectRegisteredParameter(e,t,n.time),r.sendControlChange(96,0,t,{time:n.time}),r._deselectRegisteredParameter(t,n.time)})),this},s.prototype.decrementRegisteredParameter=function(e,t,n){if(n=n||{},!Array.isArray(e)){if(!o.MIDI_REGISTERED_PARAMETER[e])throw new TypeError("The specified parameter is not available.");e=o.MIDI_REGISTERED_PARAMETER[e]}return o.toMIDIChannels(t).forEach(function(){this._selectRegisteredParameter(e,t,n.time),this.sendControlChange(97,0,t,{time:n.time}),this._deselectRegisteredParameter(t,n.time)}.bind(this)),this},s.prototype.setPitchBendRange=function(e,t,n,r){var i=this;if(r=r||{},!(0<=(e=Math.floor(e)||0)&&e<=127))throw new RangeError("The semitones value must be between 0 and 127");if(!(0<=(t=Math.floor(t)||0)&&t<=127))throw new RangeError("The cents value must be between 0 and 127");return o.toMIDIChannels(n).forEach((function(){i.setRegisteredParameter("pitchbendrange",[e,t],n,{time:r.time})})),this},s.prototype.setModulationRange=function(e,t,n,r){var i=this;if(r=r||{},!(0<=(e=Math.floor(e)||0)&&e<=127))throw new RangeError("The semitones value must be between 0 and 127");if(!(0<=(t=Math.floor(t)||0)&&t<=127))throw new RangeError("The cents value must be between 0 and 127");return o.toMIDIChannels(n).forEach((function(){i.setRegisteredParameter("modulationrange",[e,t],n,{time:r.time})})),this},s.prototype.setMasterTuning=function(e,t,n){var r=this;if(n=n||{},(e=parseFloat(e)||0)<=-65||64<=e)throw new RangeError("The value must be a decimal number larger than -65 and smaller than 64.");var i=Math.floor(e)+64,a=e-Math.floor(e),s=(a=Math.round((a+1)/2*16383))>>7&127,u=127&a;return o.toMIDIChannels(t).forEach((function(){r.setRegisteredParameter("channelcoarsetuning",i,t,{time:n.time}),r.setRegisteredParameter("channelfinetuning",[s,u],t,{time:n.time})})),this},s.prototype.setTuningProgram=function(e,t,n){var r=this;if(n=n||{},!(0<=(e=Math.floor(e))&&e<=127))throw new RangeError("The program value must be between 0 and 127");return o.toMIDIChannels(t).forEach((function(){r.setRegisteredParameter("tuningprogram",e,t,{time:n.time})})),this},s.prototype.setTuningBank=function(e,t,n){var r=this;if(n=n||{},!(0<=(e=Math.floor(e)||0)&&e<=127))throw new RangeError("The bank 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this.view.state.facet(or)?this.root.activeElement==this.dom:It(this.dom,this.view.observer.selectionRange)}},{key:"nearest",value:function(e){for(var t=e;t;){var n=nn.get(t);if(n&&n.rootView==this)return n;t=t.parentNode}return null}},{key:"posFromDOM",value:function(e,t){var n=this.nearest(e);if(!n)throw new RangeError("Trying to find position for a DOM position outside of the document");return n.localPosFromDOM(e,t)+n.posAtStart}},{key:"domAtPos",value:function(e){for(var t=this.childCursor().findPos(e,-1),n=t.i,r=t.off;n<this.children.length-1;){var i=this.children[n];if(r<i.length||i instanceof Qn)break;n++,r=0}return this.children[n].domAtPos(r)}},{key:"coordsAt",value:function(e,t){for(var n=this.length,r=this.children.length-1;;r--){var i=this.children[r],o=n-i.breakAfter-i.length;if(e>o||e==o&&i.type!=Mn.WidgetBefore&&i.type!=Mn.WidgetAfter&&(!r||2==t||this.children[r-1].breakAfter||this.children[r-1].type==Mn.WidgetBefore&&t>-2))return i.coordsAt(e-o,t);n=o}}},{key:"measureVisibleLineHeights",value:function(){for(var e=[],t=this.view.viewState.viewport,n=t.from,r=t.to,i=this.view.contentDOM.clientWidth,o=i>Math.max(this.view.scrollDOM.clientWidth,this.minWidth)+1,a=-1,s=0,u=0;u<this.children.length;u++){var c=this.children[u],l=s+c.length;if(l>r)break;if(s>=n){var f=c.dom.getBoundingClientRect();if(e.push(f.height),o){var h=c.dom.lastChild,p=h?Nt(h):[];if(p.length){var d=p[p.length-1],m=this.view.textDirection==_r.LTR?d.right-f.left:f.right-d.left;m>a&&(a=m,this.minWidth=i,this.minWidthFrom=s,this.minWidthTo=l)}}}s=l+c.breakAfter}return e}},{key:"measureTextSize",value:function(){var e,t=this,n=(0,d.Z)(this.children);try{for(n.s();!(e=n.n()).done;){var r=e.value;if(r instanceof Qn){var i=r.measureTextSize();if(i)return i}}}catch(u){n.e(u)}finally{n.f()}var o,a,s=document.createElement("div");return s.className="cm-line",s.textContent="abc def ghi jkl mno pqr 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this.pluginDecorationLength=e.length,this.decorations=[].concat((0,A.Z)(e),(0,A.Z)(this.view.state.facet(mr)),[this.compositionDeco,this.computeBlockGapDeco(),this.view.viewState.lineGapDeco])}},{key:"scrollIntoView",value:function(e){var t,n=e.range,r=this.coordsAt(n.head,n.empty?n.assoc:n.head>n.anchor?-1:1);if(r){!n.empty&&(t=this.coordsAt(n.anchor,n.anchor>n.head?-1:1))&&(r={left:Math.min(r.left,t.left),top:Math.min(r.top,t.top),right:Math.max(r.right,t.right),bottom:Math.max(r.bottom,t.bottom)});var i,o=0,a=0,s=0,u=0,c=(0,d.Z)(this.view.pluginField(sr.scrollMargins));try{for(c.s();!(i=c.n()).done;){var l=i.value;if(l){var f=l.left,h=l.right,p=l.top,m=l.bottom;null!=f&&(o=Math.max(o,f)),null!=h&&(a=Math.max(a,h)),null!=p&&(s=Math.max(s,p)),null!=m&&(u=Math.max(u,m))}}}catch(y){c.e(y)}finally{c.f()}var v={left:r.left-o,top:r.top-s,right:r.right+a,bottom:r.bottom+u};!function(e,t,n,r,i,o,a,s){for(var u=e.ownerDocument,c=u.defaultView,l=e;l;)if(1==l.nodeType){var f=void 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t=e.observer.selectionRange,n=t.focusNode&&Ur(t.focusNode,t.focusOffset,0);if(!n)return null;var r=e.docView.nearest(n);if(!r)return null;if(r instanceof Qn){for(var i=n;i.parentNode!=r.dom;)i=i.parentNode;for(var o=i.previousSibling;o&&!nn.get(o);)o=o.previousSibling;var a=o?nn.get(o).posAtEnd:r.posAtStart;return{from:a,to:a,node:i,text:n}}for(;;){var s=r.parent;if(!s)return null;if(s instanceof Qn)break;r=s}var u=r.posAtStart;return{from:u,to:u+r.length,node:r.dom,text:n}}var zr=function(e){E(n,e);var t=k(n);function n(e,r,i){var o;return(0,w.Z)(this,n),(o=t.call(this)).top=e,o.text=r,o.topView=i,o}return(0,x.Z)(n,[{key:"eq",value:function(e){return this.top==e.top&&this.text==e.text}},{key:"toDOM",value:function(){return this.top}},{key:"ignoreEvent",value:function(){return!1}},{key:"customView",get:function(){return kn}}]),n}(Pn);function Ur(e,t,n){for(;;){if(3==e.nodeType)return 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m=e.dom.ownerDocument,v=e.root.elementFromPoint?e.root:m,y=v.elementFromPoint(o,a);y&&!e.contentDOM.contains(y)&&(y=null),y||(o=Math.max(u.left+1,Math.min(u.right-1,o)),(y=v.elementFromPoint(o,a))&&!e.contentDOM.contains(y)&&(y=null));var g,_=-1;if(y&&0!=(null===(r=e.docView.nearest(y))||void 0===r?void 0:r.isEditable))if(m.caretPositionFromPoint){var E=m.caretPositionFromPoint(o,a);E&&(g=E.offsetNode,_=E.offset)}else if(m.caretRangeFromPoint){var b=m.caretRangeFromPoint(o,a);b&&(g=b.startContainer,_=b.startOffset,_n.safari&&ui(g,_,o)&&(g=void 0))}if(!g||!e.docView.dom.contains(g)){var D=Qn.find(e.docView,d);if(!D)return f>i.top+i.height/2?i.to:i.from;var O=ii(D.dom,o,a);g=O.node,_=O.offset}return e.docView.posFromDOM(g,_)}function si(e,t,n,r,i){var o=Math.round((r-t.left)*e.defaultCharacterWidth);e.lineWrapping&&n.height>1.5*e.defaultLineHeight&&(o+=Math.floor((i-n.top)/e.defaultLineHeight)*e.viewState.heightOracle.lineLength);var a=e.state.sliceDoc(n.from,n.to);return n.from+Z(a,o,e.state.tabSize)}function ui(e,t,n){var r;if(3!=e.nodeType||t!=(r=e.nodeValue.length))return!1;for(var i=e.nextSibling;i;i=i.nextSibling)if(1!=i.nodeType||"BR"!=i.nodeName)return!1;return Yt(e,r-1,r).getBoundingClientRect().left>n}function ci(e,t,n,r){var i=e.state.doc.lineAt(t.head),o=r&&e.lineWrapping?e.coordsAtPos(t.assoc<0&&t.head>i.from?t.head-1:t.head):null;if(o){var a=e.dom.getBoundingClientRect(),s=e.posAtCoords({x:n==(e.textDirection==_r.LTR)?a.right-1:a.left+1,y:(o.top+o.bottom)/2});if(null!=s)return ce.cursor(s,n?-1:1)}var u=Qn.find(e.docView,t.head),c=u?n?u.posAtEnd:u.posAtStart:n?i.to:i.from;return ce.cursor(c,n?-1:1)}function li(e,t,n,r){for(var i=e.state.doc.lineAt(t.head),o=e.bidiSpans(i),a=t,s=null;;){var u=Lr(i,o,e.textDirection,a,n),c=Nr;if(!u){if(i.number==(n?e.state.doc.lines:1))return a;c="\n",i=e.state.doc.line(i.number+(n?1:-1)),o=e.bidiSpans(i),u=ce.cursor(n?i.from:i.to)}if(s){if(!s(c))return a}else{if(!r)return u;s=r(c)}a=u}}function 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r&&r.from<=t&&r.more?this.setHeight(e,r.heights[r.index++]):(n||this.outdated)&&this.setHeight(e,Math.max(this.widgetHeight,e.heightForLine(this.length-this.collapsed))),this.outdated=!1,this}},{key:"toString",value:function(){return"line(".concat(this.length).concat(this.collapsed?-this.collapsed:"").concat(this.widgetHeight?":"+this.widgetHeight:"",")")}}]),n}(Zi),Wi=function(e){E(n,e);var t=k(n);function n(e){return(0,w.Z)(this,n),t.call(this,e,0)}return(0,x.Z)(n,[{key:"lines",value:function(e,t){var n=e.lineAt(t).number,r=e.lineAt(t+this.length).number;return{firstLine:n,lastLine:r,lineHeight:this.height/(r-n+1)}}},{key:"blockAt",value:function(e,t,n,r){var i=this.lines(t,r),o=i.firstLine,a=i.lastLine,s=i.lineHeight,u=Math.max(0,Math.min(a-o,Math.floor((e-n)/s))),c=t.line(o+u),l=c.from,f=c.length;return new Ii(l,f,n+s*u,s,Mn.Text)}},{key:"lineAt",value:function(e,t,n,r,i){if(t==Ni.ByHeight)return this.blockAt(e,n,r,i);if(t==Ni.ByPosNoHeight){var o=n.lineAt(e),a=o.from,s=o.to;return 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0!==arguments[2]&&arguments[2],i=arguments.length>3?arguments[3]:void 0,o=t+this.length;if(i&&i.from<=t+this.length&&i.more){var a=[],s=Math.max(t,i.from),u=-1,c=e.heightChanged;for(i.from>t&&a.push(new n(i.from-t-1).updateHeight(e,t));s<=o&&i.more;){var l=e.doc.lineAt(s).length;a.length&&a.push(null);var f=i.heights[i.index++];-1==u?u=f:Math.abs(f-u)>=Li&&(u=-2);var h=new Qi(l,f);h.outdated=!1,a.push(h),s+=l+1}s<=o&&a.push(null,new n(o-s).updateHeight(e,s));var p=ji.of(a);return e.heightChanged=c||u<0||Math.abs(p.height-this.height)>=Li||Math.abs(u-this.lines(e.doc,t).lineHeight)>=Li,p}return(r||this.outdated)&&(this.setHeight(e,e.heightForGap(t,t+this.length)),this.outdated=!1),this}},{key:"toString",value:function(){return"gap(".concat(this.length,")")}}]),n}(ji),Gi=function(e){E(n,e);var t=k(n);function n(e,r,i){var o;return(0,w.Z)(this,n),(o=t.call(this,e.length+r+i.length,e.height+i.height,r|(e.outdated||i.outdated?2:0))).left=e,o.right=i,o.size=e.size+i.size,o}return(0,x.Z)(n,[{key:"break",get:function(){return 1&this.flags}},{key:"blockAt",value:function(e,t,n,r){var i=n+this.left.height;return e<i?this.left.blockAt(e,t,n,r):this.right.blockAt(e,t,i,r+this.left.length+this.break)}},{key:"lineAt",value:function(e,t,n,r,i){var o=r+this.left.height,a=i+this.left.length+this.break,s=t==Ni.ByHeight?e<o:e<a,u=s?this.left.lineAt(e,t,n,r,i):this.right.lineAt(e,t,n,o,a);if(this.break||(s?u.to<a:u.from>a))return u;var c=t==Ni.ByPosNoHeight?Ni.ByPosNoHeight:Ni.ByPos;return s?u.join(this.right.lineAt(a,c,n,o,a)):this.left.lineAt(a,c,n,r,i).join(u)}},{key:"forEachLine",value:function(e,t,n,r,i,o){var a=r+this.left.height,s=i+this.left.length+this.break;if(this.break)e<s&&this.left.forEachLine(e,t,n,r,i,o),t>=s&&this.right.forEachLine(e,t,n,a,s,o);else{var u=this.lineAt(s,Ni.ByPos,n,r,i);e<u.from&&this.left.forEachLine(e,u.from-1,n,r,i,o),u.to>=e&&u.from<=t&&o(u),t>u.to&&this.right.forEachLine(u.to+1,t,n,a,s,o)}}},{key:"replace",value:function(e,t,n){var r=this.left.length+this.break;if(t<r)return this.balanced(this.left.replace(e,t,n),this.right);if(e>this.left.length)return this.balanced(this.left,this.right.replace(e-r,t-r,n));var i=[];e>0&&this.decomposeLeft(e,i);var o,a=i.length,s=(0,d.Z)(n);try{for(s.s();!(o=s.n()).done;){var u=o.value;i.push(u)}}catch(l){s.e(l)}finally{s.f()}if(e>0&&Vi(i,a-1),t<this.length){var c=i.length;this.decomposeRight(t,i),Vi(i,c)}return ji.of(i)}},{key:"decomposeLeft",value:function(e,t){var n=this.left.length;if(e<=n)return this.left.decomposeLeft(e,t);t.push(this.left),this.break&&e>=++n&&t.push(null),e>n&&this.right.decomposeLeft(e-n,t)}},{key:"decomposeRight",value:function(e,t){var n=this.left.length,r=n+this.break;if(e>=r)return this.right.decomposeRight(e-r,t);e<n&&this.left.decomposeRight(e,t),this.break&&e<r&&t.push(null),t.push(this.right)}},{key:"balanced",value:function(e,t){return e.size>2*t.size||t.size>2*e.size?ji.of(this.break?[e,null,t]:[e,t]):(this.left=e,this.right=t,this.height=e.height+t.height,this.outdated=e.outdated||t.outdated,this.size=e.size+t.size,this.length=e.length+this.break+t.length,this)}},{key:"updateHeight",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:0,n=arguments.length>2&&void 0!==arguments[2]&&arguments[2],r=arguments.length>3?arguments[3]:void 0,i=this.left,o=this.right,a=t+i.length+this.break,s=null;return r&&r.from<=t+i.length&&r.more?s=i=i.updateHeight(e,t,n,r):i.updateHeight(e,t,n),r&&r.from<=a+o.length&&r.more?s=o=o.updateHeight(e,a,n,r):o.updateHeight(e,a,n),s?this.balanced(i,o):(this.height=this.left.height+this.right.height,this.outdated=!1,this)}},{key:"toString",value:function(){return this.left+(this.break?" ":"-")+this.right}}]),n}(ji);function Vi(e,t){var n,r;null==e[t]&&(n=e[t-1])instanceof Wi&&(r=e[t+1])instanceof Wi&&e.splice(t-1,3,new Wi(n.length+1+r.length))}var Hi=function(){function e(t,n){(0,w.Z)(this,e),this.pos=t,this.oracle=n,this.nodes=[],this.lineStart=-1,this.lineEnd=-1,this.covering=null,this.writtenTo=t}return(0,x.Z)(e,[{key:"isCovered",get:function(){return this.covering&&this.nodes[this.nodes.length-1]==this.covering}},{key:"span",value:function(e,t){if(this.lineStart>-1){var n=Math.min(t,this.lineEnd),r=this.nodes[this.nodes.length-1];r instanceof Qi?r.length+=n-this.pos:(n>this.pos||!this.isCovered)&&this.nodes.push(new Qi(n-this.pos,-1)),this.writtenTo=n,t>n&&(this.nodes.push(null),this.writtenTo++,this.lineStart=-1)}this.pos=t}},{key:"point",value:function(e,t,n){if(e<t||n.heightRelevant){var r=n.widget?n.widget.estimatedHeight:0;r<0&&(r=this.oracle.lineHeight);var i=t-e;n.block?this.addBlock(new Zi(i,r,n.type)):(i||r>=5)&&this.addLineDeco(r,i)}else t>e&&this.span(e,t);this.lineEnd>-1&&this.lineEnd<this.pos&&(this.lineEnd=this.oracle.doc.lineAt(this.pos).to)}},{key:"enterLine",value:function(){if(!(this.lineStart>-1)){var e=this.oracle.doc.lineAt(this.pos),t=e.from,n=e.to;this.lineStart=t,this.lineEnd=n,this.writtenTo<t&&((this.writtenTo<t-1||null==this.nodes[this.nodes.length-1])&&this.nodes.push(this.blankContent(this.writtenTo,t-1)),this.nodes.push(null)),this.pos>t&&this.nodes.push(new Qi(this.pos-t,-1)),this.writtenTo=this.pos}}},{key:"blankContent",value:function(e,t){var n=new Wi(t-e);return this.oracle.doc.lineAt(e).to==t&&(n.flags|=4),n}},{key:"ensureLine",value:function(){this.enterLine();var e=this.nodes.length?this.nodes[this.nodes.length-1]:null;if(e instanceof Qi)return e;var t=new Qi(0,-1);return this.nodes.push(t),t}},{key:"addBlock",value:function(e){this.enterLine(),e.type!=Mn.WidgetAfter||this.isCovered||this.ensureLine(),this.nodes.push(e),this.writtenTo=this.pos=this.pos+e.length,e.type!=Mn.WidgetBefore&&(this.covering=e)}},{key:"addLineDeco",value:function(e,t){var n=this.ensureLine();n.length+=t,n.collapsed+=t,n.widgetHeight=Math.max(n.widgetHeight,e),this.writtenTo=this.pos=this.pos+t}},{key:"finish",value:function(e){var t=0==this.nodes.length?null:this.nodes[this.nodes.length-1];!(this.lineStart>-1)||t instanceof Qi||this.isCovered?(this.writtenTo<this.pos||null==t)&&this.nodes.push(this.blankContent(this.writtenTo,this.pos)):this.nodes.push(new Qi(0,-1));var n,r=e,i=(0,d.Z)(this.nodes);try{for(i.s();!(n=i.n()).done;){var o=n.value;o instanceof Qi&&o.updateHeight(this.oracle,r),r+=o?o.length:1}}catch(a){i.e(a)}finally{i.f()}return this.nodes}}],[{key:"build",value:function(t,n,r,i){var o=new e(r,t);return ht.spans(n,r,i,o,0),o.finish(r)}}]),e}();function $i(e,t,n){var r=new zi;return ht.compare(e,t,n,r,0),r.changes}var zi=function(){function e(){(0,w.Z)(this,e),this.changes=[]}return(0,x.Z)(e,[{key:"compareRange",value:function(){}},{key:"comparePoint",value:function(e,t,n,r){(e<t||n&&n.heightRelevant||r&&r.heightRelevant)&&Zn(e,t,this.changes,5)}}]),e}();function Ui(e,t){for(var n=e.getBoundingClientRect(),r=Math.max(0,n.left),i=Math.min(innerWidth,n.right),o=Math.max(0,n.top),a=Math.min(innerHeight,n.bottom),s=e.ownerDocument.body,u=e.parentNode;u&&u!=s;)if(1==u.nodeType){var c=u,l=window.getComputedStyle(c);if((c.scrollHeight>c.clientHeight||c.scrollWidth>c.clientWidth)&&"visible"!=l.overflow){var f=c.getBoundingClientRect();r=Math.max(r,f.left),i=Math.min(i,f.right),o=Math.max(o,f.top),a=Math.min(a,f.bottom)}u="absolute"==l.position||"fixed"==l.position?c.offsetParent:c.parentNode}else{if(11!=u.nodeType)break;u=u.host}return{left:r-n.left,right:Math.max(r,i)-n.left,top:o-(n.top+t),bottom:Math.max(o,a)-(n.top+t)}}function Yi(e,t){var n=e.getBoundingClientRect();return{left:0,right:n.right-n.left,top:t,bottom:n.bottom-(n.top+t)}}var Xi=function(){function e(t,n,r){(0,w.Z)(this,e),this.from=t,this.to=n,this.size=r}return(0,x.Z)(e,[{key:"draw",value:function(e){return Rn.replace({widget:new Ki(this.size,e)}).range(this.from,this.to)}}],[{key:"same",value:function(e,t){if(e.length!=t.length)return!1;for(var n=0;n<e.length;n++){var r=e[n],i=t[n];if(r.from!=i.from||r.to!=i.to||r.size!=i.size)return!1}return!0}}]),e}(),Ki=function(e){E(n,e);var t=k(n);function n(e,r){var i;return(0,w.Z)(this,n),(i=t.call(this)).size=e,i.vertical=r,i}return(0,x.Z)(n,[{key:"eq",value:function(e){return e.size==this.size&&e.vertical==this.vertical}},{key:"toDOM",value:function(){var e=document.createElement("div");return this.vertical?e.style.height=this.size+"px":(e.style.width=this.size+"px",e.style.height="2px",e.style.display="inline-block"),e}},{key:"estimatedHeight",get:function(){return this.vertical?this.size:-1}}]),n}(Pn),Ji=function(){function e(t){(0,w.Z)(this,e),this.state=t,this.pixelViewport={left:0,right:window.innerWidth,top:0,bottom:0},this.inView=!0,this.paddingTop=0,this.paddingBottom=0,this.contentDOMWidth=0,this.contentDOMHeight=0,this.editorHeight=0,this.editorWidth=0,this.heightOracle=new Mi,this.scaler=io,this.scrollTarget=null,this.printing=!1,this.mustMeasureContent=!0,this.visibleRanges=[],this.mustEnforceCursorAssoc=!1,this.heightMap=ji.empty().applyChanges(t.facet(mr),Q.empty,this.heightOracle.setDoc(t.doc),[new yr(0,0,0,t.doc.length)]),this.viewport=this.getViewport(0,null),this.updateViewportLines(),this.updateForViewport(),this.lineGaps=this.ensureLineGaps([]),this.lineGapDeco=Rn.set(this.lineGaps.map((function(e){return e.draw(!1)}))),this.computeVisibleRanges()}return(0,x.Z)(e,[{key:"updateForViewport",value:function(){for(var e=this,t=[this.viewport],n=this.state.selection.main,r=function(r){var i=r?n.head:n.anchor;if(!t.some((function(e){var t=e.from,n=e.to;return i>=t&&i<=n}))){var o=e.lineBlockAt(i),a=o.from,s=o.to;t.push(new eo(a,s))}},i=0;i<=1;i++)r(i);this.viewports=t.sort((function(e,t){return e.from-t.from})),this.scaler=this.heightMap.height<=7e6?io:new oo(this.heightOracle.doc,this.heightMap,this.viewports)}},{key:"updateViewportLines",value:function(){var e=this;this.viewportLines=[],this.heightMap.forEachLine(this.viewport.from,this.viewport.to,this.state.doc,0,0,(function(t){e.viewportLines.push(1==e.scaler.scale?t:ao(t,e.scaler))}))}},{key:"update",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:null,n=this.state;this.state=e.state;var r=this.state.facet(mr),i=e.changedRanges,o=yr.extendWithRanges(i,$i(e.startState.facet(mr),r,e?e.changes:te.empty(this.state.doc.length))),a=this.heightMap.height;this.heightMap=this.heightMap.applyChanges(r,n.doc,this.heightOracle.setDoc(this.state.doc),o),this.heightMap.height!=a&&(e.flags|=2);var s=o.length?this.mapViewport(this.viewport,e.changes):this.viewport;(t&&(t.range.head<s.from||t.range.head>s.to)||!this.viewportIsAppropriate(s))&&(s=this.getViewport(0,t));var u=!e.changes.empty||2&e.flags||s.from!=this.viewport.from||s.to!=this.viewport.to;this.viewport=s,this.updateForViewport(),u&&this.updateViewportLines(),(this.lineGaps.length||this.viewport.to-this.viewport.from>4e3)&&this.updateLineGaps(this.ensureLineGaps(this.mapLineGaps(this.lineGaps,e.changes))),e.flags|=this.computeVisibleRanges(),t&&(this.scrollTarget=t),!this.mustEnforceCursorAssoc&&e.selectionSet&&e.view.lineWrapping&&e.state.selection.main.empty&&e.state.selection.main.assoc&&(this.mustEnforceCursorAssoc=!0)}},{key:"measure",value:function(e){var t=e.contentDOM,n=window.getComputedStyle(t),r=this.heightOracle,i=n.whiteSpace,o="rtl"==n.direction?_r.RTL:_r.LTR,a=this.heightOracle.mustRefreshForStyle(i,o),s=a||this.mustMeasureContent||this.contentDOMHeight!=t.clientHeight,u=0,c=0;if(this.editorWidth!=e.scrollDOM.clientWidth&&(r.lineWrapping&&(s=!0),this.editorWidth=e.scrollDOM.clientWidth,u|=8),s){this.mustMeasureContent=!1,this.contentDOMHeight=t.clientHeight;var l=parseInt(n.paddingTop)||0,f=parseInt(n.paddingBottom)||0;this.paddingTop==l&&this.paddingBottom==f||(u|=8,this.paddingTop=l,this.paddingBottom=f)}var h=(this.printing?Yi:Ui)(t,this.paddingTop),p=h.top-this.pixelViewport.top,d=h.bottom-this.pixelViewport.bottom;this.pixelViewport=h;var m=this.pixelViewport.bottom>this.pixelViewport.top&&this.pixelViewport.right>this.pixelViewport.left;if(m!=this.inView&&(this.inView=m,m&&(s=!0)),!this.inView)return 0;var v=t.clientWidth;if(this.contentDOMWidth==v&&this.editorHeight==e.scrollDOM.clientHeight||(this.contentDOMWidth=v,this.editorHeight=e.scrollDOM.clientHeight,u|=8),s){var y=e.docView.measureVisibleLineHeights();if(r.mustRefreshForHeights(y)&&(a=!0),a||r.lineWrapping&&Math.abs(v-this.contentDOMWidth)>r.charWidth){var g=e.docView.measureTextSize(),_=g.lineHeight,E=g.charWidth;(a=r.refresh(i,o,_,E,v/E,y))&&(e.docView.minWidth=0,u|=8)}p>0&&d>0?c=Math.max(p,d):p<0&&d<0&&(c=Math.min(p,d)),r.heightChanged=!1,this.heightMap=this.heightMap.updateHeight(r,0,a,new Ri(this.viewport.from,y)),r.heightChanged&&(u|=2)}var b=!this.viewportIsAppropriate(this.viewport,c)||this.scrollTarget&&(this.scrollTarget.range.head<this.viewport.from||this.scrollTarget.range.head>this.viewport.to);return b&&(this.viewport=this.getViewport(c,this.scrollTarget)),this.updateForViewport(),(2&u||b)&&this.updateViewportLines(),(this.lineGaps.length||this.viewport.to-this.viewport.from>4e3)&&this.updateLineGaps(this.ensureLineGaps(a?[]:this.lineGaps)),u|=this.computeVisibleRanges(),this.mustEnforceCursorAssoc&&(this.mustEnforceCursorAssoc=!1,e.docView.enforceCursorAssoc()),u}},{key:"visibleTop",get:function(){return this.scaler.fromDOM(this.pixelViewport.top)}},{key:"visibleBottom",get:function(){return this.scaler.fromDOM(this.pixelViewport.bottom)}},{key:"getViewport",value:function(e,t){var n=.5-Math.max(-.5,Math.min(.5,e/1e3/2)),r=this.heightMap,i=this.state.doc,o=this.visibleTop,a=this.visibleBottom,s=new eo(r.lineAt(o-1e3*n,Ni.ByHeight,i,0,0).from,r.lineAt(a+1e3*(1-n),Ni.ByHeight,i,0,0).to);if(t){var u=t.range.head;if(u<s.from||u>s.to){var c,l=Math.min(this.editorHeight,this.pixelViewport.bottom-this.pixelViewport.top),f=r.lineAt(u,Ni.ByPos,i,0,0);c="center"==t.y?(f.top+f.bottom)/2-l/2:"start"==t.y||"nearest"==t.y&&u<s.from?f.top:f.bottom-l,s=new eo(r.lineAt(c-500,Ni.ByHeight,i,0,0).from,r.lineAt(c+l+500,Ni.ByHeight,i,0,0).to)}}return s}},{key:"mapViewport",value:function(e,t){var n=t.mapPos(e.from,-1),r=t.mapPos(e.to,1);return new eo(this.heightMap.lineAt(n,Ni.ByPos,this.state.doc,0,0).from,this.heightMap.lineAt(r,Ni.ByPos,this.state.doc,0,0).to)}},{key:"viewportIsAppropriate",value:function(e){var t=e.from,n=e.to,r=arguments.length>1&&void 0!==arguments[1]?arguments[1]:0;if(!this.inView)return!0;var i=this.heightMap.lineAt(t,Ni.ByPos,this.state.doc,0,0),o=i.top,a=this.heightMap.lineAt(n,Ni.ByPos,this.state.doc,0,0),s=a.bottom,u=this.visibleTop,c=this.visibleBottom;return(0==t||o<=u-Math.max(10,Math.min(-r,250)))&&(n==this.state.doc.length||s>=c+Math.max(10,Math.min(r,250)))&&o>u-2e3&&s<c+2e3}},{key:"mapLineGaps",value:function(e,t){if(!e.length||t.empty)return e;var n,r=[],i=(0,d.Z)(e);try{for(i.s();!(n=i.n()).done;){var o=n.value;t.touchesRange(o.from,o.to)||r.push(new Xi(t.mapPos(o.from),t.mapPos(o.to),o.size))}}catch(a){i.e(a)}finally{i.f()}return r}},{key:"ensureLineGaps",value:function(e){var t=this,n=[];if(this.heightOracle.direction!=_r.LTR)return n;var r,i=(0,d.Z)(this.viewportLines);try{var o=function(){var i=r.value;if(i.length<4e3)return"continue";var o=function(e,t,n){var r=[],i=e,o=0;ht.spans(n.facet(mr),e,t,{span:function(){},point:function(e,t){e>i&&(r.push({from:i,to:e}),o+=e-i),i=t}},20),i<t&&(r.push({from:i,to:t}),o+=t-i);return{total:o,ranges:r}}(i.from,i.to,t.state);if(o.total<4e3)return"continue";var a=void 0,s=void 0;if(t.heightOracle.lineWrapping){var u=2e3/t.heightOracle.lineLength*t.heightOracle.lineHeight;a=to(o,(t.visibleTop-i.top-u)/i.height),s=to(o,(t.visibleBottom-i.top+u)/i.height)}else{var c=o.total*t.heightOracle.charWidth,l=2e3*t.heightOracle.charWidth;a=to(o,(t.pixelViewport.left-l)/c),s=to(o,(t.pixelViewport.right+l)/c)}var f=[];a>i.from&&f.push({from:i.from,to:a}),s<i.to&&f.push({from:s,to:i.to});var h=t.state.selection.main;h.from>=i.from&&h.from<=i.to&&ro(f,h.from-10,h.from+10),!h.empty&&h.to>=i.from&&h.to<=i.to&&ro(f,h.to-10,h.to+10);for(var p=function(){var r=v[m],a=r.from,s=r.to;s-a>1e3&&n.push(function(e,t){var n,r=(0,d.Z)(e);try{for(r.s();!(n=r.n()).done;){var i=n.value;if(t(i))return 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e=!(arguments.length>0&&void 0!==arguments[0])||arguments[0];if(!(this.delayedFlush>=0||this.delayedAndroidKey)){e&&this.readSelectionRange();var t=this.processRecords(),n=t.from,r=t.to,i=t.typeOver,o=this.selectionChanged&&It(this.dom,this.selectionRange);if(!(n<0)||o){this.selectionChanged=!1;var a=this.view.state;this.onChange(n,r,i),this.view.state==a&&this.view.update([])}}}},{key:"readMutation",value:function(e){var t=this.view.docView.nearest(e.target);if(!t||t.ignoreMutation(e))return null;if(t.markDirty("attributes"==e.type),"attributes"==e.type&&(t.dirty|=4),"childList"==e.type){var n=_o(t,e.previousSibling||e.target.previousSibling,-1),r=_o(t,e.nextSibling||e.target.nextSibling,1);return{from:n?t.posAfter(n):t.posAtStart,to:r?t.posBefore(r):t.posAtEnd,typeOver:!1}}return"characterData"==e.type?{from:t.posAtStart,to:t.posAtEnd,typeOver:e.target.nodeValue==e.oldValue}:null}},{key:"destroy",value:function(){var e,t,n;this.stop(),null===(e=this.intersection)||void 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t=[];if(e.root.activeElement!=e.contentDOM)return t;var n=e.observer.selectionRange,r=n.anchorNode,i=n.anchorOffset,o=n.focusNode,a=n.focusOffset;r&&(t.push(new Wr(r,i)),o==r&&a==i||t.push(new Wr(o,a)));return t}(e),f=new Zr(l,e.state);f.readRange(s.startDOM,s.endDOM);var h=a.from,p=null;(8===e.inputState.lastKeyCode&&e.inputState.lastKeyTime>Date.now()-100||_n.android&&f.text.length<c-u)&&(h=a.to,p="end");var d=function(e,t,n,r){var i=Math.min(e.length,t.length),o=0;for(;o<i&&e.charCodeAt(o)==t.charCodeAt(o);)o++;if(o==i&&e.length==t.length)return null;var a=e.length,s=t.length;for(;a>0&&s>0&&e.charCodeAt(a-1)==t.charCodeAt(s-1);)a--,s--;if("end"==r){n-=a+Math.max(0,o-Math.min(a,s))-o}if(a<o&&e.length<t.length){s=(o-=n<=o&&n>=a?o-n:0)+(s-a),a=o}else if(s<o){a=(o-=n<=o&&n>=s?o-n:0)+(a-s),s=o}return{from:o,toA:a,toB:s}}(e.state.doc.sliceString(u,c,jr),f.text,h-u,p);d&&(_n.chrome&&13==e.inputState.lastKeyCode&&d.toB==d.from+2&&"\uffff\uffff"==f.text.slice(d.from,d.toB)&&d.toB--,i={from:u+d.from,to:u+d.toA,insert:Q.of(f.text.slice(d.from,d.toB).split(jr))}),o=function(e,t){if(0==e.length)return null;var n=e[0].pos,r=2==e.length?e[1].pos:n;return n>-1&&r>-1?ce.single(n+t,r+t):null}(l,u)}else if(e.hasFocus||!e.state.facet(or)){var m=e.observer.selectionRange,v=e.docView,y=v.impreciseHead,g=v.impreciseAnchor,_=y&&y.node==m.focusNode&&y.offset==m.focusOffset||!Rt(e.contentDOM,m.focusNode)?e.state.selection.main.head:e.docView.posFromDOM(m.focusNode,m.focusOffset),E=g&&g.node==m.anchorNode&&g.offset==m.anchorOffset||!Rt(e.contentDOM,m.anchorNode)?e.state.selection.main.anchor:e.docView.posFromDOM(m.anchorNode,m.anchorOffset);_==a.head&&E==a.anchor||(o=ce.single(E,_))}if(i||o)if(!i&&r&&!a.empty&&o&&o.main.empty?i={from:a.from,to:a.to,insert:e.state.doc.slice(a.from,a.to)}:i&&i.from>=a.from&&i.to<=a.to&&(i.from!=a.from||i.to!=a.to)&&a.to-a.from-(i.to-i.from)<=4&&(i={from:a.from,to:a.to,insert:e.state.doc.slice(a.from,i.from).append(i.insert).append(e.state.doc.slice(i.to,a.to))}),i){var b=e.state;if(_n.ios&&e.inputState.flushIOSKey(e))return;if(_n.android&&(i.from==a.from&&i.to==a.to&&1==i.insert.length&&2==i.insert.lines&&Xt(e.contentDOM,"Enter",13)||i.from==a.from-1&&i.to==a.to&&0==i.insert.length&&Xt(e.contentDOM,"Backspace",8)||i.from==a.from&&i.to==a.to+1&&0==i.insert.length&&Xt(e.contentDOM,"Delete",46)))return;var D,O=i.insert.toString();if(e.state.facet(Jn).some((function(t){return t(e,i.from,i.to,O)})))return;if(e.inputState.composing>=0&&e.inputState.composing++,i.from>=a.from&&i.to<=a.to&&i.to-i.from>=(a.to-a.from)/3&&(!o||o.main.empty&&o.main.from==i.from+i.insert.length)&&e.inputState.composing<0){var k=a.from<i.from?b.sliceDoc(a.from,i.from):"",A=a.to>i.to?b.sliceDoc(i.to,a.to):"";D=b.replaceSelection(e.state.toText(k+i.insert.sliceString(0,void 0,e.state.lineBreak)+A))}else{var w=b.changes(i),x=o&&!b.selection.main.eq(o.main)&&o.main.to<=w.newLength?o.main:void 0;if(b.selection.ranges.length>1&&e.inputState.composing>=0&&i.to<=a.to&&i.to>=a.to-10){var C=e.state.sliceDoc(i.from,i.to),S=$r(e)||e.state.doc.lineAt(a.head),T=a.to-i.to,F=a.to-a.from;D=b.changeByRange((function(t){if(t.from==a.from&&t.to==a.to)return{changes:w,range:x||t.map(w)};var n=t.to-T,r=n-C.length;if(t.to-t.from!=F||e.state.sliceDoc(r,n)!=C||S&&t.to>=S.from&&t.from<=S.to)return{range:t};var o=b.changes({from:r,to:n,insert:i.insert}),s=t.to-a.to;return{changes:o,range:x?ce.range(Math.max(0,x.anchor+s),Math.max(0,x.head+s)):t.map(o)}}))}else D={changes:w,selection:x&&b.selection.replaceRange(x)}}var q="input.type";e.composing&&(q+=".compose",e.inputState.compositionFirstChange&&(q+=".start",e.inputState.compositionFirstChange=!1)),e.dispatch(D,{scrollIntoView:!0,userEvent:q})}else if(o&&!o.main.eq(a)){var B=!1,P="select";e.inputState.lastSelectionTime>Date.now()-50&&("select"==e.inputState.lastSelectionOrigin&&(B=!0),P=e.inputState.lastSelectionOrigin),e.dispatch({selection:o,scrollIntoView:B,userEvent:P})}}var bo=function(){function e(){var t=this,n=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{};(0,w.Z)(this,e),this.plugins=[],this.pluginMap=new Map,this.editorAttrs={},this.contentAttrs={},this.bidiCache=[],this.destroyed=!1,this.updateState=2,this.measureScheduled=-1,this.measureRequests=[],this.contentDOM=document.createElement("div"),this.scrollDOM=document.createElement("div"),this.scrollDOM.tabIndex=-1,this.scrollDOM.className="cm-scroller",this.scrollDOM.appendChild(this.contentDOM),this.announceDOM=document.createElement("div"),this.announceDOM.style.cssText="position: absolute; top: -10000px",this.announceDOM.setAttribute("aria-live","polite"),this.dom=document.createElement("div"),this.dom.appendChild(this.announceDOM),this.dom.appendChild(this.scrollDOM),this._dispatch=n.dispatch||function(e){return t.update([e])},this.dispatch=this.dispatch.bind(this),this.root=n.root||Kt(n.parent)||document,this.viewState=new Ji(n.state||et.create()),this.plugins=this.state.facet(cr).map((function(e){return new hr(e)}));var r,i=(0,d.Z)(this.plugins);try{for(i.s();!(r=i.n()).done;){var o=r.value;o.update(this)}}catch(a){i.e(a)}finally{i.f()}this.observer=new go(this,(function(e,n,r){Eo(t,e,n,r)}),(function(e){t.inputState.runScrollHandlers(t,e),t.observer.intersecting&&t.measure()})),this.inputState=new hi(this),this.docView=new Gr(this),this.mountStyles(),this.updateAttrs(),this.updateState=0,this.requestMeasure(),n.parent&&n.parent.appendChild(this.dom)}return(0,x.Z)(e,[{key:"state",get:function(){return this.viewState.state}},{key:"viewport",get:function(){return this.viewState.viewport}},{key:"visibleRanges",get:function(){return this.viewState.visibleRanges}},{key:"inView",get:function(){return this.viewState.inView}},{key:"composing",get:function(){return this.inputState.composing>0}},{key:"compositionStarted",get:function(){return this.inputState.composing>=0}},{key:"dispatch",value:function(){var e;this._dispatch(1==arguments.length&&(arguments.length<=0?void 0:arguments[0])instanceof We?arguments.length<=0?void 0:arguments[0]:(e=this.state).update.apply(e,arguments))}},{key:"update",value:function(e){if(0!=this.updateState)throw new Error("Calls to EditorView.update are not allowed while an update is in progress");var t,n,r=!1,i=this.state,o=(0,d.Z)(e);try{for(o.s();!(n=o.n()).done;){var a=n.value;if(a.startState!=i)throw new RangeError("Trying to update state with a transaction that doesn't start from the previous state.");i=a.state}}catch(g){o.e(g)}finally{o.f()}if(this.destroyed)this.viewState.state=i;else{if(i.facet(et.phrases)!=this.state.facet(et.phrases))return this.setState(i);t=new gr(this,i,e);var s=this.viewState.scrollTarget;try{this.updateState=2;var u,c=(0,d.Z)(e);try{for(c.s();!(u=c.n()).done;){var l=u.value;if(s&&(s=s.map(l.changes)),l.scrollIntoView){var f=l.state.selection.main;s=new nr(f.empty?f:ce.cursor(f.head,f.head>f.anchor?-1:1))}var h,p=(0,d.Z)(l.effects);try{for(p.s();!(h=p.n()).done;){var m=h.value;m.is(er)?s=new nr(m.value):m.is(tr)?s=new nr(m.value,"center"):m.is(rr)&&(s=m.value)}}catch(g){p.e(g)}finally{p.f()}}}catch(g){c.e(g)}finally{c.f()}this.viewState.update(t,s),this.bidiCache=Ao.update(this.bidiCache,t.changes),t.empty||(this.updatePlugins(t),this.inputState.update(t)),r=this.docView.update(t),this.state.facet(vr)!=this.styleModules&&this.mountStyles(),this.updateAttrs(),this.showAnnouncements(e),this.docView.updateSelection(r,e.some((function(e){return e.isUserEvent("select.pointer")})))}finally{this.updateState=0}if(t.startState.facet(so)!=t.state.facet(so)&&(this.viewState.mustMeasureContent=!0),(r||s||this.viewState.mustEnforceCursorAssoc||this.viewState.mustMeasureContent)&&this.requestMeasure(),!t.empty){var v,y=(0,d.Z)(this.state.facet(Kn));try{for(y.s();!(v=y.n()).done;){(0,v.value)(t)}}catch(g){y.e(g)}finally{y.f()}}}}},{key:"setState",value:function(e){if(0!=this.updateState)throw new Error("Calls to EditorView.setState are not allowed while an update is in progress");if(this.destroyed)this.viewState.state=e;else{this.updateState=2;var t=this.hasFocus;try{var n,r=(0,d.Z)(this.plugins);try{for(r.s();!(n=r.n()).done;){n.value.destroy(this)}}catch(a){r.e(a)}finally{r.f()}this.viewState=new Ji(e),this.plugins=e.facet(cr).map((function(e){return new hr(e)})),this.pluginMap.clear();var i,o=(0,d.Z)(this.plugins);try{for(o.s();!(i=o.n()).done;){i.value.update(this)}}catch(a){o.e(a)}finally{o.f()}this.docView=new Gr(this),this.inputState.ensureHandlers(this),this.mountStyles(),this.updateAttrs(),this.bidiCache=[]}finally{this.updateState=0}t&&this.focus(),this.requestMeasure()}}},{key:"updatePlugins",value:function(e){var t=e.startState.facet(cr),n=e.state.facet(cr);if(t!=n){var r,i=[],o=(0,d.Z)(n);try{for(o.s();!(r=o.n()).done;){var a=r.value,s=t.indexOf(a);if(s<0)i.push(new hr(a));else{var u=this.plugins[s];u.mustUpdate=e,i.push(u)}}}catch(v){o.e(v)}finally{o.f()}var c,l=(0,d.Z)(this.plugins);try{for(l.s();!(c=l.n()).done;){var f=c.value;f.mustUpdate!=e&&f.destroy(this)}}catch(v){l.e(v)}finally{l.f()}this.plugins=i,this.pluginMap.clear(),this.inputState.ensureHandlers(this)}else{var h,p=(0,d.Z)(this.plugins);try{for(p.s();!(h=p.n()).done;){h.value.mustUpdate=e}}catch(v){p.e(v)}finally{p.f()}}for(var m=0;m<this.plugins.length;m++)this.plugins[m].update(this)}},{key:"measure",value:function(){var e=this,t=!(arguments.length>0&&void 0!==arguments[0])||arguments[0];if(!this.destroyed){this.measureScheduled>-1&&cancelAnimationFrame(this.measureScheduled),this.measureScheduled=0,t&&this.observer.flush();var n=null;try{for(var r=0;;r++){this.updateState=1;var i=this.viewport,o=this.viewState.measure(this);if(!o&&!this.measureRequests.length&&null==this.viewState.scrollTarget)break;if(r>5){console.warn(this.measureRequests.length?"Measure loop restarted more than 5 times":"Viewport failed to stabilize");break}var a=[];if(!(4&o)){var s=[a,this.measureRequests];this.measureRequests=s[0],a=s[1]}var u=a.map((function(t){try{return t.read(e)}catch(n){return ir(e.state,n),ko}})),c=new gr(this,this.state),l=!1,f=!1;c.flags|=o,n?n.flags|=o:n=c,this.updateState=2,c.empty||(this.updatePlugins(c),this.inputState.update(c),this.updateAttrs(),l=this.docView.update(c));for(var h=0;h<a.length;h++)if(u[h]!=ko)try{var p=a[h];p.write&&p.write(u[h],this)}catch(g){ir(this.state,g)}if(this.viewState.scrollTarget&&(this.docView.scrollIntoView(this.viewState.scrollTarget),this.viewState.scrollTarget=null,f=!0),l&&this.docView.updateSelection(!0),this.viewport.from==i.from&&this.viewport.to==i.to&&!f&&0==this.measureRequests.length)break}}finally{this.updateState=0,this.measureScheduled=-1}if(n&&!n.empty){var m,v=(0,d.Z)(this.state.facet(Kn));try{for(v.s();!(m=v.n()).done;){var y=m.value;y(n)}}catch(_){v.e(_)}finally{v.f()}}}}},{key:"themeClasses",get:function(){return co+" "+(this.state.facet(uo)?fo:lo)+" "+this.state.facet(so)}},{key:"updateAttrs",value:function(){var e=this,t=wo(this,pr,{class:"cm-editor"+(this.hasFocus?" cm-focused ":" ")+this.themeClasses}),n={spellcheck:"false",autocorrect:"off",autocapitalize:"off",translate:"no",contenteditable:this.state.facet(or)?"true":"false",class:"cm-content",style:"".concat(_n.tabSize,": ").concat(this.state.tabSize),role:"textbox","aria-multiline":"true"};this.state.readOnly&&(n["aria-readonly"]="true"),wo(this,dr,n),this.observer.ignore((function(){Bn(e.contentDOM,e.contentAttrs,n),Bn(e.dom,e.editorAttrs,t)})),this.editorAttrs=t,this.contentAttrs=n}},{key:"showAnnouncements",value:function(t){var n,r=!0,i=(0,d.Z)(t);try{for(i.s();!(n=i.n()).done;){var o,a=n.value,s=(0,d.Z)(a.effects);try{for(s.s();!(o=s.n()).done;){var u=o.value;if(u.is(e.announce))r&&(this.announceDOM.textContent=""),r=!1,this.announceDOM.appendChild(document.createElement("div")).textContent=u.value}}catch(c){s.e(c)}finally{s.f()}}}catch(c){i.e(c)}finally{i.f()}}},{key:"mountStyles",value:function(){this.styleModules=this.state.facet(vr),ot.mount(this.root,this.styleModules.concat(mo).reverse())}},{key:"readMeasured",value:function(){if(2==this.updateState)throw new Error("Reading the editor layout isn't allowed during an update");0==this.updateState&&this.measureScheduled>-1&&this.measure(!1)}},{key:"requestMeasure",value:function(e){var t=this;if(this.measureScheduled<0&&(this.measureScheduled=requestAnimationFrame((function(){return t.measure()}))),e){if(null!=e.key)for(var n=0;n<this.measureRequests.length;n++)if(this.measureRequests[n].key===e.key)return void(this.measureRequests[n]=e);this.measureRequests.push(e)}}},{key:"pluginField",value:function(e){var t,n=[],r=(0,d.Z)(this.plugins);try{for(r.s();!(t=r.n()).done;){t.value.update(this).takeField(e,n)}}catch(i){r.e(i)}finally{r.f()}return n}},{key:"plugin",value:function(e){var t=this.pluginMap.get(e);return(void 0===t||t&&t.spec!=e)&&this.pluginMap.set(e,t=this.plugins.find((function(t){return t.spec==e}))||null),t&&t.update(this).value}},{key:"documentTop",get:function(){return this.contentDOM.getBoundingClientRect().top+this.viewState.paddingTop}},{key:"documentPadding",get:function(){return{top:this.viewState.paddingTop,bottom:this.viewState.paddingBottom}}},{key:"blockAtHeight",value:function(e,t){var n=Oo(t,this);return this.elementAtHeight(e-n).moveY(n)}},{key:"elementAtHeight",value:function(e){return this.readMeasured(),this.viewState.elementAtHeight(e)}},{key:"visualLineAtHeight",value:function(e,t){var n=Oo(t,this);return this.lineBlockAtHeight(e-n).moveY(n)}},{key:"lineBlockAtHeight",value:function(e){return this.readMeasured(),this.viewState.lineBlockAtHeight(e)}},{key:"viewportLines",value:function(e,t){var n,r=Oo(t,this),i=(0,d.Z)(this.viewportLineBlocks);try{for(i.s();!(n=i.n()).done;){e(n.value.moveY(r))}}catch(o){i.e(o)}finally{i.f()}}},{key:"viewportLineBlocks",get:function(){return this.viewState.viewportLines}},{key:"visualLineAt",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:0;return this.lineBlockAt(e).moveY(t+this.viewState.paddingTop)}},{key:"lineBlockAt",value:function(e){return this.viewState.lineBlockAt(e)}},{key:"contentHeight",get:function(){return this.viewState.contentHeight}},{key:"moveByChar",value:function(e,t,n){return fi(this,e,li(this,e,t,n))}},{key:"moveByGroup",value:function(e,t){var n=this;return fi(this,e,li(this,e,t,(function(t){return function(e,t,n){var r=e.state.charCategorizer(t),i=r(n);return function(e){var t=r(e);return i==Xe.Space&&(i=t),i==t}}(n,e.head,t)})))}},{key:"moveToLineBoundary",value:function(e,t){var n=!(arguments.length>2&&void 0!==arguments[2])||arguments[2];return ci(this,e,t,n)}},{key:"moveVertically",value:function(e,t,n){return fi(this,e,function(e,t,n,r){var i=t.head,o=n?1:-1;if(i==(n?e.state.doc.length:0))return ce.cursor(i,t.assoc);var a,s=t.goalColumn,u=e.contentDOM.getBoundingClientRect(),c=e.coordsAtPos(i),l=e.documentTop;if(c)null==s&&(s=c.left-u.left),a=o<0?c.top:c.bottom;else{var f=e.viewState.lineBlockAt(i-l);null==s&&(s=Math.min(u.right-u.left,e.defaultCharacterWidth*(i-f.from))),a=(o<0?f.top:f.bottom)+l}for(var h=u.left+s,p=null!==r&&void 0!==r?r:e.defaultLineHeight>>1,d=0;;d+=10){var m=a+(p+d)*o,v=ai(e,{x:h,y:m},!1,o);if(m<u.top||m>u.bottom||(o<0?v<i:v>i))return ce.cursor(v,t.assoc,void 0,s)}}(this,e,t,n))}},{key:"scrollPosIntoView",value:function(e){this.dispatch({effects:er.of(ce.cursor(e))})}},{key:"domAtPos",value:function(e){return this.docView.domAtPos(e)}},{key:"posAtDOM",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:0;return this.docView.posFromDOM(e,t)}},{key:"posAtCoords",value:function(e){var t=!(arguments.length>1&&void 0!==arguments[1])||arguments[1];return this.readMeasured(),ai(this,e,t)}},{key:"coordsAtPos",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:1;this.readMeasured();var n=this.docView.coordsAt(e,t);if(!n||n.left==n.right)return n;var r=this.state.doc.lineAt(e),i=this.bidiSpans(r),o=i[Pr.find(i,e-r.from,-1,t)];return Gt(n,o.dir==_r.LTR==t>0)}},{key:"defaultCharacterWidth",get:function(){return this.viewState.heightOracle.charWidth}},{key:"defaultLineHeight",get:function(){return this.viewState.heightOracle.lineHeight}},{key:"textDirection",get:function(){return this.viewState.heightOracle.direction}},{key:"lineWrapping",get:function(){return this.viewState.heightOracle.lineWrapping}},{key:"bidiSpans",value:function(e){if(e.length>Do)return Ir(e.length);var t,n=this.textDirection,r=(0,d.Z)(this.bidiCache);try{for(r.s();!(t=r.n()).done;){var i=t.value;if(i.from==e.from&&i.dir==n)return i.order}}catch(a){r.e(a)}finally{r.f()}var o=Rr(e.text,this.textDirection);return this.bidiCache.push(new Ao(e.from,e.to,n,o)),o}},{key:"hasFocus",get:function(){var e;return(document.hasFocus()||_n.safari&&(null===(e=this.inputState)||void 0===e?void 0:e.lastContextMenu)>Date.now()-3e4)&&this.root.activeElement==this.contentDOM}},{key:"focus",value:function(){var e=this;this.observer.ignore((function(){Ut(e.contentDOM),e.docView.updateSelection()}))}},{key:"destroy",value:function(){var e,t=(0,d.Z)(this.plugins);try{for(t.s();!(e=t.n()).done;){e.value.destroy(this)}}catch(n){t.e(n)}finally{t.f()}this.plugins=[],this.inputState.destroy(),this.dom.remove(),this.observer.destroy(),this.measureScheduled>-1&&cancelAnimationFrame(this.measureScheduled),this.destroyed=!0}}],[{key:"scrollIntoView",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{};return rr.of(new nr("number"==typeof e?ce.cursor(e):e,t.y,t.x,t.yMargin,t.xMargin))}},{key:"domEventHandlers",value:function(e){return lr.define((function(){return{}}),{eventHandlers:e})}},{key:"theme",value:function(e,t){var n=ot.newName(),r=[so.of(n),vr.of(po(".".concat(n),e))];return t&&t.dark&&r.push(uo.of(!0)),r}},{key:"baseTheme",value:function(e){return Ae.lowest(vr.of(po("."+co,e,ho)))}}]),e}();bo.scrollTo=er,bo.centerOn=tr,bo.styleModule=vr,bo.inputHandler=Jn,bo.exceptionSink=Xn,bo.updateListener=Kn,bo.editable=or,bo.mouseSelectionStyle=Yn,bo.dragMovesSelection=Un,bo.clickAddsSelectionRange=zn,bo.decorations=mr,bo.darkTheme=uo,bo.contentAttributes=dr,bo.editorAttributes=pr,bo.lineWrapping=bo.contentAttributes.of({class:"cm-lineWrapping"}),bo.announce=Qe.define();var Do=4096;function Oo(e,t){return(null==e?t.contentDOM.getBoundingClientRect().top:e)+t.viewState.paddingTop}var ko={},Ao=function(){function e(t,n,r,i){(0,w.Z)(this,e),this.from=t,this.to=n,this.dir=r,this.order=i}return(0,x.Z)(e,null,[{key:"update",value:function(t,n){if(n.empty)return t;for(var r=[],i=t.length?t[t.length-1].dir:_r.LTR,o=Math.max(0,t.length-10);o<t.length;o++){var a=t[o];a.dir!=i||n.touchesRange(a.from,a.to)||r.push(new e(n.mapPos(a.from,1),n.mapPos(a.to,-1),a.dir,a.order))}return r}}]),e}();function wo(e,t,n){for(var r=e.state.facet(t),i=r.length-1;i>=0;i--){var o=r[i],a="function"==typeof o?o(e):o;a&&Fn(a,n)}return n}var xo=_n.mac?"mac":_n.windows?"win":_n.linux?"linux":"key";function Co(e,t){var n,r,i,o,a=e.split(/-(?!$)/),s=a[a.length-1];"Space"==s&&(s=" ");for(var u=0;u<a.length-1;++u){var c=a[u];if(/^(cmd|meta|m)$/i.test(c))o=!0;else if(/^a(lt)?$/i.test(c))n=!0;else if(/^(c|ctrl|control)$/i.test(c))r=!0;else if(/^s(hift)?$/i.test(c))i=!0;else{if(!/^mod$/i.test(c))throw new Error("Unrecognized modifier name: "+c);"mac"==t?o=!0:r=!0}}return 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t.startState.facet(ys)!=t.state.facet(ys)?ps.init(t.state):e.apply(t)}});var ds=function(e){var t=setTimeout((function(){return e()}),500);return function(){return clearTimeout(t)}};"undefined"!=typeof requestIdleCallback&&(ds=function(e){var t=-1,n=setTimeout((function(){t=requestIdleCallback(e,{timeout:400})}),100);return function(){return t<0?clearTimeout(n):cancelIdleCallback(t)}});var ms="undefined"!=typeof navigator&&(null===(rs=navigator.scheduling)||void 0===rs?void 0:rs.isInputPending)?function(){return navigator.scheduling.isInputPending()}:null,vs=lr.fromClass(function(){function e(t){(0,w.Z)(this,e),this.view=t,this.working=null,this.workScheduled=0,this.chunkEnd=-1,this.chunkBudget=-1,this.work=this.work.bind(this),this.scheduleWork()}return(0,x.Z)(e,[{key:"update",value:function(e){var t=this.view.state.field(os.state).context;(t.updateViewport(e.view.viewport)||this.view.viewport.to>t.treeLen)&&this.scheduleWork(),e.docChanged&&(this.view.hasFocus&&(this.chunkBudget+=50),this.scheduleWork()),this.checkAsyncSchedule(t)}},{key:"scheduleWork",value:function(){if(!this.working){var e=this.view.state,t=e.field(os.state);t.tree==t.context.tree&&t.context.isDone(e.doc.length)||(this.working=ds(this.work))}}},{key:"work",value:function(e){this.working=null;var t=Date.now();if(this.chunkEnd<t&&(this.chunkEnd<0||this.view.hasFocus)&&(this.chunkEnd=t+3e4,this.chunkBudget=3e3),!(this.chunkBudget<=0)){var n=this.view,r=n.state,i=n.viewport.to,o=r.field(os.state);if(o.tree!=o.context.tree||!o.context.isDone(i+1e5)){var a=Date.now()+Math.min(this.chunkBudget,100,e&&!ms?Math.max(25,e.timeRemaining()-5):1e9),s=o.context.treeLen<i&&r.doc.length>i+1e3,u=o.context.work((function(){return 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t,n=[],r=-1,i=(0,d.Z)(e.selection.ranges);try{for(i.s();!(t=i.n()).done;){var o=t.value,a=e.doc.lineAt(o.from),s=e.doc.lineAt(o.to);if(o.empty||o.to!=s.from||(s=e.doc.lineAt(o.to-1)),r>=a.number){var u=n[n.length-1];u.to=s.to,u.ranges.push(o)}else n.push({from:a.from,to:s.to,ranges:[o]});r=s.number+1}}catch(c){i.e(c)}finally{i.f()}return n}function Sc(e,t,n){if(e.readOnly)return!1;var r,i=[],o=[],a=(0,d.Z)(Cc(e));try{for(a.s();!(r=a.n()).done;){var s=r.value;if(n?s.to!=e.doc.length:0!=s.from){var u=e.doc.lineAt(n?s.to+1:s.from-1),c=u.length+1;if(n){i.push({from:s.to,to:u.to},{from:s.from,insert:u.text+e.lineBreak});var l,f=(0,d.Z)(s.ranges);try{for(f.s();!(l=f.n()).done;){var h=l.value;o.push(ce.range(Math.min(e.doc.length,h.anchor+c),Math.min(e.doc.length,h.head+c)))}}catch(y){f.e(y)}finally{f.f()}}else{i.push({from:u.from,to:s.from},{from:s.to,insert:e.lineBreak+u.text});var p,m=(0,d.Z)(s.ranges);try{for(m.s();!(p=m.n()).done;){var v=p.value;o.push(ce.range(v.anchor-c,v.head-c))}}catch(y){m.e(y)}finally{m.f()}}}}}catch(y){a.e(y)}finally{a.f()}return!!i.length&&(t(e.update({changes:i,scrollIntoView:!0,selection:ce.create(o,e.selection.mainIndex),userEvent:"move.line"})),!0)}function Tc(e,t,n){if(e.readOnly)return!1;var r,i=[],o=(0,d.Z)(Cc(e));try{for(o.s();!(r=o.n()).done;){var a=r.value;n?i.push({from:a.from,insert:e.doc.slice(a.from,a.to)+e.lineBreak}):i.push({from:a.to,insert:e.lineBreak+e.doc.slice(a.from,a.to)})}}catch(s){o.e(s)}finally{o.f()}return t(e.update({changes:i,scrollIntoView:!0,userEvent:"input.copyline"})),!0}var Fc=qc(!1);function qc(e){return function(t){var n=t.state,r=t.dispatch;if(n.readOnly)return!1;var i=n.changeByRange((function(t){var r=t.from,i=t.to,o=n.doc.lineAt(r),a=!e&&r==i&&function(e,t){if(/\(\)|\[\]|\{\}/.test(e.sliceDoc(t-1,t+1)))return{from:t,to:t};var n,r=us(e).resolveInner(t),i=r.childBefore(t),o=r.childAfter(t);return i&&o&&i.to<=t&&o.from>=t&&(n=i.type.prop(qa.closedBy))&&n.indexOf(o.name)>-1&&e.doc.lineAt(i.to).from==e.doc.lineAt(o.from).from?{from:i.to,to:o.from}:null}(n,r);e&&(r=i=(i<=o.to?o:n.doc.lineAt(i)).to);var s=new ks(n,{simulateBreak:r,simulateDoubleBreak:!!a}),u=Os(s,r);for(null==u&&(u=/^\s*/.exec(n.doc.lineAt(r).text)[0].length);i<o.to&&/\s/.test(o.text[i-o.from]);)i++;a?(r=a.from,i=a.to):r>o.from&&r<o.from+100&&!/\S/.test(o.text.slice(0,r))&&(r=o.from);var c=["",Ds(n,u)];return a&&c.push(Ds(n,s.lineIndent(o.from,-1))),{changes:{from:r,to:i,insert:Q.of(c)},range:ce.cursor(r+1+c[1].length)}}));return r(n.update(i,{scrollIntoView:!0,userEvent:"input"})),!0}}function Bc(e,t){var n=-1;return e.changeByRange((function(r){for(var i=[],o=r.from;o<=r.to;){var a=e.doc.lineAt(o);a.number>n&&(r.empty||r.to>a.from)&&(t(a,i,r),n=a.number),o=a.to+1}var s=e.changes(i);return{changes:i,range:ce.range(s.mapPos(r.anchor,1),s.mapPos(r.head,1))}}))}var Pc=function(e){var t=e.state,n=e.dispatch;return!t.readOnly&&(n(t.update(Bc(t,(function(e,n){n.push({from:e.from,insert:t.facet(Es)})})),{userEvent:"input.indent"})),!0)},Mc=function(e){var t=e.state,n=e.dispatch;return!t.readOnly&&(n(t.update(Bc(t,(function(e,n){var r=/^\s*/.exec(e.text)[0];if(r){for(var i=j(r,t.tabSize),o=0,a=Ds(t,Math.max(0,i-bs(t)));o<r.length&&o<a.length&&r.charCodeAt(o)==a.charCodeAt(o);)o++;n.push({from:e.from+o,to:e.from+r.length,insert:a.slice(o)})}})),{userEvent:"delete.dedent"})),!0)},Rc=[{key:"Ctrl-b",run:Qu,shift:oc,preventDefault:!0},{key:"Ctrl-f",run:Wu,shift:ac},{key:"Ctrl-p",run:zu,shift:cc},{key:"Ctrl-n",run:Uu,shift:lc},{key:"Ctrl-a",run:function(e){return Lu(e,(function(t){return ce.cursor(e.lineBlockAt(t.head).from,1)}))},shift:function(e){return rc(e,(function(t){return ce.cursor(e.lineBlockAt(t.head).from)}))}},{key:"Ctrl-e",run:function(e){return Lu(e,(function(t){return ce.cursor(e.lineBlockAt(t.head).to,-1)}))},shift:function(e){return rc(e,(function(t){return 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Lu(e,(function(t){return Hu(e.state,t,e.textDirection!=_r.LTR)}))},shift:function(e){return rc(e,(function(t){return Hu(e.state,t,e.textDirection!=_r.LTR)}))}},{key:"Alt-ArrowRight",mac:"Ctrl-ArrowRight",run:function(e){return Lu(e,(function(t){return Hu(e.state,t,e.textDirection==_r.LTR)}))},shift:function(e){return rc(e,(function(t){return Hu(e.state,t,e.textDirection==_r.LTR)}))}},{key:"Alt-ArrowUp",run:function(e){return Sc(e.state,e.dispatch,!1)}},{key:"Shift-Alt-ArrowUp",run:function(e){return Tc(e.state,e.dispatch,!1)}},{key:"Alt-ArrowDown",run:function(e){return Sc(e.state,e.dispatch,!0)}},{key:"Shift-Alt-ArrowDown",run:function(e){return Tc(e.state,e.dispatch,!0)}},{key:"Escape",run:function(e){var t=e.state,n=e.dispatch,r=t.selection,i=null;return r.ranges.length>1?i=ce.create([r.main]):r.main.empty||(i=ce.create([ce.cursor(r.main.head)])),!!i&&(n(Nu(t,i)),!0)}},{key:"Mod-Enter",run:qc(!0)},{key:"Alt-l",mac:"Ctrl-l",run:function(e){var t=e.state,n=e.dispatch,r=Cc(t).map((function(e){var n=e.from,r=e.to;return ce.range(n,Math.min(r+1,t.doc.length))}));return n(t.update({selection:ce.create(r),userEvent:"select"})),!0}},{key:"Mod-i",run:function(e){var t=e.state,n=e.dispatch,r=Iu(t.selection,(function(e){for(var n,r=us(t).resolveInner(e.head,1);!(r.from<e.from&&r.to>=e.to||r.to>e.to&&r.from<=e.from)&&(null===(n=r.parent)||void 0===n?void 0:n.parent);)r=r.parent;return ce.range(r.to,r.from)}));return n(Nu(t,r)),!0},preventDefault:!0},{key:"Mod-[",run:Mc},{key:"Mod-]",run:Pc},{key:"Mod-Alt-\\",run:function(e){var t=e.state,n=e.dispatch;if(t.readOnly)return!1;var r=Object.create(null),i=new ks(t,{overrideIndentation:function(e){var t=r[e];return null==t?-1:t}}),o=Bc(t,(function(e,n,o){var a=Os(i,e.from);if(null!=a){/\S/.test(e.text)||(a=0);var s=/^\s*/.exec(e.text)[0],u=Ds(t,a);(s!=u||o.from<e.from+s.length)&&(r[e.from]=a,n.push({from:e.from,to:e.from+s.length,insert:u}))}}));return o.changes.empty||n(t.update(o,{userEvent:"indent"})),!0}},{key:"Shift-Mod-k",run:function(e){if(e.state.readOnly)return!1;var t=e.state,n=t.changes(Cc(t).map((function(e){var n=e.from,r=e.to;return n>0?n--:r<t.doc.length&&r++,{from:n,to:r}}))),r=Iu(t.selection,(function(t){return e.moveVertically(t,!0)})).map(n);return e.dispatch({changes:n,selection:r,scrollIntoView:!0,userEvent:"delete.line"}),!0}},{key:"Shift-Mod-\\",run:function(e){return nc(e.state,e.dispatch,!1)}}].concat([{key:"ArrowLeft",run:Qu,shift:oc,preventDefault:!0},{key:"Mod-ArrowLeft",mac:"Alt-ArrowLeft",run:function(e){return Gu(e,e.textDirection!=_r.LTR)},shift:function(e){return sc(e,e.textDirection!=_r.LTR)}},{mac:"Cmd-ArrowLeft",run:tc,shift:mc},{key:"ArrowRight",run:Wu,shift:ac,preventDefault:!0},{key:"Mod-ArrowRight",mac:"Alt-ArrowRight",run:function(e){return Gu(e,e.textDirection==_r.LTR)},shift:function(e){return sc(e,e.textDirection==_r.LTR)}},{mac:"Cmd-ArrowRight",run:ec,shift:dc},{key:"ArrowUp",run:zu,shift:cc,preventDefault:!0},{mac:"Cmd-ArrowUp",run:vc,shift:gc},{mac:"Ctrl-ArrowUp",run:Xu,shift:hc},{key:"ArrowDown",run:Uu,shift:lc,preventDefault:!0},{mac:"Cmd-ArrowDown",run:yc,shift:_c},{mac:"Ctrl-ArrowDown",run:Ku,shift:pc},{key:"PageUp",run:Xu,shift:hc},{key:"PageDown",run:Ku,shift:pc},{key:"Home",run:tc,shift:mc},{key:"Mod-Home",run:vc,shift:gc},{key:"End",run:ec,shift:dc},{key:"Mod-End",run:yc,shift:_c},{key:"Enter",run:Fc},{key:"Mod-a",run:function(e){var t=e.state;return(0,e.dispatch)(t.update({selection:{anchor:0,head:t.doc.length},userEvent:"select"})),!0}},{key:"Backspace",run:Oc,shift:Oc},{key:"Delete",run:kc},{key:"Mod-Backspace",mac:"Alt-Backspace",run:wc},{key:"Mod-Delete",mac:"Alt-Delete",run:function(e){return Ac(e,!0)}},{mac:"Mod-Backspace",run:function(e){return Ec(e,(function(t){var n=e.lineBlockAt(t).from;return bc(e,t>n?n:Math.max(0,t-1),!1)}))}},{mac:"Mod-Delete",run:xc}].concat(Rc.map((function(e){return{mac:e.key,run:e.run,shift:e.shift}})))),Nc={brackets:["(","[","{","'",'"'],before:")]}:;>"},Lc=Qe.define({map:function(e,t){var n=t.mapPos(e,-1,J.TrackAfter);return null==n?void 0:n}}),jc=Qe.define({map:function(e,t){return t.mapPos(e)}}),Zc=new(function(e){E(n,e);var t=k(n);function n(){return(0,w.Z)(this,n),t.apply(this,arguments)}return(0,x.Z)(n)}(ut));Zc.startSide=1,Zc.endSide=-1;var Qc=ge.define({create:function(){return ht.empty},update:function(e,t){if(t.selection){var n=t.state.doc.lineAt(t.selection.main.head).from,r=t.startState.doc.lineAt(t.startState.selection.main.head).from;n!=t.changes.mapPos(r,-1)&&(e=ht.empty)}e=e.map(t.changes);var i,o=(0,d.Z)(t.effects);try{var a=function(){var t=i.value;t.is(Lc)?e=e.update({add:[Zc.range(t.value,t.value+1)]}):t.is(jc)&&(e=e.update({filter:function(e){return 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t=e.state,n=e.dispatch;if(t.readOnly)return!1;var r=Vc(t,t.selection.main.head).brackets||Nc.brackets,i=null,o=t.changeByRange((function(e){if(e.empty){var n,o=function(e,t){var n=e.sliceString(t-2,t);return L(I(n,0))==n.length?n:n.slice(1)}(t.doc,e.head),a=(0,d.Z)(r);try{for(a.s();!(n=a.n()).done;){var s=n.value;if(s==o&&Yc(t.doc,e.head)==Gc(I(s,0)))return{changes:{from:e.head-s.length,to:e.head+s.length},range:ce.cursor(e.head-s.length),userEvent:"delete.backward"}}}catch(u){a.e(u)}finally{a.f()}}return{range:i=e}}));return i||n(t.update(o,{scrollIntoView:!0})),!i}}];function Uc(e,t){var n=!1;return e.field(Qc).between(0,e.doc.length,(function(e){e==t&&(n=!0)})),n}function Yc(e,t){var n=e.sliceString(t,t+2);return n.slice(0,L(I(n,0)))}function Xc(e,t,n,r){var i=null,o=e.changeByRange((function(o){if(!o.empty)return{changes:[{insert:t,from:o.from},{insert:n,from:o.to}],effects:Lc.of(o.to+t.length),range:ce.range(o.anchor+t.length,o.head+t.length)};var 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n,r=(0,d.Z)(t.effects);try{for(r.s();!(n=r.n()).done;){var i=n.value;i.is(Il)?e=new jl(i.value.create(),e.panel):i.is(Nl)&&(e=new jl(e.query,i.value?Yl:null))}}catch(o){r.e(o)}finally{r.f()}return e},provide:function(e){return sl.from(e,(function(e){return e.panel}))}});var jl=(0,x.Z)((function e(t,n){(0,w.Z)(this,e),this.query=t,this.panel=n})),Zl=Rn.mark({class:"cm-searchMatch"}),Ql=Rn.mark({class:"cm-searchMatch cm-searchMatch-selected"}),Wl=lr.fromClass(function(){function e(t){(0,w.Z)(this,e),this.view=t,this.decorations=this.highlight(t.state.field(Ll))}return(0,x.Z)(e,[{key:"update",value:function(e){var t=e.state.field(Ll);(t!=e.startState.field(Ll)||e.docChanged||e.selectionSet||e.viewportChanged)&&(this.decorations=this.highlight(t))}},{key:"highlight",value:function(e){var t=e.query;if(!e.panel||!t.spec.valid)return Rn.none;for(var n=this.view,r=new dt,i=0,o=n.visibleRanges,a=o.length;i<a;i++){for(var 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t=e.create(this.view);if(t.dom.classList.add("cm-tooltip"),e.arrow&&!t.dom.querySelector(".cm-tooltip > .cm-tooltip-arrow")){var n=document.createElement("div");n.className="cm-tooltip-arrow",t.dom.appendChild(n)}return t.dom.style.position=this.position,t.dom.style.top=cf,this.container.appendChild(t.dom),t.mount&&t.mount(this.view),t}},{key:"destroy",value:function(){var e,t;null===(e=this.view.dom.ownerDocument.defaultView)||void 0===e||e.removeEventListener("resize",this.measureSoon);var n,r=(0,d.Z)(this.manager.tooltipViews);try{for(r.s();!(n=r.n()).done;){n.value.dom.remove()}}catch(i){r.e(i)}finally{r.f()}null===(t=this.intersectionObserver)||void 0===t||t.disconnect(),clearTimeout(this.measureTimeout)}},{key:"readMeasure",value:function(){var e=this,t=this.view.dom.getBoundingClientRect();return{editor:t,parent:this.parent?this.container.getBoundingClientRect():t,pos:this.manager.tooltips.map((function(t,n){var r=e.manager.tooltipViews[n];return 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t=e>>19,n=65535&e,r=this.p.parser,i=r.dynamicPrecedence(n);if(i&&(this.score+=i),0==t)return this.pushState(r.getGoto(this.state,n,!0),this.reducePos),n<r.minRepeatTerm&&this.storeNode(n,this.reducePos,this.reducePos,4,!0),void this.reduceContext(n,this.reducePos);var o=this.stack.length-3*(t-1)-(262144&e?6:0),a=this.stack[o-2],s=this.stack[o-1],u=this.bufferBase+this.buffer.length-s;if(n<r.minRepeatTerm||131072&e){var c=r.stateFlag(this.state,1)?this.pos:this.reducePos;this.storeNode(n,a,c,u+4,!0)}if(262144&e)this.state=this.stack[o];else{var l=this.stack[o-3];this.state=r.getGoto(l,n,!0)}for(;this.stack.length>o;)this.stack.pop();this.reduceContext(n,a)}},{key:"storeNode",value:function(e,t,n){var r=arguments.length>3&&void 0!==arguments[3]?arguments[3]:4,i=arguments.length>4&&void 0!==arguments[4]&&arguments[4];if(0==e){var o=this,a=this.buffer.length;if(0==a&&o.parent&&(a=o.bufferBase-o.parent.bufferBase,o=o.parent),a>0&&0==o.buffer[a-4]&&o.buffer[a-1]>-1){if(t==n)return;if(o.buffer[a-2]>=t)return void(o.buffer[a-2]=n)}}if(i&&this.pos!=n){var s=this.buffer.length;if(s>0&&0!=this.buffer[s-4])for(;s>0&&this.buffer[s-2]>n;)this.buffer[s]=this.buffer[s-4],this.buffer[s+1]=this.buffer[s-3],this.buffer[s+2]=this.buffer[s-2],this.buffer[s+3]=this.buffer[s-1],s-=4,r>4&&(r-=4);this.buffer[s]=e,this.buffer[s+1]=t,this.buffer[s+2]=n,this.buffer[s+3]=r}else this.buffer.push(e,t,n,r)}},{key:"shift",value:function(e,t,n){var r=this.pos;if(131072&e)this.pushState(65535&e,this.pos);else if(0==(262144&e)){var i=e,o=this.p.parser;(n>this.pos||t<=o.maxNode)&&(this.pos=n,o.stateFlag(i,1)||(this.reducePos=n)),this.pushState(i,r),this.shiftContext(t,r),t<=o.maxNode&&this.buffer.push(t,r,n,4)}else this.pos=n,this.shiftContext(t,r),t<=this.p.parser.maxNode&&this.buffer.push(t,r,n,4)}},{key:"apply",value:function(e,t,n){65536&e?this.reduce(e):this.shift(e,t,n)}},{key:"useNode",value:function(e,t){var n=this.p.reused.length-1;(n<0||this.p.reused[n]!=e)&&(this.p.reused.push(e),n++);var r=this.pos;this.reducePos=this.pos=r+e.length,this.pushState(t,r),this.buffer.push(n,r,this.reducePos,-1),this.curContext&&this.updateContext(this.curContext.tracker.reuse(this.curContext.context,e,this,this.p.stream.reset(this.pos-e.length)))}},{key:"split",value:function(){for(var t=this,n=t.buffer.length;n>0&&t.buffer[n-2]>t.reducePos;)n-=4;for(var r=t.buffer.slice(n),i=t.bufferBase+n;t&&i==t.bufferBase;)t=t.parent;return new e(this.p,this.stack.slice(),this.state,this.reducePos,this.pos,this.score,r,i,this.curContext,this.lookAhead,t)}},{key:"recoverByDelete",value:function(e,t){var n=e<=this.p.parser.maxNode;n&&this.storeNode(e,this.pos,t,4),this.storeNode(0,this.pos,t,n?8:4),this.pos=this.reducePos=t,this.score-=190}},{key:"canShift",value:function(e){for(var t=new Up(this);;){var n=this.p.parser.stateSlot(t.state,4)||this.p.parser.hasAction(t.state,e);if(0==(65536&n))return!0;if(0==n)return!1;t.reduce(n)}}},{key:"recoverByInsert",value:function(e){if(this.stack.length>=300)return[];var t=this.p.parser.nextStates(this.state);if(t.length>8||this.stack.length>=120){for(var n,r=[],i=0;i<t.length;i+=2)(n=t[i+1])!=this.state&&this.p.parser.hasAction(n,e)&&r.push(t[i],n);if(this.stack.length<120)for(var o=function(e){var n=t[e+1];r.some((function(e,t){return 1&t&&e==n}))||r.push(t[e],n)},a=0;r.length<8&&a<t.length;a+=2)o(a);t=r}for(var s=[],u=0;u<t.length&&s.length<4;u+=2){var c=t[u+1];if(c!=this.state){var l=this.split();l.storeNode(0,l.pos,l.pos,4,!0),l.pushState(c,this.pos),l.shiftContext(t[u],this.pos),l.score-=200,s.push(l)}}return s}},{key:"forceReduce",value:function(){var e=this.p.parser.stateSlot(this.state,5);if(0==(65536&e))return!1;var t=this.p.parser;if(!t.validAction(this.state,e)){var n=e>>19,r=65535&e,i=this.stack.length-3*n;if(i<0||t.getGoto(this.stack[i],r,!1)<0)return!1;this.storeNode(0,this.reducePos,this.reducePos,4,!0),this.score-=100}return this.reduce(e),!0}},{key:"forceAll",value:function(){for(;!this.p.parser.stateFlag(this.state,2);)if(!this.forceReduce()){this.storeNode(0,this.pos,this.pos,4,!0);break}return this}},{key:"deadEnd",get:function(){if(3!=this.stack.length)return!1;var e=this.p.parser;return 65535==e.data[e.stateSlot(this.state,1)]&&!e.stateSlot(this.state,4)}},{key:"restart",value:function(){this.state=this.stack[0],this.stack.length=0}},{key:"sameState",value:function(e){if(this.state!=e.state||this.stack.length!=e.stack.length)return!1;for(var t=0;t<this.stack.length;t+=3)if(this.stack[t]!=e.stack[t])return!1;return!0}},{key:"parser",get:function(){return this.p.parser}},{key:"dialectEnabled",value:function(e){return this.p.parser.dialect.flags[e]}},{key:"shiftContext",value:function(e,t){this.curContext&&this.updateContext(this.curContext.tracker.shift(this.curContext.context,e,this,this.p.stream.reset(t)))}},{key:"reduceContext",value:function(e,t){this.curContext&&this.updateContext(this.curContext.tracker.reduce(this.curContext.context,e,this,this.p.stream.reset(t)))}},{key:"emitContext",value:function(){var e=this.buffer.length-1;(e<0||-3!=this.buffer[e])&&this.buffer.push(this.curContext.hash,this.reducePos,this.reducePos,-3)}},{key:"emitLookAhead",value:function(){var e=this.buffer.length-1;(e<0||-4!=this.buffer[e])&&this.buffer.push(this.lookAhead,this.reducePos,this.reducePos,-4)}},{key:"updateContext",value:function(e){if(e!=this.curContext.context){var t=new zp(this.curContext.tracker,e);t.hash!=this.curContext.hash&&this.emitContext(),this.curContext=t}}},{key:"setLookAhead",value:function(e){e>this.lookAhead&&(this.emitLookAhead(),this.lookAhead=e)}},{key:"close",value:function(){this.curContext&&this.curContext.tracker.strict&&this.emitContext(),this.lookAhead>0&&this.emitLookAhead()}}],[{key:"start",value:function(t,n){var r=arguments.length>2&&void 0!==arguments[2]?arguments[2]:0,i=t.parser.context;return new e(t,[],n,r,r,0,[],0,i?new zp(i,i.start):null,0,null)}}]),e}(),zp=(0,x.Z)((function e(t,n){(0,w.Z)(this,e),this.tracker=t,this.context=n,this.hash=t.strict?t.hash(n):0}));!function(e){e[e.Insert=200]="Insert",e[e.Delete=190]="Delete",e[e.Reduce=100]="Reduce",e[e.MaxNext=4]="MaxNext",e[e.MaxInsertStackDepth=300]="MaxInsertStackDepth",e[e.DampenInsertStackDepth=120]="DampenInsertStackDepth"}(Wp||(Wp={}));var Up=function(){function e(t){(0,w.Z)(this,e),this.start=t,this.state=t.state,this.stack=t.stack,this.base=this.stack.length}return(0,x.Z)(e,[{key:"reduce",value:function(e){var t=65535&e,n=e>>19;0==n?(this.stack==this.start.stack&&(this.stack=this.stack.slice()),this.stack.push(this.state,0,0),this.base+=3):this.base-=3*(n-1);var r=this.start.p.parser.getGoto(this.stack[this.base-3],t,!0);this.state=r}}]),e}(),Yp=function(){function e(t,n,r){(0,w.Z)(this,e),this.stack=t,this.pos=n,this.index=r,this.buffer=t.buffer,0==this.index&&this.maybeNext()}return(0,x.Z)(e,[{key:"maybeNext",value:function(){var e=this.stack.parent;null!=e&&(this.index=this.stack.bufferBase-e.bufferBase,this.stack=e,this.buffer=e.buffer)}},{key:"id",get:function(){return this.buffer[this.index-4]}},{key:"start",get:function(){return this.buffer[this.index-3]}},{key:"end",get:function(){return this.buffer[this.index-2]}},{key:"size",get:function(){return this.buffer[this.index-1]}},{key:"next",value:function(){this.index-=4,this.pos-=4,0==this.index&&this.maybeNext()}},{key:"fork",value:function(){return new e(this.stack,this.pos,this.index)}}],[{key:"create",value:function(t){var n=arguments.length>1&&void 0!==arguments[1]?arguments[1]:t.bufferBase+t.buffer.length;return new e(t,n,n-t.bufferBase)}}]),e}(),Xp=(0,x.Z)((function e(){(0,w.Z)(this,e),this.start=-1,this.value=-1,this.end=-1,this.extended=-1,this.lookAhead=0,this.mask=0,this.context=0})),Kp=new Xp,Jp=function(){function e(t,n){(0,w.Z)(this,e),this.input=t,this.ranges=n,this.chunk="",this.chunkOff=0,this.chunk2="",this.chunk2Pos=0,this.next=-1,this.token=Kp,this.rangeIndex=0,this.pos=this.chunkPos=n[0].from,this.range=n[0],this.end=n[n.length-1].to,this.readNext()}return(0,x.Z)(e,[{key:"resolveOffset",value:function(e,t){for(var n=this.range,r=this.rangeIndex,i=this.pos+e;i<n.from;){if(!r)return null;var o=this.ranges[--r];i-=n.from-o.to,n=o}for(;t<0?i>n.to:i>=n.to;){if(r==this.ranges.length-1)return null;var a=this.ranges[++r];i+=a.from-n.to,n=a}return i}},{key:"peek",value:function(e){var t,n,r=this.chunkOff+e;if(r>=0&&r<this.chunk.length)t=this.pos+e,n=this.chunk.charCodeAt(r);else{var i=this.resolveOffset(e,1);if(null==i)return-1;if((t=i)>=this.chunk2Pos&&t<this.chunk2Pos+this.chunk2.length)n=this.chunk2.charCodeAt(t-this.chunk2Pos);else{for(var o=this.rangeIndex,a=this.range;a.to<=t;)a=this.ranges[++o];this.chunk2=this.input.chunk(this.chunk2Pos=t),t+this.chunk2.length>a.to&&(this.chunk2=this.chunk2.slice(0,a.to-t)),n=this.chunk2.charCodeAt(0)}}return t>=this.token.lookAhead&&(this.token.lookAhead=t+1),n}},{key:"acceptToken",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:0,n=t?this.resolveOffset(t,-1):this.pos;if(null==n||n<this.token.start)throw new RangeError("Token end out of bounds");this.token.value=e,this.token.end=n}},{key:"getChunk",value:function(){if(this.pos>=this.chunk2Pos&&this.pos<this.chunk2Pos+this.chunk2.length){var e=this.chunk,t=this.chunkPos;this.chunk=this.chunk2,this.chunkPos=this.chunk2Pos,this.chunk2=e,this.chunk2Pos=t,this.chunkOff=this.pos-this.chunkPos}else{this.chunk2=this.chunk,this.chunk2Pos=this.chunkPos;var n=this.input.chunk(this.pos),r=this.pos+n.length;this.chunk=r>this.range.to?n.slice(0,this.range.to-this.pos):n,this.chunkPos=this.pos,this.chunkOff=0}}},{key:"readNext",value:function(){return this.chunkOff>=this.chunk.length&&(this.getChunk(),this.chunkOff==this.chunk.length)?this.next=-1:this.next=this.chunk.charCodeAt(this.chunkOff)}},{key:"advance",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:1;for(this.chunkOff+=e;this.pos+e>=this.range.to;){if(this.rangeIndex==this.ranges.length-1)return this.setDone();e-=this.range.to-this.pos,this.range=this.ranges[++this.rangeIndex],this.pos=this.range.from}return this.pos+=e,this.pos>=this.token.lookAhead&&(this.token.lookAhead=this.pos+1),this.readNext()}},{key:"setDone",value:function(){return this.pos=this.chunkPos=this.end,this.range=this.ranges[this.rangeIndex=this.ranges.length-1],this.chunk="",this.next=-1}},{key:"reset",value:function(e,t){if(t?(this.token=t,t.start=e,t.lookAhead=e+1,t.value=t.extended=-1):this.token=Kp,this.pos!=e){if(this.pos=e,e==this.end)return this.setDone(),this;for(;e<this.range.from;)this.range=this.ranges[--this.rangeIndex];for(;e>=this.range.to;)this.range=this.ranges[++this.rangeIndex];e>=this.chunkPos&&e<this.chunkPos+this.chunk.length?this.chunkOff=e-this.chunkPos:(this.chunk="",this.chunkOff=0),this.readNext()}return this}},{key:"read",value:function(e,t){if(e>=this.chunkPos&&t<=this.chunkPos+this.chunk.length)return this.chunk.slice(e-this.chunkPos,t-this.chunkPos);if(e>=this.chunk2Pos&&t<=this.chunk2Pos+this.chunk2.length)return this.chunk2.slice(e-this.chunk2Pos,t-this.chunk2Pos);if(e>=this.range.from&&t<=this.range.to)return this.input.read(e,t);var n,r="",i=(0,d.Z)(this.ranges);try{for(i.s();!(n=i.n()).done;){var o=n.value;if(o.from>=t)break;o.to>e&&(r+=this.input.read(Math.max(o.from,e),Math.min(o.to,t)))}}catch(a){i.e(a)}finally{i.f()}return r}}]),e}(),ed=function(){function e(t,n){(0,w.Z)(this,e),this.data=t,this.id=n}return(0,x.Z)(e,[{key:"token",value:function(e,t){!function(e,t,n,r){var i=0,o=1<<r,a=n.p.parser,s=a.dialect;e:for(;0!=(o&e[i]);){for(var u=e[i+1],c=i+3;c<u;c+=2)if((e[c+1]&o)>0){var l=e[c];if(s.allows(l)&&(-1==t.token.value||t.token.value==l||a.overrides(l,t.token.value))){t.acceptToken(l);break}}for(var f=t.next,h=0,p=e[i+2];h<p;){var d=h+p>>1,m=u+d+(d<<1),v=e[m],y=e[m+1];if(f<v)p=d;else{if(!(f>=y)){i=e[m+2],t.advance();continue e}h=d+1}}break}}(this.data,e,t,this.id)}}]),e}();ed.prototype.contextual=ed.prototype.fallback=ed.prototype.extend=!1;var td=(0,x.Z)((function e(t){var n=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{};(0,w.Z)(this,e),this.token=t,this.contextual=!!n.contextual,this.fallback=!!n.fallback,this.extend=!!n.extend}));function nd(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:Uint16Array;if("string"!=typeof e)return e;for(var n=null,r=0,i=0;r<e.length;){for(var o=0;;){var a=e.charCodeAt(r++),s=!1;if(126==a){o=65535;break}a>=92&&a--,a>=34&&a--;var u=a-32;if(u>=46&&(u-=46,s=!0),o+=u,s)break;o*=46}n?n[i++]=o:n=new t(o)}return n}var rd,id="undefined"!=typeof process&&/\bparse\b/.test({NODE_ENV:"production",PUBLIC_URL:"",WDS_SOCKET_HOST:void 0,WDS_SOCKET_PATH:void 0,WDS_SOCKET_PORT:void 0,FAST_REFRESH:!0}.LOG),od=null;function ad(e,t,n){var r=e.fullCursor();for(r.moveTo(t);;)if(!(n<0?r.childBefore(t):r.childAfter(t)))for(;;){if((n<0?r.to<t:r.from>t)&&!r.type.isError)return n<0?Math.max(0,Math.min(r.to-1,t-25)):Math.min(e.length,Math.max(r.from+1,t+25));if(n<0?r.prevSibling():r.nextSibling())break;if(!r.parent())return n<0?0:e.length}}!function(e){e[e.Margin=25]="Margin"}(rd||(rd={}));var sd,ud=function(){function e(t,n){(0,w.Z)(this,e),this.fragments=t,this.nodeSet=n,this.i=0,this.fragment=null,this.safeFrom=-1,this.safeTo=-1,this.trees=[],this.start=[],this.index=[],this.nextFragment()}return(0,x.Z)(e,[{key:"nextFragment",value:function(){var e=this.fragment=this.i==this.fragments.length?null:this.fragments[this.i++];if(e){for(this.safeFrom=e.openStart?ad(e.tree,e.from+e.offset,1)-e.offset:e.from,this.safeTo=e.openEnd?ad(e.tree,e.to+e.offset,-1)-e.offset:e.to;this.trees.length;)this.trees.pop(),this.start.pop(),this.index.pop();this.trees.push(e.tree),this.start.push(-e.offset),this.index.push(0),this.nextStart=this.safeFrom}else this.nextStart=1e9}},{key:"nodeAt",value:function(e){if(e<this.nextStart)return null;for(;this.fragment&&this.safeTo<=e;)this.nextFragment();if(!this.fragment)return null;for(;;){var t=this.trees.length-1;if(t<0)return this.nextFragment(),null;var n=this.trees[t],r=this.index[t];if(r!=n.children.length){var i=n.children[r],o=this.start[t]+n.positions[r];if(o>e)return this.nextStart=o,null;if(i instanceof Na){if(o==e){if(o<this.safeFrom)return null;var a=o+i.length;if(a<=this.safeTo){var s=i.prop(qa.lookAhead);if(!s||a+s<this.fragment.to)return i}}this.index[t]++,o+i.length>=Math.max(this.safeFrom,e)&&(this.trees.push(i),this.start.push(o),this.index.push(0))}else this.index[t]++,this.nextStart=o+i.length}else this.trees.pop(),this.start.pop(),this.index.pop()}}}]),e}(),cd=function(){function e(t,n){(0,w.Z)(this,e),this.stream=n,this.tokens=[],this.mainToken=null,this.actions=[],this.tokens=t.tokenizers.map((function(e){return new Xp}))}return(0,x.Z)(e,[{key:"getActions",value:function(e){for(var t=0,n=null,r=e.p.parser,i=r.tokenizers,o=r.stateSlot(e.state,3),a=e.curContext?e.curContext.hash:0,s=0,u=0;u<i.length;u++)if(0!=(1<<u&o)){var c=i[u],l=this.tokens[u];if((!n||c.fallback)&&((c.contextual||l.start!=e.pos||l.mask!=o||l.context!=a)&&(this.updateCachedToken(l,c,e),l.mask=o,l.context=a),l.lookAhead>l.end+25&&(s=Math.max(l.lookAhead,s)),0!=l.value)){var f=t;if(l.extended>-1&&(t=this.addActions(e,l.extended,l.end,t)),t=this.addActions(e,l.value,l.end,t),!c.extend&&(n=l,t>f))break}}for(;this.actions.length>t;)this.actions.pop();return s&&e.setLookAhead(s),n||e.pos!=this.stream.end||((n=new Xp).value=e.p.parser.eofTerm,n.start=n.end=e.pos,t=this.addActions(e,n.value,n.end,t)),this.mainToken=n,this.actions}},{key:"getMainToken",value:function(e){if(this.mainToken)return this.mainToken;var t=new Xp,n=e.pos,r=e.p;return t.start=n,t.end=Math.min(n+1,r.stream.end),t.value=n==r.stream.end?r.parser.eofTerm:0,t}},{key:"updateCachedToken",value:function(e,t,n){if(t.token(this.stream.reset(n.pos,e),n),e.value>-1){for(var r=n.p.parser,i=0;i<r.specialized.length;i++)if(r.specialized[i]==e.value){var o=r.specializers[i](this.stream.read(e.start,e.end),n);if(o>=0&&n.p.parser.dialect.allows(o>>1)){0==(1&o)?e.value=o>>1:e.extended=o>>1;break}}}else e.value=0,e.end=Math.min(n.p.stream.end,n.pos+1)}},{key:"putAction",value:function(e,t,n,r){for(var i=0;i<r;i+=3)if(this.actions[i]==e)return r;return this.actions[r++]=e,this.actions[r++]=t,this.actions[r++]=n,r}},{key:"addActions",value:function(e,t,n,r){for(var i=e.state,o=e.p.parser,a=o.data,s=0;s<2;s++)for(var u=o.stateSlot(i,s?2:1);;u+=3){if(65535==a[u]){if(1!=a[u+1]){0==r&&2==a[u+1]&&(r=this.putAction(vd(a,u+2),t,n,r));break}u=vd(a,u+2)}a[u]==t&&(r=this.putAction(vd(a,u+1),t,n,r))}return r}}]),e}();!function(e){e[e.Distance=5]="Distance",e[e.MaxRemainingPerStep=3]="MaxRemainingPerStep",e[e.MinBufferLengthPrune=500]="MinBufferLengthPrune",e[e.ForceReduceLimit=10]="ForceReduceLimit",e[e.CutDepth=15e3]="CutDepth",e[e.CutTo=9e3]="CutTo"}(sd||(sd={}));var ld=function(){function e(t,n,r,i){(0,w.Z)(this,e),this.parser=t,this.input=n,this.ranges=i,this.recovering=0,this.nextStackID=9812,this.minStackPos=0,this.reused=[],this.stoppedAt=null,this.stream=new Jp(n,i),this.tokens=new cd(t,this.stream),this.topTerm=t.top[1];var o=i[0].from;this.stacks=[$p.start(this,t.top[0],o)],this.fragments=r.length&&this.stream.end-o>4*t.bufferLength?new ud(r,t.nodeSet):null}return(0,x.Z)(e,[{key:"parsedPos",get:function(){return this.minStackPos}},{key:"advance",value:function(){for(var e,t,n=this.stacks,r=this.minStackPos,i=this.stacks=[],o=0;o<n.length;o++)for(var a=n[o];;){if(this.tokens.mainToken=null,a.pos>r)i.push(a);else{if(this.advanceStack(a,i,n))continue;e||(e=[],t=[]),e.push(a);var s=this.tokens.getMainToken(a);t.push(s.value,s.end)}break}if(!i.length){var u=e&&function(e){var t,n=null,r=(0,d.Z)(e);try{for(r.s();!(t=r.n()).done;){var i=t.value,o=i.p.stoppedAt;(i.pos==i.p.stream.end||null!=o&&i.pos>o)&&i.p.parser.stateFlag(i.state,2)&&(!n||n.score<i.score)&&(n=i)}}catch(a){r.e(a)}finally{r.f()}return n}(e);if(u)return this.stackToTree(u);if(this.parser.strict)throw id&&e&&console.log("Stuck with token "+(this.tokens.mainToken?this.parser.getName(this.tokens.mainToken.value):"none")),new SyntaxError("No parse at "+r);this.recovering||(this.recovering=5)}if(this.recovering&&e){var c=null!=this.stoppedAt&&e[0].pos>this.stoppedAt?e[0]:this.runRecovery(e,t,i);if(c)return this.stackToTree(c.forceAll())}if(this.recovering){var l=1==this.recovering?1:3*this.recovering;if(i.length>l)for(i.sort((function(e,t){return t.score-e.score}));i.length>l;)i.pop();i.some((function(e){return e.reducePos>r}))&&this.recovering--}else if(i.length>1)e:for(var f=0;f<i.length-1;f++)for(var h=i[f],p=f+1;p<i.length;p++){var m=i[p];if(h.sameState(m)||h.buffer.length>500&&m.buffer.length>500){if(!((h.score-m.score||h.buffer.length-m.buffer.length)>0)){i.splice(f--,1);continue e}i.splice(p--,1)}}this.minStackPos=i[0].pos;for(var v=1;v<i.length;v++)i[v].pos<this.minStackPos&&(this.minStackPos=i[v].pos);return null}},{key:"stopAt",value:function(e){if(null!=this.stoppedAt&&this.stoppedAt<e)throw new RangeError("Can't move stoppedAt forward");this.stoppedAt=e}},{key:"advanceStack",value:function(e,t,n){var r=e.pos,i=this.parser,o=id?this.stackID(e)+" -> ":"";if(null!=this.stoppedAt&&r>this.stoppedAt)return e.forceReduce()?e:null;if(this.fragments)for(var a=e.curContext&&e.curContext.tracker.strict,s=a?e.curContext.hash:0,u=this.fragments.nodeAt(r);u;){var c=this.parser.nodeSet.types[u.type.id]==u.type?i.getGoto(e.state,u.type.id):-1;if(c>-1&&u.length&&(!a||(u.prop(qa.contextHash)||0)==s))return e.useNode(u,c),id&&console.log(o+this.stackID(e)+" (via reuse of ".concat(i.getName(u.type.id),")")),!0;if(!(u instanceof Na)||0==u.children.length||u.positions[0]>0)break;var l=u.children[0];if(!(l instanceof Na&&0==u.positions[0]))break;u=l}var f=i.stateSlot(e.state,4);if(f>0)return e.reduce(f),id&&console.log(o+this.stackID(e)+" (via always-reduce ".concat(i.getName(65535&f),")")),!0;if(e.stack.length>=15e3)for(;e.stack.length>9e3&&e.forceReduce(););for(var h=this.tokens.getActions(e),p=0;p<h.length;){var d=h[p++],m=h[p++],v=h[p++],y=p==h.length||!n,g=y?e:e.split();if(g.apply(d,m,v),id&&console.log(o+this.stackID(g)+" (via ".concat(0==(65536&d)?"shift":"reduce of ".concat(i.getName(65535&d))," for ").concat(i.getName(m)," @ ").concat(r).concat(g==e?"":", split",")")),y)return!0;g.pos>r?t.push(g):n.push(g)}return!1}},{key:"advanceFully",value:function(e,t){for(var n=e.pos;;){if(!this.advanceStack(e,null,null))return!1;if(e.pos>n)return fd(e,t),!0}}},{key:"runRecovery",value:function(e,t,n){for(var r=null,i=!1,o=0;o<e.length;o++){var a=e[o],s=t[o<<1],u=t[1+(o<<1)],c=id?this.stackID(a)+" -> ":"";if(a.deadEnd){if(i)continue;if(i=!0,a.restart(),id&&console.log(c+this.stackID(a)+" (restarted)"),this.advanceFully(a,n))continue}for(var l=a.split(),f=c,h=0;l.forceReduce()&&h<10;h++){if(id&&console.log(f+this.stackID(l)+" (via force-reduce)"),this.advanceFully(l,n))break;id&&(f=this.stackID(l)+" -> ")}var p,m=(0,d.Z)(a.recoverByInsert(s));try{for(m.s();!(p=m.n()).done;){var v=p.value;id&&console.log(c+this.stackID(v)+" (via recover-insert)"),this.advanceFully(v,n)}}catch(y){m.e(y)}finally{m.f()}this.stream.end>a.pos?(u==a.pos&&(u++,s=0),a.recoverByDelete(s,u),id&&console.log(c+this.stackID(a)+" (via recover-delete ".concat(this.parser.getName(s),")")),fd(a,n)):(!r||r.score<a.score)&&(r=a)}return r}},{key:"stackToTree",value:function(e){return e.close(),Na.build({buffer:Yp.create(e),nodeSet:this.parser.nodeSet,topID:this.topTerm,maxBufferLength:this.parser.bufferLength,reused:this.reused,start:this.ranges[0].from,length:e.pos-this.ranges[0].from,minRepeatType:this.parser.minRepeatTerm})}},{key:"stackID",value:function(e){var t=(od||(od=new WeakMap)).get(e);return t||od.set(e,t=String.fromCodePoint(this.nextStackID++)),t+e}}]),e}();function fd(e,t){for(var n=0;n<t.length;n++){var r=t[n];if(r.pos==e.pos&&r.sameState(e))return void(t[n].score<e.score&&(t[n]=e))}t.push(e)}var hd=function(){function e(t,n,r){(0,w.Z)(this,e),this.source=t,this.flags=n,this.disabled=r}return(0,x.Z)(e,[{key:"allows",value:function(e){return!this.disabled||0==this.disabled[e]}}]),e}(),pd=function(e){return e},dd=(0,x.Z)((function e(t){(0,w.Z)(this,e),this.start=t.start,this.shift=t.shift||pd,this.reduce=t.reduce||pd,this.reuse=t.reuse||pd,this.hash=t.hash||function(){return 0},this.strict=!1!==t.strict})),md=function(e){E(n,e);var t=k(n);function n(e){var r;if((0,w.Z)(this,n),(r=t.call(this)).wrappers=[],13!=e.version)throw new RangeError("Parser version (".concat(e.version,") doesn't match runtime version (",13,")"));var i=e.nodeNames.split(" ");r.minRepeatTerm=i.length;for(var o=0;o<e.repeatNodeCount;o++)i.push("");for(var a=Object.keys(e.topRules).map((function(t){return e.topRules[t][1]})),s=[],u=0;u<i.length;u++)s.push([]);function c(e,t,n){s[e].push([t,t.deserialize(String(n))])}if(e.nodeProps){var l,f=(0,d.Z)(e.nodeProps);try{for(f.s();!(l=f.n()).done;)for(var h=l.value,p=h[0],m=1;m<h.length;){var v=h[m++];if(v>=0)c(v,p,h[m++]);else{for(var y=h[m+-v],g=-v;g>0;g--)c(h[m++],p,y);m++}}}catch(b){f.e(b)}finally{f.f()}}r.nodeSet=new Ma(i.map((function(t,n){return Pa.define({name:n>=r.minRepeatTerm?void 0:t,id:n,props:s[n],top:a.indexOf(n)>-1,error:0==n,skipped:e.skippedNodes&&e.skippedNodes.indexOf(n)>-1})}))),r.strict=!1,r.bufferLength=1024;var _=nd(e.tokenData);if(r.context=e.context,r.specialized=new Uint16Array(e.specialized?e.specialized.length:0),r.specializers=[],e.specialized)for(var E=0;E<e.specialized.length;E++)r.specialized[E]=e.specialized[E].term,r.specializers[E]=e.specialized[E].get;return r.states=nd(e.states,Uint32Array),r.data=nd(e.stateData),r.goto=nd(e.goto),r.maxTerm=e.maxTerm,r.tokenizers=e.tokenizers.map((function(e){return"number"==typeof e?new ed(_,e):e})),r.topRules=e.topRules,r.dialects=e.dialects||{},r.dynamicPrecedences=e.dynamicPrecedences||null,r.tokenPrecTable=e.tokenPrec,r.termNames=e.termNames||null,r.maxNode=r.nodeSet.types.length-1,r.dialect=r.parseDialect(),r.top=r.topRules[Object.keys(r.topRules)[0]],r}return(0,x.Z)(n,[{key:"createParse",value:function(e,t,n){var r,i=new ld(this,e,t,n),o=(0,d.Z)(this.wrappers);try{for(o.s();!(r=o.n()).done;){i=(0,r.value)(i,e,t,n)}}catch(a){o.e(a)}finally{o.f()}return i}},{key:"getGoto",value:function(e,t){var n=arguments.length>2&&void 0!==arguments[2]&&arguments[2],r=this.goto;if(t>=r[0])return-1;for(var i=r[t+1];;){var o=r[i++],a=1&o,s=r[i++];if(a&&n)return s;for(var u=i+(o>>1);i<u;i++)if(r[i]==e)return s;if(a)return-1}}},{key:"hasAction",value:function(e,t){for(var n=this.data,r=0;r<2;r++)for(var i,o=this.stateSlot(e,r?2:1);;o+=3){if(65535==(i=n[o])){if(1!=n[o+1]){if(2==n[o+1])return vd(n,o+2);break}i=n[o=vd(n,o+2)]}if(i==t||0==i)return vd(n,o+1)}return 0}},{key:"stateSlot",value:function(e,t){return this.states[6*e+t]}},{key:"stateFlag",value:function(e,t){return(this.stateSlot(e,0)&t)>0}},{key:"validAction",value:function(e,t){if(t==this.stateSlot(e,4))return!0;for(var n=this.stateSlot(e,1);;n+=3){if(65535==this.data[n]){if(1!=this.data[n+1])return!1;n=vd(this.data,n+2)}if(t==vd(this.data,n+1))return!0}}},{key:"nextStates",value:function(e){for(var t=this,n=[],r=this.stateSlot(e,1);;r+=3){if(65535==this.data[r]){if(1!=this.data[r+1])break;r=vd(this.data,r+2)}0==(1&this.data[r+2])&&function(){var e=t.data[r+1];n.some((function(t,n){return 1&n&&t==e}))||n.push(t.data[r],e)}()}return n}},{key:"overrides",value:function(e,t){var n=yd(this.data,this.tokenPrecTable,t);return n<0||yd(this.data,this.tokenPrecTable,e)<n}},{key:"configure",value:function(e){var t,r=Object.assign(Object.create(n.prototype),this);if(e.props&&(r.nodeSet=(t=this.nodeSet).extend.apply(t,(0,A.Z)(e.props))),e.top){var i=this.topRules[e.top];if(!i)throw new RangeError("Invalid top rule name ".concat(e.top));r.top=i}return e.tokenizers&&(r.tokenizers=this.tokenizers.map((function(t){var n=e.tokenizers.find((function(e){return e.from==t}));return n?n.to:t}))),e.contextTracker&&(r.context=e.contextTracker),e.dialect&&(r.dialect=this.parseDialect(e.dialect)),null!=e.strict&&(r.strict=e.strict),e.wrap&&(r.wrappers=r.wrappers.concat(e.wrap)),null!=e.bufferLength&&(r.bufferLength=e.bufferLength),r}},{key:"getName",value:function(e){return this.termNames?this.termNames[e]:String(e<=this.maxNode&&this.nodeSet.types[e].name||e)}},{key:"eofTerm",get:function(){return this.maxNode+1}},{key:"topNode",get:function(){return this.nodeSet.types[this.top[1]]}},{key:"dynamicPrecedence",value:function(e){var t=this.dynamicPrecedences;return null==t?0:t[e]||0}},{key:"parseDialect",value:function(e){var t=Object.keys(this.dialects),n=t.map((function(){return!1}));if(e){var r,i=(0,d.Z)(e.split(" "));try{for(i.s();!(r=i.n()).done;){var 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n=e.next;if((43==n||45==n)&&(e.advance(),n==e.next)){e.advance();var r=!t.context&&t.canShift(1);e.acceptToken(r?1:2)}}),{contextual:!0}),kd=new td((function(e){for(var t=!1,n=0;;n++){var r=e.next;if(r<0){n&&e.acceptToken(gd);break}if(96==r){n?e.acceptToken(gd):e.acceptToken(281,1);break}if(123==r&&t){1==n?e.acceptToken(3,1):e.acceptToken(gd,-1);break}if(10==r&&n){e.advance(),e.acceptToken(gd);break}92==r&&e.advance(),t=36==r,e.advance()}}));var 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ArithOp ArithOp InterpolationStart extends LineComment BlockComment Script ExportDeclaration export Star as VariableName String from ; default FunctionDeclaration async function VariableDefinition TypeParamList TypeDefinition ThisType this LiteralType ArithOp Number BooleanLiteral TemplateType InterpolationEnd Interpolation VoidType void TypeofType typeof MemberExpression . ?. PropertyName [ TemplateString Interpolation null super RegExp ] ArrayExpression Spread , } { ObjectExpression Property async get set PropertyDefinition Block : NewExpression new TypeArgList CompareOp < ) ( ArgList UnaryExpression await yield delete LogicOp BitOp ParenthesizedExpression ClassExpression class extends ClassBody MethodDeclaration Privacy static abstract override PrivatePropertyDefinition PropertyDeclaration readonly Optional TypeAnnotation Equals StaticBlock FunctionExpression ArrowFunction ParamList ParamList ArrayPattern ObjectPattern PatternProperty Privacy readonly Arrow MemberExpression PrivatePropertyName BinaryExpression ArithOp ArithOp ArithOp ArithOp BitOp CompareOp instanceof in const CompareOp BitOp BitOp BitOp LogicOp LogicOp ConditionalExpression LogicOp LogicOp AssignmentExpression UpdateOp PostfixExpression CallExpression TaggedTemplateExpression DynamicImport import ImportMeta JSXElement JSXSelfCloseEndTag JSXStartTag JSXSelfClosingTag JSXIdentifier 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t=Math.max(this.toSeconds(e),0),n=this._events.getAfter(t),r=this._events.get(t),i=this._initialValue;if(null===r)i=this._initialValue;else if("setTargetAtTime"!==r.type||null!==n&&"setValueAtTime"!==n.type)if(null===n)i=r.value;else if("linearRampToValueAtTime"===n.type||"exponentialRampToValueAtTime"===n.type){var o=r.value;if("setTargetAtTime"===r.type){var a=this._events.getBefore(r.time);o=null===a?this._initialValue:a.value}i="linearRampToValueAtTime"===n.type?this._linearInterpolate(r.time,o,n.time,n.value,t):this._exponentialInterpolate(r.time,o,n.time,n.value,t)}else i=r.value;else{var s,u=this._events.getBefore(r.time);s=null===u?this._initialValue:u.value,"setTargetAtTime"===r.type&&(i=this._exponentialApproach(r.time,s,r.value,r.constant,t))}return this._toType(i)}},{key:"setRampPoint",value:function(e){e=this.toSeconds(e);var t=this.getValueAtTime(e);return 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this._isAudioNode(this.input)&&e.push(this.input),this._isAudioNode(this.output)&&this.input!==this.output&&e.push(this.output),e}},{key:"_setChannelProperties",value:function(e){this._getInternalNodes().forEach((function(t){t.channelCount=e.channelCount,t.channelCountMode=e.channelCountMode,t.channelInterpretation=e.channelInterpretation}))}},{key:"_getChannelProperties",value:function(){var e=this._getInternalNodes();M_(e.length>0,"ToneAudioNode does not have any internal nodes");var t=e[0];return{channelCount:t.channelCount,channelCountMode:t.channelCountMode,channelInterpretation:t.channelInterpretation}}},{key:"channelCount",get:function(){return this._getChannelProperties().channelCount},set:function(e){var t=this._getChannelProperties();this._setChannelProperties(Object.assign(t,{channelCount:e}))}},{key:"channelCountMode",get:function(){return this._getChannelProperties().channelCountMode},set:function(e){var 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0!==arguments[1]?arguments[1]:1;M_(-1===this._startTime,"Source cannot be started more than once");var n=this.toSeconds(this._fadeIn);return this._startTime=e+n,this._startTime=Math.max(this._startTime,this.context.currentTime),n>0?(this._gainNode.gain.setValueAtTime(0,e),"linear"===this._curve?this._gainNode.gain.linearRampToValueAtTime(t,e+n):this._gainNode.gain.exponentialApproachValueAtTime(t,e,n)):this._gainNode.gain.setValueAtTime(t,e),this}},{key:"stop",value:function(e){return this.log("stop",e),this._stopGain(this.toSeconds(e)),this}},{key:"_stopGain",value:function(e){var t=this;M_(-1!==this._startTime,"'start' must be called before 'stop'"),this.cancelStop();var n=this.toSeconds(this._fadeOut);return this._stopTime=this.toSeconds(e)+n,this._stopTime=Math.max(this._stopTime,this.context.currentTime),n>0?"linear"===this._curve?this._gainNode.gain.linearRampTo(0,n,e):this._gainNode.gain.targetRampTo(0,n,e):(this._gainNode.gain.cancelAndHoldAtTime(e),this._gainNode.gain.setValueAtTime(0,e)),this.context.clearTimeout(this._timeout),this._timeout=this.context.setTimeout((function(){var e="exponential"===t._curve?2*n:0;t._stopSource(t.now()+e),t._onended()}),this._stopTime-this.context.currentTime),this}},{key:"_onended",value:function(){var e=this;if(this.onended!==BE&&(this.onended(this),this.onended=BE,!this.context.isOffline)){var t=function(){return e.dispose()};"undefined"!==typeof window.requestIdleCallback?window.requestIdleCallback(t):setTimeout(t,1e3)}}},{key:"state",get:function(){return this.getStateAtTime(this.now())}},{key:"cancelStop",value:function(){return this.log("cancelStop"),M_(-1!==this._startTime,"Source is not started"),this._gainNode.gain.cancelScheduledValues(this._startTime+this.sampleTime),this.context.clearTimeout(this._timeout),this._stopTime=-1,this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._gainNode.disconnect(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{curve:"linear",fadeIn:0,fadeOut:0,onended:BE})}}]),n}(ub),db=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["offset"]))).name="ToneConstantSource",e._source=e.context.createConstantSource();var r=fE(n.getDefaults(),arguments,["offset"]);return lb(e._source,e._gainNode),e.offset=new sb({context:e.context,convert:r.convert,param:e._source.offset,units:r.units,value:r.offset,minValue:r.minValue,maxValue:r.maxValue}),e}return(0,x.Z)(n,[{key:"start",value:function(e){var t=this.toSeconds(e);return this.log("start",t),this._startGain(t),this._source.start(t),this}},{key:"_stopSource",value:function(e){this._source.stop(e)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),"started"===this.state&&this.stop(),this._source.disconnect(),this.offset.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(pb.getDefaults(),{convert:!0,offset:1,units:"number"})}}]),n}(pb),mb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["value","units"]))).name="Signal",e.override=!0;var r=fE(n.getDefaults(),arguments,["value","units"]);return e.output=e._constantSource=new db({context:e.context,convert:r.convert,offset:r.value,units:r.units,minValue:r.minValue,maxValue:r.maxValue}),e._constantSource.start(0),e.input=e._param=e._constantSource.offset,e}return(0,x.Z)(n,[{key:"connect",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:0,n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:0;return vb(this,e,t,n),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._param.dispose(),this._constantSource.dispose(),this}},{key:"setValueAtTime",value:function(e,t){return this._param.setValueAtTime(e,t),this}},{key:"getValueAtTime",value:function(e){return this._param.getValueAtTime(e)}},{key:"setRampPoint",value:function(e){return this._param.setRampPoint(e),this}},{key:"linearRampToValueAtTime",value:function(e,t){return this._param.linearRampToValueAtTime(e,t),this}},{key:"exponentialRampToValueAtTime",value:function(e,t){return this._param.exponentialRampToValueAtTime(e,t),this}},{key:"exponentialRampTo",value:function(e,t,n){return this._param.exponentialRampTo(e,t,n),this}},{key:"linearRampTo",value:function(e,t,n){return this._param.linearRampTo(e,t,n),this}},{key:"targetRampTo",value:function(e,t,n){return this._param.targetRampTo(e,t,n),this}},{key:"exponentialApproachValueAtTime",value:function(e,t,n){return this._param.exponentialApproachValueAtTime(e,t,n),this}},{key:"setTargetAtTime",value:function(e,t,n){return this._param.setTargetAtTime(e,t,n),this}},{key:"setValueCurveAtTime",value:function(e,t,n,r){return this._param.setValueCurveAtTime(e,t,n,r),this}},{key:"cancelScheduledValues",value:function(e){return this._param.cancelScheduledValues(e),this}},{key:"cancelAndHoldAtTime",value:function(e){return this._param.cancelAndHoldAtTime(e),this}},{key:"rampTo",value:function(e,t,n){return this._param.rampTo(e,t,n),this}},{key:"value",get:function(){return this._param.value},set:function(e){this._param.value=e}},{key:"convert",get:function(){return this._param.convert},set:function(e){this._param.convert=e}},{key:"units",get:function(){return this._param.units}},{key:"overridden",get:function(){return this._param.overridden},set:function(e){this._param.overridden=e}},{key:"maxValue",get:function(){return this._param.maxValue}},{key:"minValue",get:function(){return this._param.minValue}},{key:"apply",value:function(e){return this._param.apply(e),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{convert:!0,units:"number",value:0})}}]),n}(ub);function vb(e,t,n,r){(t instanceof sb||iE(t)||t instanceof mb&&t.override)&&(t.cancelScheduledValues(0),t.setValueAtTime(0,0),t instanceof mb&&(t.overridden=!0)),lb(e,t,n,r)}var yb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["value"]))).name="TickParam",e._events=new bE(1/0),e._multiplier=1;var r=fE(n.getDefaults(),arguments,["value"]);return e._multiplier=r.multiplier,e._events.cancel(0),e._events.add({ticks:0,time:0,type:"setValueAtTime",value:e._fromType(r.value)}),e.setValueAtTime(r.value,0),e}return(0,x.Z)(n,[{key:"setTargetAtTime",value:function(e,t,n){t=this.toSeconds(t),this.setRampPoint(t);for(var r=this._fromType(e),i=this._events.get(t),o=Math.round(Math.max(1/n,1)),a=0;a<=o;a++){var s=n*a+t,u=this._exponentialApproach(i.time,i.value,r,n,s);this.linearRampToValueAtTime(this._toType(u),s)}return this}},{key:"setValueAtTime",value:function(e,t){var r=this.toSeconds(t);g(v(n.prototype),"setValueAtTime",this).call(this,e,t);var i=this._events.get(r),o=this._events.previousEvent(i),a=this._getTicksUntilEvent(o,r);return i.ticks=Math.max(a,0),this}},{key:"linearRampToValueAtTime",value:function(e,t){var r=this.toSeconds(t);g(v(n.prototype),"linearRampToValueAtTime",this).call(this,e,t);var i=this._events.get(r),o=this._events.previousEvent(i),a=this._getTicksUntilEvent(o,r);return i.ticks=Math.max(a,0),this}},{key:"exponentialRampToValueAtTime",value:function(e,t){t=this.toSeconds(t);for(var n=this._fromType(e),r=this._events.get(t),i=Math.round(Math.max(10*(t-r.time),1)),o=(t-r.time)/i,a=0;a<=i;a++){var s=o*a+r.time,u=this._exponentialInterpolate(r.time,r.value,t,n,s);this.linearRampToValueAtTime(this._toType(u),s)}return this}},{key:"_getTicksUntilEvent",value:function(e,t){if(null===e)e={ticks:0,time:0,type:"setValueAtTime",value:0};else if(Q_(e.ticks)){var n=this._events.previousEvent(e);e.ticks=this._getTicksUntilEvent(n,e.time)}var r=this._fromType(this.getValueAtTime(e.time)),i=this._fromType(this.getValueAtTime(t)),o=this._events.get(t);return o&&o.time===t&&"setValueAtTime"===o.type&&(i=this._fromType(this.getValueAtTime(t-this.sampleTime))),.5*(t-e.time)*(r+i)+e.ticks}},{key:"getTicksAtTime",value:function(e){var t=this.toSeconds(e),n=this._events.get(t);return Math.max(this._getTicksUntilEvent(n,t),0)}},{key:"getDurationOfTicks",value:function(e,t){var n=this.toSeconds(t),r=this.getTicksAtTime(t);return this.getTimeOfTick(r+e)-n}},{key:"getTimeOfTick",value:function(e){var t=this._events.get(e,"ticks"),n=this._events.getAfter(e,"ticks");if(t&&t.ticks===e)return t.time;if(t&&n&&"linearRampToValueAtTime"===n.type&&t.value!==n.value){var r=this._fromType(this.getValueAtTime(t.time)),i=(this._fromType(this.getValueAtTime(n.time))-r)/(n.time-t.time),o=Math.sqrt(Math.pow(r,2)-2*i*(t.ticks-e)),a=(-r+o)/i;return(a>0?a:(-r-o)/i)+t.time}return t?0===t.value?1/0:t.time+(e-t.ticks)/t.value:e/this._initialValue}},{key:"ticksToTime",value:function(e,t){return this.getDurationOfTicks(e,t)}},{key:"timeToTicks",value:function(e,t){var n=this.toSeconds(t),r=this.toSeconds(e),i=this.getTicksAtTime(n);return this.getTicksAtTime(n+r)-i}},{key:"_fromType",value:function(e){return"bpm"===this.units&&this.multiplier?1/(60/e/this.multiplier):g(v(n.prototype),"_fromType",this).call(this,e)}},{key:"_toType",value:function(e){return"bpm"===this.units&&this.multiplier?e/this.multiplier*60:g(v(n.prototype),"_toType",this).call(this,e)}},{key:"multiplier",get:function(){return this._multiplier},set:function(e){var t=this.value;this._multiplier=e,this.cancelScheduledValues(0),this.setValueAtTime(t,0)}}],[{key:"getDefaults",value:function(){return Object.assign(sb.getDefaults(),{multiplier:1,units:"hertz",value:1})}}]),n}(sb),gb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["value"]))).name="TickSignal";var r=fE(n.getDefaults(),arguments,["value"]);return e.input=e._param=new yb({context:e.context,convert:r.convert,multiplier:r.multiplier,param:e._constantSource.offset,units:r.units,value:r.value}),e}return(0,x.Z)(n,[{key:"ticksToTime",value:function(e,t){return this._param.ticksToTime(e,t)}},{key:"timeToTicks",value:function(e,t){return this._param.timeToTicks(e,t)}},{key:"getTimeOfTick",value:function(e){return this._param.getTimeOfTick(e)}},{key:"getDurationOfTicks",value:function(e,t){return this._param.getDurationOfTicks(e,t)}},{key:"getTicksAtTime",value:function(e){return this._param.getTicksAtTime(e)}},{key:"multiplier",get:function(){return this._param.multiplier},set:function(e){this._param.multiplier=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._param.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(mb.getDefaults(),{multiplier:1,units:"hertz",value:1})}}]),n}(mb),_b=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency"]))).name="TickSource",e._state=new ab,e._tickOffset=new bE;var r=fE(n.getDefaults(),arguments,["frequency"]);return e.frequency=new gb({context:e.context,units:r.units,value:r.frequency}),FE(m(e),"frequency"),e._state.setStateAtTime("stopped",0),e.setTicksAtTime(0,0),e}return(0,x.Z)(n,[{key:"state",get:function(){return this.getStateAtTime(this.now())}},{key:"start",value:function(e,t){var n=this.toSeconds(e);return"started"!==this._state.getValueAtTime(n)&&(this._state.setStateAtTime("started",n),W_(t)&&this.setTicksAtTime(t,n)),this}},{key:"stop",value:function(e){var t=this.toSeconds(e);if("stopped"===this._state.getValueAtTime(t)){var n=this._state.get(t);n&&n.time>0&&(this._tickOffset.cancel(n.time),this._state.cancel(n.time))}return this._state.cancel(t),this._state.setStateAtTime("stopped",t),this.setTicksAtTime(0,t),this}},{key:"pause",value:function(e){var t=this.toSeconds(e);return"started"===this._state.getValueAtTime(t)&&this._state.setStateAtTime("paused",t),this}},{key:"cancel",value:function(e){return e=this.toSeconds(e),this._state.cancel(e),this._tickOffset.cancel(e),this}},{key:"getTicksAtTime",value:function(e){var t=this,n=this.toSeconds(e),r=this._state.getLastState("stopped",n),i={state:"paused",time:n};this._state.add(i);var o=r,a=0;return this._state.forEachBetween(r.time,n+this.sampleTime,(function(e){var n=o.time,r=t._tickOffset.get(e.time);r&&r.time>=o.time&&(a=r.ticks,n=r.time),"started"===o.state&&"started"!==e.state&&(a+=t.frequency.getTicksAtTime(e.time)-t.frequency.getTicksAtTime(n)),o=e})),this._state.remove(i),a}},{key:"ticks",get:function(){return this.getTicksAtTime(this.now())},set:function(e){this.setTicksAtTime(e,this.now())}},{key:"seconds",get:function(){return this.getSecondsAtTime(this.now())},set:function(e){var t=this.now(),n=this.frequency.timeToTicks(e,t);this.setTicksAtTime(n,t)}},{key:"getSecondsAtTime",value:function(e){var t=this;e=this.toSeconds(e);var n=this._state.getLastState("stopped",e),r={state:"paused",time:e};this._state.add(r);var i=n,o=0;return this._state.forEachBetween(n.time,e+this.sampleTime,(function(e){var n=i.time,r=t._tickOffset.get(e.time);r&&r.time>=i.time&&(o=r.seconds,n=r.time),"started"===i.state&&"started"!==e.state&&(o+=e.time-n),i=e})),this._state.remove(r),o}},{key:"setTicksAtTime",value:function(e,t){return t=this.toSeconds(t),this._tickOffset.cancel(t),this._tickOffset.add({seconds:this.frequency.getDurationOfTicks(e,t),ticks:e,time:t}),this}},{key:"getStateAtTime",value:function(e){return e=this.toSeconds(e),this._state.getValueAtTime(e)}},{key:"getTimeOfTick",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.now(),n=this._tickOffset.get(t),r=this._state.get(t),i=Math.max(n.time,r.time),o=this.frequency.getTicksAtTime(i)+e-n.ticks;return this.frequency.getTimeOfTick(o)}},{key:"forEachTickBetween",value:function(e,t,n){var r=this,i=this._state.get(e);this._state.forEachBetween(e,t,(function(t){i&&"started"===i.state&&"started"!==t.state&&r.forEachTickBetween(Math.max(i.time,e),t.time-r.sampleTime,n),i=t}));var o=null;if(i&&"started"===i.state){var a=Math.max(i.time,e),s=this.frequency.getTicksAtTime(a),u=s-this.frequency.getTicksAtTime(i.time),c=Math.ceil(u)-u;c=_E(c,1)?0:c;for(var l=this.frequency.getTimeOfTick(s+c);l<t;){try{n(l,Math.round(this.getTicksAtTime(l)))}catch(f){o=f;break}l+=this.frequency.getDurationOfTicks(1,l)}}if(o)throw o;return this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._state.dispose(),this._tickOffset.dispose(),this.frequency.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign({frequency:1,units:"hertz"},ob.getDefaults())}}]),n}(ob),Eb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["callback","frequency"]))).name="Clock",e.callback=BE,e._lastUpdate=0,e._state=new ab("stopped"),e._boundLoop=e._loop.bind(m(e));var r=fE(n.getDefaults(),arguments,["callback","frequency"]);return e.callback=r.callback,e._tickSource=new _b({context:e.context,frequency:r.frequency,units:r.units}),e._lastUpdate=0,e.frequency=e._tickSource.frequency,FE(m(e),"frequency"),e._state.setStateAtTime("stopped",0),e.context.on("tick",e._boundLoop),e}return(0,x.Z)(n,[{key:"state",get:function(){return this._state.getValueAtTime(this.now())}},{key:"start",value:function(e,t){I_(this.context);var n=this.toSeconds(e);return this.log("start",n),"started"!==this._state.getValueAtTime(n)&&(this._state.setStateAtTime("started",n),this._tickSource.start(n,t),n<this._lastUpdate&&this.emit("start",n,t)),this}},{key:"stop",value:function(e){var t=this.toSeconds(e);return this.log("stop",t),this._state.cancel(t),this._state.setStateAtTime("stopped",t),this._tickSource.stop(t),t<this._lastUpdate&&this.emit("stop",t),this}},{key:"pause",value:function(e){var t=this.toSeconds(e);return"started"===this._state.getValueAtTime(t)&&(this._state.setStateAtTime("paused",t),this._tickSource.pause(t),t<this._lastUpdate&&this.emit("pause",t)),this}},{key:"ticks",get:function(){return Math.ceil(this.getTicksAtTime(this.now()))},set:function(e){this._tickSource.ticks=e}},{key:"seconds",get:function(){return this._tickSource.seconds},set:function(e){this._tickSource.seconds=e}},{key:"getSecondsAtTime",value:function(e){return this._tickSource.getSecondsAtTime(e)}},{key:"setTicksAtTime",value:function(e,t){return this._tickSource.setTicksAtTime(e,t),this}},{key:"getTimeOfTick",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.now();return this._tickSource.getTimeOfTick(e,t)}},{key:"getTicksAtTime",value:function(e){return this._tickSource.getTicksAtTime(e)}},{key:"nextTickTime",value:function(e,t){var n=this.toSeconds(t),r=this.getTicksAtTime(n);return this._tickSource.getTimeOfTick(r+e,n)}},{key:"_loop",value:function(){var e=this,t=this._lastUpdate,n=this.now();this._lastUpdate=n,this.log("loop",t,n),t!==n&&(this._state.forEachBetween(t,n,(function(t){switch(t.state){case"started":var n=e._tickSource.getTicksAtTime(t.time);e.emit("start",t.time,n);break;case"stopped":0!==t.time&&e.emit("stop",t.time);break;case"paused":e.emit("pause",t.time)}})),this._tickSource.forEachTickBetween(t,n,(function(t,n){e.callback(t,n)})))}},{key:"getStateAtTime",value:function(e){var t=this.toSeconds(e);return this._state.getValueAtTime(t)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.context.off("tick",this._boundLoop),this._tickSource.dispose(),this._state.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ob.getDefaults(),{callback:BE,frequency:1,units:"hertz"})}}]),n}(ob);xE.mixin(Eb);var bb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["delayTime","maxDelay"]))).name="Delay";var r=fE(n.getDefaults(),arguments,["delayTime","maxDelay"]),i=e.toSeconds(r.maxDelay);return e._maxDelay=Math.max(i,e.toSeconds(r.delayTime)),e._delayNode=e.input=e.output=e.context.createDelay(i),e.delayTime=new sb({context:e.context,param:e._delayNode.delayTime,units:"time",value:r.delayTime,minValue:0,maxValue:e.maxDelay}),FE(m(e),"delayTime"),e}return(0,x.Z)(n,[{key:"maxDelay",get:function(){return this._maxDelay}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._delayNode.disconnect(),this.delayTime.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{delayTime:0,maxDelay:1})}}]),n}(ub);function Db(e,t){var n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:2,r=arguments.length>3&&void 0!==arguments[3]?arguments[3]:NE().sampleRate;return nE(this,void 0,void 0,p().mark((function i(){var o,a,s,u;return p().wrap((function(i){for(;;)switch(i.prev=i.next){case 0:return o=NE(),LE(a=new ME(n,t,r)),i.next=5,e(a);case 5:return s=a.render(),LE(o),i.next=9,s;case 9:return u=i.sent,i.abrupt("return",new PE(u));case 11:case"end":return i.stop()}}),i)})))}var Ob=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this)).name="ToneAudioBuffers",e._buffers=new Map,e._loadingCount=0;var r=fE(n.getDefaults(),arguments,["urls","onload","baseUrl"],"urls");return e.baseUrl=r.baseUrl,Object.keys(r.urls).forEach((function(t){e._loadingCount++;var n=r.urls[t];e.add(t,n,e._bufferLoaded.bind(m(e),r.onload),r.onerror)})),e}return(0,x.Z)(n,[{key:"has",value:function(e){return this._buffers.has(e.toString())}},{key:"get",value:function(e){return M_(this.has(e),"ToneAudioBuffers has no buffer named: ".concat(e)),this._buffers.get(e.toString())}},{key:"_bufferLoaded",value:function(e){this._loadingCount--,0===this._loadingCount&&e&&e()}},{key:"loaded",get:function(){return Array.from(this._buffers).every((function(e){var t=(0,f.Z)(e,2);t[0];return t[1].loaded}))}},{key:"add",value:function(e,t){var n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:BE,r=arguments.length>3&&void 0!==arguments[3]?arguments[3]:BE;return U_(t)?this._buffers.set(e.toString(),new PE(this.baseUrl+t,n,r)):this._buffers.set(e.toString(),new PE(t,n,r)),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._buffers.forEach((function(e){return e.dispose()})),this._buffers.clear(),this}}],[{key:"getDefaults",value:function(){return{baseUrl:"",onerror:BE,onload:BE,urls:{}}}}]),n}(dE),kb=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.apply(this,arguments)).name="MidiClass",e.defaultUnits="midi",e}return(0,x.Z)(n,[{key:"_frequencyToUnits",value:function(e){return $E(g(v(n.prototype),"_frequencyToUnits",this).call(this,e))}},{key:"_ticksToUnits",value:function(e){return $E(g(v(n.prototype),"_ticksToUnits",this).call(this,e))}},{key:"_beatsToUnits",value:function(e){return $E(g(v(n.prototype),"_beatsToUnits",this).call(this,e))}},{key:"_secondsToUnits",value:function(e){return $E(g(v(n.prototype),"_secondsToUnits",this).call(this,e))}},{key:"toMidi",value:function(){return this.valueOf()}},{key:"toFrequency",value:function(){return UE(this.toMidi())}},{key:"transpose",value:function(e){return new n(this.context,this.toMidi()+e)}}]),n}(JE);function Ab(e,t){return new kb(NE(),e,t)}var wb=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.apply(this,arguments)).name="Ticks",e.defaultUnits="i",e}return(0,x.Z)(n,[{key:"_now",value:function(){return this.context.transport.ticks}},{key:"_beatsToUnits",value:function(e){return this._getPPQ()*e}},{key:"_secondsToUnits",value:function(e){return Math.floor(e/(60/this._getBpm())*this._getPPQ())}},{key:"_ticksToUnits",value:function(e){return e}},{key:"toTicks",value:function(){return this.valueOf()}},{key:"toSeconds",value:function(){return this.valueOf()/this._getPPQ()*(60/this._getBpm())}}]),n}(rb);function xb(e,t){return new wb(NE(),e,t)}var Cb=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.apply(this,arguments)).name="Draw",e.expiration=.25,e.anticipation=.008,e._events=new bE,e._boundDrawLoop=e._drawLoop.bind(m(e)),e._animationFrame=-1,e}return(0,x.Z)(n,[{key:"schedule",value:function(e,t){return this._events.add({callback:e,time:this.toSeconds(t)}),1===this._events.length&&(this._animationFrame=requestAnimationFrame(this._boundDrawLoop)),this}},{key:"cancel",value:function(e){return this._events.cancel(this.toSeconds(e)),this}},{key:"_drawLoop",value:function(){for(var e=this.context.currentTime;this._events.length&&this._events.peek().time-this.anticipation<=e;){var t=this._events.shift();t&&e-t.time<=this.expiration&&t.callback()}this._events.length>0&&(this._animationFrame=requestAnimationFrame(this._boundDrawLoop))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._events.dispose(),cancelAnimationFrame(this._animationFrame),this}}]),n}(ob);OE((function(e){e.draw=new Cb({context:e})})),AE((function(e){e.draw.dispose()}));var Sb=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.apply(this,arguments)).name="IntervalTimeline",e._root=null,e._length=0,e}return(0,x.Z)(n,[{key:"add",value:function(e){M_(W_(e.time),"Events must have a time property"),M_(W_(e.duration),"Events must have a duration parameter"),e.time=e.time.valueOf();var t=new Tb(e.time,e.time+e.duration,e);for(null===this._root?this._root=t:this._root.insert(t),this._length++;null!==t;)t.updateHeight(),t.updateMax(),this._rebalance(t),t=t.parent;return this}},{key:"remove",value:function(e){if(null!==this._root){var t=[];this._root.search(e.time,t);for(var n=0,r=t;n<r.length;n++){var i=r[n];if(i.event===e){this._removeNode(i),this._length--;break}}}return this}},{key:"length",get:function(){return this._length}},{key:"cancel",value:function(e){var t=this;return this.forEachFrom(e,(function(e){return t.remove(e)})),this}},{key:"_setRoot",value:function(e){this._root=e,null!==this._root&&(this._root.parent=null)}},{key:"_replaceNodeInParent",value:function(e,t){null!==e.parent?(e.isLeftChild()?e.parent.left=t:e.parent.right=t,this._rebalance(e.parent)):this._setRoot(t)}},{key:"_removeNode",value:function(e){if(null===e.left&&null===e.right)this._replaceNodeInParent(e,null);else if(null===e.right)this._replaceNodeInParent(e,e.left);else if(null===e.left)this._replaceNodeInParent(e,e.right);else{var t,n=null;if(e.getBalance()>0)if(null===e.left.right)(t=e.left).right=e.right,n=t;else{for(t=e.left.right;null!==t.right;)t=t.right;t.parent&&(t.parent.right=t.left,n=t.parent,t.left=e.left,t.right=e.right)}else if(null===e.right.left)(t=e.right).left=e.left,n=t;else{for(t=e.right.left;null!==t.left;)t=t.left;t.parent&&(t.parent.left=t.right,n=t.parent,t.left=e.left,t.right=e.right)}null!==e.parent?e.isLeftChild()?e.parent.left=t:e.parent.right=t:this._setRoot(t),n&&this._rebalance(n)}e.dispose()}},{key:"_rotateLeft",value:function(e){var t=e.parent,n=e.isLeftChild(),r=e.right;r&&(e.right=r.left,r.left=e),null!==t?n?t.left=r:t.right=r:this._setRoot(r)}},{key:"_rotateRight",value:function(e){var t=e.parent,n=e.isLeftChild(),r=e.left;r&&(e.left=r.right,r.right=e),null!==t?n?t.left=r:t.right=r:this._setRoot(r)}},{key:"_rebalance",value:function(e){var t=e.getBalance();t>1&&e.left?e.left.getBalance()<0?this._rotateLeft(e.left):this._rotateRight(e):t<-1&&e.right&&(e.right.getBalance()>0?this._rotateRight(e.right):this._rotateLeft(e))}},{key:"get",value:function(e){if(null!==this._root){var t=[];if(this._root.search(e,t),t.length>0){for(var n=t[0],r=1;r<t.length;r++)t[r].low>n.low&&(n=t[r]);return n.event}}return null}},{key:"forEach",value:function(e){if(null!==this._root){var t=[];this._root.traverse((function(e){return t.push(e)})),t.forEach((function(t){t.event&&e(t.event)}))}return this}},{key:"forEachAtTime",value:function(e,t){if(null!==this._root){var n=[];this._root.search(e,n),n.forEach((function(e){e.event&&t(e.event)}))}return this}},{key:"forEachFrom",value:function(e,t){if(null!==this._root){var n=[];this._root.searchAfter(e,n),n.forEach((function(e){e.event&&t(e.event)}))}return this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),null!==this._root&&this._root.traverse((function(e){return e.dispose()})),this._root=null,this}}]),n}(dE),Tb=function(){function e(t,n,r){(0,w.Z)(this,e),this._left=null,this._right=null,this.parent=null,this.height=0,this.event=r,this.low=t,this.high=n,this.max=this.high}return(0,x.Z)(e,[{key:"insert",value:function(e){e.low<=this.low?null===this.left?this.left=e:this.left.insert(e):null===this.right?this.right=e:this.right.insert(e)}},{key:"search",value:function(e,t){e>this.max||(null!==this.left&&this.left.search(e,t),this.low<=e&&this.high>e&&t.push(this),this.low>e||null!==this.right&&this.right.search(e,t))}},{key:"searchAfter",value:function(e,t){this.low>=e&&(t.push(this),null!==this.left&&this.left.searchAfter(e,t)),null!==this.right&&this.right.searchAfter(e,t)}},{key:"traverse",value:function(e){e(this),null!==this.left&&this.left.traverse(e),null!==this.right&&this.right.traverse(e)}},{key:"updateHeight",value:function(){null!==this.left&&null!==this.right?this.height=Math.max(this.left.height,this.right.height)+1:null!==this.right?this.height=this.right.height+1:null!==this.left?this.height=this.left.height+1:this.height=0}},{key:"updateMax",value:function(){this.max=this.high,null!==this.left&&(this.max=Math.max(this.max,this.left.max)),null!==this.right&&(this.max=Math.max(this.max,this.right.max))}},{key:"getBalance",value:function(){var e=0;return null!==this.left&&null!==this.right?e=this.left.height-this.right.height:null!==this.left?e=this.left.height+1:null!==this.right&&(e=-(this.right.height+1)),e}},{key:"isLeftChild",value:function(){return null!==this.parent&&this.parent.left===this}},{key:"left",get:function(){return this._left},set:function(e){this._left=e,null!==e&&(e.parent=this),this.updateHeight(),this.updateMax()}},{key:"right",get:function(){return this._right},set:function(e){this._right=e,null!==e&&(e.parent=this),this.updateHeight(),this.updateMax()}},{key:"dispose",value:function(){this.parent=null,this._left=null,this._right=null,this.event=null}}]),e}(),Fb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["volume"]))).name="Volume";var r=fE(n.getDefaults(),arguments,["volume"]);return e.input=e.output=new hb({context:e.context,gain:r.volume,units:"decibels"}),e.volume=e.output.gain,FE(m(e),"volume"),e._unmutedVolume=r.volume,e.mute=r.mute,e}return(0,x.Z)(n,[{key:"mute",get:function(){return this.volume.value===-1/0},set:function(e){!this.mute&&e?(this._unmutedVolume=this.volume.value,this.volume.value=-1/0):this.mute&&!e&&(this.volume.value=this._unmutedVolume)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.input.dispose(),this.volume.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{mute:!1,volume:0})}}]),n}(ub),qb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="Destination",e.input=new Fb({context:e.context}),e.output=new hb({context:e.context}),e.volume=e.input.volume;var r=fE(n.getDefaults(),arguments);return cb(e.input,e.output,e.context.rawContext.destination),e.mute=r.mute,e._internalChannels=[e.input,e.context.rawContext.destination,e.output],e}return(0,x.Z)(n,[{key:"mute",get:function(){return this.input.mute},set:function(e){this.input.mute=e}},{key:"chain",value:function(){this.input.disconnect();for(var e=arguments.length,t=new Array(e),n=0;n<e;n++)t[n]=arguments[n];return t.unshift(this.input),t.push(this.output),cb.apply(void 0,t),this}},{key:"maxChannelCount",get:function(){return this.context.rawContext.destination.maxChannelCount}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.volume.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{mute:!1,volume:0})}}]),n}(ub);OE((function(e){e.destination=new qb({context:e})})),AE((function(e){e.destination.dispose()}));var Bb=function(e){E(n,e);var t=k(n);function n(e){var r;return(0,w.Z)(this,n),(r=t.call(this)).name="TimelineValue",r._timeline=new bE({memory:10}),r._initialValue=e,r}return(0,x.Z)(n,[{key:"set",value:function(e,t){return this._timeline.add({value:e,time:t}),this}},{key:"get",value:function(e){var t=this._timeline.get(e);return t?t.value:this._initialValue}}]),n}(dE),Pb=function(){function e(t,n){(0,w.Z)(this,e),this.id=e._eventId++;var r=Object.assign(e.getDefaults(),n);this.transport=t,this.callback=r.callback,this._once=r.once,this.time=r.time}return(0,x.Z)(e,[{key:"invoke",value:function(e){this.callback&&(this.callback(e),this._once&&this.transport.clear(this.id))}},{key:"dispose",value:function(){return this.callback=void 0,this}}],[{key:"getDefaults",value:function(){return{callback:BE,once:!1,time:0}}}]),e}();Pb._eventId=0;var Mb=function(e){E(n,e);var t=k(n);function n(e,r){var i;(0,w.Z)(this,n),(i=t.call(this,e,r))._currentId=-1,i._nextId=-1,i._nextTick=i.time,i._boundRestart=i._restart.bind(m(i));var o=Object.assign(n.getDefaults(),r);return i.duration=new wb(e.context,o.duration).valueOf(),i._interval=new wb(e.context,o.interval).valueOf(),i._nextTick=o.time,i.transport.on("start",i._boundRestart),i.transport.on("loopStart",i._boundRestart),i.context=i.transport.context,i._restart(),i}return(0,x.Z)(n,[{key:"invoke",value:function(e){this._createEvents(e),g(v(n.prototype),"invoke",this).call(this,e)}},{key:"_createEvents",value:function(e){var t=this.transport.getTicksAtTime(e);t>=this.time&&t>=this._nextTick&&this._nextTick+this._interval<this.time+this.duration&&(this._nextTick+=this._interval,this._currentId=this._nextId,this._nextId=this.transport.scheduleOnce(this.invoke.bind(this),new wb(this.context,this._nextTick).toSeconds()))}},{key:"_restart",value:function(e){this.transport.clear(this._currentId),this.transport.clear(this._nextId),this._nextTick=this.time;var t=this.transport.getTicksAtTime(e);t>this.time&&(this._nextTick=this.time+Math.ceil((t-this.time)/this._interval)*this._interval),this._currentId=this.transport.scheduleOnce(this.invoke.bind(this),new wb(this.context,this._nextTick).toSeconds()),this._nextTick+=this._interval,this._nextId=this.transport.scheduleOnce(this.invoke.bind(this),new wb(this.context,this._nextTick).toSeconds())}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.transport.clear(this._currentId),this.transport.clear(this._nextId),this.transport.off("start",this._boundRestart),this.transport.off("loopStart",this._boundRestart),this}}],[{key:"getDefaults",value:function(){return Object.assign({},Pb.getDefaults(),{duration:1/0,interval:1,once:!1})}}]),n}(Pb),Rb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="Transport",e._loop=new Bb(!1),e._loopStart=0,e._loopEnd=0,e._scheduledEvents={},e._timeline=new bE,e._repeatedEvents=new Sb,e._syncedSignals=[],e._swingAmount=0;var r=fE(n.getDefaults(),arguments);return e._ppq=r.ppq,e._clock=new Eb({callback:e._processTick.bind(m(e)),context:e.context,frequency:0,units:"bpm"}),e._bindClockEvents(),e.bpm=e._clock.frequency,e._clock.frequency.multiplier=r.ppq,e.bpm.setValueAtTime(r.bpm,0),FE(m(e),"bpm"),e._timeSignature=r.timeSignature,e._swingTicks=r.ppq/2,e}return(0,x.Z)(n,[{key:"_processTick",value:function(e,t){if(this._loop.get(e)&&t>=this._loopEnd&&(this.emit("loopEnd",e),this._clock.setTicksAtTime(this._loopStart,e),t=this._loopStart,this.emit("loopStart",e,this._clock.getSecondsAtTime(e)),this.emit("loop",e)),this._swingAmount>0&&t%this._ppq!==0&&t%(2*this._swingTicks)!==0){var n=t%(2*this._swingTicks)/(2*this._swingTicks),r=Math.sin(n*Math.PI)*this._swingAmount;e+=new wb(this.context,2*this._swingTicks/3).toSeconds()*r}this._timeline.forEachAtTime(t,(function(t){return t.invoke(e)}))}},{key:"schedule",value:function(e,t){var n=new Pb(this,{callback:e,time:new rb(this.context,t).toTicks()});return this._addEvent(n,this._timeline)}},{key:"scheduleRepeat",value:function(e,t,n){var r=arguments.length>3&&void 0!==arguments[3]?arguments[3]:1/0,i=new Mb(this,{callback:e,duration:new XE(this.context,r).toTicks(),interval:new XE(this.context,t).toTicks(),time:new rb(this.context,n).toTicks()});return this._addEvent(i,this._repeatedEvents)}},{key:"scheduleOnce",value:function(e,t){var n=new Pb(this,{callback:e,once:!0,time:new rb(this.context,t).toTicks()});return this._addEvent(n,this._timeline)}},{key:"clear",value:function(e){if(this._scheduledEvents.hasOwnProperty(e)){var t=this._scheduledEvents[e.toString()];t.timeline.remove(t.event),t.event.dispose(),delete this._scheduledEvents[e.toString()]}return this}},{key:"_addEvent",value:function(e,t){return this._scheduledEvents[e.id.toString()]={event:e,timeline:t},t.add(e),e.id}},{key:"cancel",value:function(){var e=this,t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:0,n=this.toTicks(t);return this._timeline.forEachFrom(n,(function(t){return e.clear(t.id)})),this._repeatedEvents.forEachFrom(n,(function(t){return e.clear(t.id)})),this}},{key:"_bindClockEvents",value:function(){var e=this;this._clock.on("start",(function(t,n){n=new wb(e.context,n).toSeconds(),e.emit("start",t,n)})),this._clock.on("stop",(function(t){e.emit("stop",t)})),this._clock.on("pause",(function(t){e.emit("pause",t)}))}},{key:"state",get:function(){return this._clock.getStateAtTime(this.now())}},{key:"start",value:function(e,t){var n;return W_(t)&&(n=this.toTicks(t)),this._clock.start(e,n),this}},{key:"stop",value:function(e){return this._clock.stop(e),this}},{key:"pause",value:function(e){return this._clock.pause(e),this}},{key:"toggle",value:function(e){return e=this.toSeconds(e),"started"!==this._clock.getStateAtTime(e)?this.start(e):this.stop(e),this}},{key:"timeSignature",get:function(){return this._timeSignature},set:function(e){z_(e)&&(e=e[0]/e[1]*4),this._timeSignature=e}},{key:"loopStart",get:function(){return new XE(this.context,this._loopStart,"i").toSeconds()},set:function(e){this._loopStart=this.toTicks(e)}},{key:"loopEnd",get:function(){return new XE(this.context,this._loopEnd,"i").toSeconds()},set:function(e){this._loopEnd=this.toTicks(e)}},{key:"loop",get:function(){return this._loop.get(this.now())},set:function(e){this._loop.set(e,this.now())}},{key:"setLoopPoints",value:function(e,t){return this.loopStart=e,this.loopEnd=t,this}},{key:"swing",get:function(){return this._swingAmount},set:function(e){this._swingAmount=e}},{key:"swingSubdivision",get:function(){return new wb(this.context,this._swingTicks).toNotation()},set:function(e){this._swingTicks=this.toTicks(e)}},{key:"position",get:function(){var e=this.now(),t=this._clock.getTicksAtTime(e);return new wb(this.context,t).toBarsBeatsSixteenths()},set:function(e){var t=this.toTicks(e);this.ticks=t}},{key:"seconds",get:function(){return this._clock.seconds},set:function(e){var t=this.now(),n=this._clock.frequency.timeToTicks(e,t);this.ticks=n}},{key:"progress",get:function(){if(this.loop){var e=this.now();return(this._clock.getTicksAtTime(e)-this._loopStart)/(this._loopEnd-this._loopStart)}return 0}},{key:"ticks",get:function(){return this._clock.ticks},set:function(e){if(this._clock.ticks!==e){var t=this.now();if("started"===this.state){var n=this._clock.getTicksAtTime(t),r=t+this._clock.frequency.getDurationOfTicks(Math.ceil(n)-n,t);this.emit("stop",r),this._clock.setTicksAtTime(e,r),this.emit("start",r,this._clock.getSecondsAtTime(r))}else this._clock.setTicksAtTime(e,t)}}},{key:"getTicksAtTime",value:function(e){return Math.round(this._clock.getTicksAtTime(e))}},{key:"getSecondsAtTime",value:function(e){return this._clock.getSecondsAtTime(e)}},{key:"PPQ",get:function(){return this._clock.frequency.multiplier},set:function(e){this._clock.frequency.multiplier=e}},{key:"nextSubdivision",value:function(e){if(e=this.toTicks(e),"started"!==this.state)return 0;var t=this.now(),n=e-this.getTicksAtTime(t)%e;return this._clock.nextTickTime(n,t)}},{key:"syncSignal",value:function(e,t){if(!t){var n=this.now();if(0!==e.getValueAtTime(n)){var r=1/(60/this.bpm.getValueAtTime(n)/this.PPQ);t=e.getValueAtTime(n)/r}else t=0}var i=new hb(t);return this.bpm.connect(i),i.connect(e._param),this._syncedSignals.push({initial:e.value,ratio:i,signal:e}),e.value=0,this}},{key:"unsyncSignal",value:function(e){for(var t=this._syncedSignals.length-1;t>=0;t--){var n=this._syncedSignals[t];n.signal===e&&(n.ratio.dispose(),n.signal.value=n.initial,this._syncedSignals.splice(t,1))}return this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._clock.dispose(),qE(this,"bpm"),this._timeline.dispose(),this._repeatedEvents.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ob.getDefaults(),{bpm:120,loopEnd:"4m",loopStart:0,ppq:192,swing:0,swingSubdivision:"8n",timeSignature:4})}}]),n}(ob);xE.mixin(Rb),OE((function(e){e.transport=new Rb({context:e})})),AE((function(e){e.transport.dispose()}));var Ib=function(e){E(n,e);var t=k(n);function n(e){var r;return(0,w.Z)(this,n),(r=t.call(this,e)).input=void 0,r._state=new ab("stopped"),r._synced=!1,r._scheduled=[],r._syncedStart=BE,r._syncedStop=BE,r._state.memory=100,r._state.increasing=!0,r._volume=r.output=new Fb({context:r.context,mute:e.mute,volume:e.volume}),r.volume=r._volume.volume,FE(m(r),"volume"),r.onstop=e.onstop,r}return(0,x.Z)(n,[{key:"state",get:function(){return this._synced?"started"===this.context.transport.state?this._state.getValueAtTime(this.context.transport.seconds):"stopped":this._state.getValueAtTime(this.now())}},{key:"mute",get:function(){return this._volume.mute},set:function(e){this._volume.mute=e}},{key:"_clampToCurrentTime",value:function(e){return this._synced?e:Math.max(e,this.context.currentTime)}},{key:"start",value:function(e,t,n){var r=this,i=Q_(e)&&this._synced?this.context.transport.seconds:this.toSeconds(e);if(i=this._clampToCurrentTime(i),this._synced||"started"!==this._state.getValueAtTime(i))if(this.log("start",i),this._state.setStateAtTime("started",i),this._synced){var o=this._state.get(i);o&&(o.offset=this.toSeconds(hE(t,0)),o.duration=n?this.toSeconds(n):void 0);var a=this.context.transport.schedule((function(e){r._start(e,t,n)}),i);this._scheduled.push(a),"started"===this.context.transport.state&&this.context.transport.getSecondsAtTime(this.immediate())>i&&this._syncedStart(this.now(),this.context.transport.seconds)}else I_(this.context),this._start(i,t,n);else M_(vE(i,this._state.get(i).time),"Start time must be strictly greater than previous start time"),this._state.cancel(i),this._state.setStateAtTime("started",i),this.log("restart",i),this.restart(i,t,n);return this}},{key:"stop",value:function(e){var t=Q_(e)&&this._synced?this.context.transport.seconds:this.toSeconds(e);if(t=this._clampToCurrentTime(t),"started"===this._state.getValueAtTime(t)||W_(this._state.getNextState("started",t))){if(this.log("stop",t),this._synced){var n=this.context.transport.schedule(this._stop.bind(this),t);this._scheduled.push(n)}else this._stop(t);this._state.cancel(t),this._state.setStateAtTime("stopped",t)}return this}},{key:"restart",value:function(e,t,n){return e=this.toSeconds(e),"started"===this._state.getValueAtTime(e)&&(this._state.cancel(e),this._restart(e,t,n)),this}},{key:"sync",value:function(){var e=this;return this._synced||(this._synced=!0,this._syncedStart=function(t,n){if(n>0){var r=e._state.get(n);if(r&&"started"===r.state&&r.time!==n){var i,o=n-e.toSeconds(r.time);r.duration&&(i=e.toSeconds(r.duration)-o),e._start(t,e.toSeconds(r.offset)+o,i)}}},this._syncedStop=function(t){var n=e.context.transport.getSecondsAtTime(Math.max(t-e.sampleTime,0));"started"===e._state.getValueAtTime(n)&&e._stop(t)},this.context.transport.on("start",this._syncedStart),this.context.transport.on("loopStart",this._syncedStart),this.context.transport.on("stop",this._syncedStop),this.context.transport.on("pause",this._syncedStop),this.context.transport.on("loopEnd",this._syncedStop)),this}},{key:"unsync",value:function(){var e=this;return this._synced&&(this.context.transport.off("stop",this._syncedStop),this.context.transport.off("pause",this._syncedStop),this.context.transport.off("loopEnd",this._syncedStop),this.context.transport.off("start",this._syncedStart),this.context.transport.off("loopStart",this._syncedStart)),this._synced=!1,this._scheduled.forEach((function(t){return e.context.transport.clear(t)})),this._scheduled=[],this._state.cancel(0),this._stop(0),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.onstop=BE,this.unsync(),this._volume.dispose(),this._state.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{mute:!1,onstop:BE,volume:0})}}]),n}(ub),Nb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["url","onload"]))).name="ToneBufferSource",e._source=e.context.createBufferSource(),e._internalChannels=[e._source],e._sourceStarted=!1,e._sourceStopped=!1;var r=fE(n.getDefaults(),arguments,["url","onload"]);return lb(e._source,e._gainNode),e._source.onended=function(){return e._stopSource()},e.playbackRate=new sb({context:e.context,param:e._source.playbackRate,units:"positive",value:r.playbackRate}),e.loop=r.loop,e.loopStart=r.loopStart,e.loopEnd=r.loopEnd,e._buffer=new PE(r.url,r.onload,r.onerror),e._internalChannels.push(e._source),e}return(0,x.Z)(n,[{key:"fadeIn",get:function(){return this._fadeIn},set:function(e){this._fadeIn=e}},{key:"fadeOut",get:function(){return this._fadeOut},set:function(e){this._fadeOut=e}},{key:"curve",get:function(){return this._curve},set:function(e){this._curve=e}},{key:"start",value:function(e,t,n){var r=arguments.length>3&&void 0!==arguments[3]?arguments[3]:1;M_(this.buffer.loaded,"buffer is either not set or not loaded");var i=this.toSeconds(e);this._startGain(i,r),t=this.loop?hE(t,this.loopStart):hE(t,0);var o=Math.max(this.toSeconds(t),0);if(this.loop){var a=this.toSeconds(this.loopEnd)||this.buffer.duration,s=this.toSeconds(this.loopStart),u=a-s;yE(o,a)&&(o=(o-s)%u+s),_E(o,this.buffer.duration)&&(o=0)}if(this._source.buffer=this.buffer.get(),this._source.loopEnd=this.toSeconds(this.loopEnd)||this.buffer.duration,gE(o,this.buffer.duration)&&(this._sourceStarted=!0,this._source.start(i,o)),W_(n)){var c=this.toSeconds(n);c=Math.max(c,0),this.stop(i+c)}return this}},{key:"_stopSource",value:function(e){!this._sourceStopped&&this._sourceStarted&&(this._sourceStopped=!0,this._source.stop(this.toSeconds(e)),this._onended())}},{key:"loopStart",get:function(){return this._source.loopStart},set:function(e){this._source.loopStart=this.toSeconds(e)}},{key:"loopEnd",get:function(){return this._source.loopEnd},set:function(e){this._source.loopEnd=this.toSeconds(e)}},{key:"buffer",get:function(){return this._buffer},set:function(e){this._buffer.set(e)}},{key:"loop",get:function(){return this._source.loop},set:function(e){this._source.loop=e,this._sourceStarted&&this.cancelStop()}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._source.onended=null,this._source.disconnect(),this._buffer.dispose(),this.playbackRate.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(pb.getDefaults(),{url:new PE,loop:!1,loopEnd:0,loopStart:0,onload:BE,onerror:BE,playbackRate:1})}}]),n}(pb),Lb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["type"]))).name="Noise",e._source=null;var r=fE(n.getDefaults(),arguments,["type"]);return e._playbackRate=r.playbackRate,e.type=r.type,e._fadeIn=r.fadeIn,e._fadeOut=r.fadeOut,e}return(0,x.Z)(n,[{key:"type",get:function(){return this._type},set:function(e){if(M_(e in Qb,"Noise: invalid type: "+e),this._type!==e&&(this._type=e,"started"===this.state)){var t=this.now();this._stop(t),this._start(t)}}},{key:"playbackRate",get:function(){return this._playbackRate},set:function(e){this._playbackRate=e,this._source&&(this._source.playbackRate.value=e)}},{key:"_start",value:function(e){var t=this,n=Qb[this._type];this._source=new Nb({url:n,context:this.context,fadeIn:this._fadeIn,fadeOut:this._fadeOut,loop:!0,onended:function(){return t.onstop(t)},playbackRate:this._playbackRate}).connect(this.output),this._source.start(this.toSeconds(e),Math.random()*(n.duration-.001))}},{key:"_stop",value:function(e){this._source&&(this._source.stop(this.toSeconds(e)),this._source=null)}},{key:"fadeIn",get:function(){return this._fadeIn},set:function(e){this._fadeIn=e,this._source&&(this._source.fadeIn=this._fadeIn)}},{key:"fadeOut",get:function(){return this._fadeOut},set:function(e){this._fadeOut=e,this._source&&(this._source.fadeOut=this._fadeOut)}},{key:"_restart",value:function(e){this._stop(e),this._start(e)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._source&&this._source.disconnect(),this}}],[{key:"getDefaults",value:function(){return Object.assign(Ib.getDefaults(),{fadeIn:0,fadeOut:0,playbackRate:1,type:"white"})}}]),n}(Ib),jb=220500,Zb={brown:null,pink:null,white:null},Qb={get brown(){if(!Zb.brown){for(var e=[],t=0;t<2;t++){var n=new Float32Array(jb);e[t]=n;for(var r=0,i=0;i<jb;i++){var o=2*Math.random()-1;n[i]=(r+.02*o)/1.02,r=n[i],n[i]*=3.5}}Zb.brown=(new PE).fromArray(e)}return Zb.brown},get pink(){if(!Zb.pink){for(var e=[],t=0;t<2;t++){var n=new Float32Array(jb);e[t]=n;var r=void 0,i=void 0,o=void 0,a=void 0,s=void 0,u=void 0,c=void 0;r=i=o=a=s=u=c=0;for(var l=0;l<jb;l++){var f=2*Math.random()-1;r=.99886*r+.0555179*f,i=.99332*i+.0750759*f,o=.969*o+.153852*f,a=.8665*a+.3104856*f,s=.55*s+.5329522*f,u=-.7616*u-.016898*f,n[l]=r+i+o+a+s+u+c+.5362*f,n[l]*=.11,c=.115926*f}}Zb.pink=(new PE).fromArray(e)}return Zb.pink},get white(){if(!Zb.white){for(var e=[],t=0;t<2;t++){var n=new Float32Array(jb);e[t]=n;for(var r=0;r<jb;r++)n[r]=2*Math.random()-1}Zb.white=(new PE).fromArray(e)}return Zb.white}},Wb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["volume"]))).name="UserMedia";var r=fE(n.getDefaults(),arguments,["volume"]);return e._volume=e.output=new Fb({context:e.context,volume:r.volume}),e.volume=e._volume.volume,FE(m(e),"volume"),e.mute=r.mute,e}return(0,x.Z)(n,[{key:"open",value:function(e){return nE(this,void 0,void 0,p().mark((function t(){var r,i,o,a;return p().wrap((function(t){for(;;)switch(t.prev=t.next){case 0:return M_(n.supported,"UserMedia is not supported"),"started"===this.state&&this.close(),t.next=4,n.enumerateDevices();case 4:return r=t.sent,V_(e)?this._device=r[e]:(this._device=r.find((function(t){return t.label===e||t.deviceId===e})),!this._device&&r.length>0&&(this._device=r[0]),M_(W_(this._device),"No matching device ".concat(e))),i={audio:{echoCancellation:!1,sampleRate:this.context.sampleRate,noiseSuppression:!1,mozNoiseSuppression:!1}},this._device&&(i.audio.deviceId=this._device.deviceId),t.next=10,navigator.mediaDevices.getUserMedia(i);case 10:return o=t.sent,this._stream||(this._stream=o,lb(a=this.context.createMediaStreamSource(o),this.output),this._mediaStream=a),t.abrupt("return",this);case 13:case"end":return t.stop()}}),t,this)})))}},{key:"close",value:function(){return this._stream&&this._mediaStream&&(this._stream.getAudioTracks().forEach((function(e){e.stop()})),this._stream=void 0,this._mediaStream.disconnect(),this._mediaStream=void 0),this._device=void 0,this}},{key:"state",get:function(){return this._stream&&this._stream.active?"started":"stopped"}},{key:"deviceId",get:function(){return this._device?this._device.deviceId:void 0}},{key:"groupId",get:function(){return this._device?this._device.groupId:void 0}},{key:"label",get:function(){return this._device?this._device.label:void 0}},{key:"mute",get:function(){return this._volume.mute},set:function(e){this._volume.mute=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.close(),this._volume.dispose(),this.volume.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{mute:!1,volume:0})}},{key:"enumerateDevices",value:function(){return nE(this,void 0,void 0,p().mark((function e(){var t;return p().wrap((function(e){for(;;)switch(e.prev=e.next){case 0:return e.next=2,navigator.mediaDevices.enumerateDevices();case 2:return t=e.sent,e.abrupt("return",t.filter((function(e){return"audioinput"===e.kind})));case 4:case"end":return e.stop()}}),e)})))}},{key:"supported",get:function(){return W_(navigator.mediaDevices)&&W_(navigator.mediaDevices.getUserMedia)}}]),n}(ub);function Gb(e,t){return nE(this,void 0,void 0,p().mark((function n(){var r,i,o;return p().wrap((function(n){for(;;)switch(n.prev=n.next){case 0:return r=t/e.context.sampleRate,i=new ME(1,r,e.context.sampleRate),new e.constructor(Object.assign(e.get(),{frequency:2/r,detune:0,context:i})).toDestination().start(0),n.next=6,i.render();case 6:return o=n.sent,n.abrupt("return",o.getChannelData(0));case 8:case"end":return n.stop()}}),n)})))}var Vb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","type"]))).name="ToneOscillatorNode",e._oscillator=e.context.createOscillator(),e._internalChannels=[e._oscillator];var r=fE(n.getDefaults(),arguments,["frequency","type"]);return lb(e._oscillator,e._gainNode),e.type=r.type,e.frequency=new sb({context:e.context,param:e._oscillator.frequency,units:"frequency",value:r.frequency}),e.detune=new sb({context:e.context,param:e._oscillator.detune,units:"cents",value:r.detune}),FE(m(e),["frequency","detune"]),e}return(0,x.Z)(n,[{key:"start",value:function(e){var t=this.toSeconds(e);return this.log("start",t),this._startGain(t),this._oscillator.start(t),this}},{key:"_stopSource",value:function(e){this._oscillator.stop(e)}},{key:"setPeriodicWave",value:function(e){return this._oscillator.setPeriodicWave(e),this}},{key:"type",get:function(){return this._oscillator.type},set:function(e){this._oscillator.type=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),"started"===this.state&&this.stop(),this._oscillator.disconnect(),this.frequency.dispose(),this.detune.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(pb.getDefaults(),{detune:0,frequency:440,type:"sine"})}}]),n}(pb),Hb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","type"]))).name="Oscillator",e._oscillator=null;var r=fE(n.getDefaults(),arguments,["frequency","type"]);return e.frequency=new mb({context:e.context,units:"frequency",value:r.frequency}),FE(m(e),"frequency"),e.detune=new mb({context:e.context,units:"cents",value:r.detune}),FE(m(e),"detune"),e._partials=r.partials,e._partialCount=r.partialCount,e._type=r.type,r.partialCount&&"custom"!==r.type&&(e._type=e.baseType+r.partialCount.toString()),e.phase=r.phase,e}return(0,x.Z)(n,[{key:"_start",value:function(e){var t=this,n=this.toSeconds(e),r=new Vb({context:this.context,onended:function(){return t.onstop(t)}});this._oscillator=r,this._wave?this._oscillator.setPeriodicWave(this._wave):this._oscillator.type=this._type,this._oscillator.connect(this.output),this.frequency.connect(this._oscillator.frequency),this.detune.connect(this._oscillator.detune),this._oscillator.start(n)}},{key:"_stop",value:function(e){var t=this.toSeconds(e);this._oscillator&&this._oscillator.stop(t)}},{key:"_restart",value:function(e){var t=this.toSeconds(e);return this.log("restart",t),this._oscillator&&this._oscillator.cancelStop(),this._state.cancel(t),this}},{key:"syncFrequency",value:function(){return this.context.transport.syncSignal(this.frequency),this}},{key:"unsyncFrequency",value:function(){return this.context.transport.unsyncSignal(this.frequency),this}},{key:"_getCachedPeriodicWave",value:function(){var e=this;if("custom"===this._type)return n._periodicWaveCache.find((function(t){return t.phase===e._phase&&(n=t.partials,r=e._partials,n.length===r.length&&n.every((function(e,t){return r[t]===e})));var n,r}));var t=n._periodicWaveCache.find((function(t){return t.type===e._type&&t.phase===e._phase}));return this._partialCount=t?t.partialCount:this._partialCount,t}},{key:"type",get:function(){return this._type},set:function(e){this._type=e;var t=-1!==["sine","square","sawtooth","triangle"].indexOf(e);if(0===this._phase&&t)this._wave=void 0,this._partialCount=0,null!==this._oscillator&&(this._oscillator.type=e);else{var r=this._getCachedPeriodicWave();if(W_(r)){var i=r.partials,o=r.wave;this._wave=o,this._partials=i,null!==this._oscillator&&this._oscillator.setPeriodicWave(this._wave)}else{var a=this._getRealImaginary(e,this._phase),s=(0,f.Z)(a,2),u=s[0],c=s[1],l=this.context.createPeriodicWave(u,c);this._wave=l,null!==this._oscillator&&this._oscillator.setPeriodicWave(this._wave),n._periodicWaveCache.push({imag:c,partialCount:this._partialCount,partials:this._partials,phase:this._phase,real:u,type:this._type,wave:this._wave}),n._periodicWaveCache.length>100&&n._periodicWaveCache.shift()}}}},{key:"baseType",get:function(){return this._type.replace(this.partialCount.toString(),"")},set:function(e){this.partialCount&&"custom"!==this._type&&"custom"!==e?this.type=e+this.partialCount:this.type=e}},{key:"partialCount",get:function(){return this._partialCount},set:function(e){R_(e,0);var t=this._type,n=/^(sine|triangle|square|sawtooth)(\d+)$/.exec(this._type);if(n&&(t=n[1]),"custom"!==this._type)this.type=0===e?t:t+e.toString();else{var r=new Float32Array(e);this._partials.forEach((function(e,t){return r[t]=e})),this._partials=Array.from(r),this.type=this._type}}},{key:"_getRealImaginary",value:function(e,t){var n=2048,r=new Float32Array(n),i=new Float32Array(n),o=1;if("custom"===e){if(o=this._partials.length+1,this._partialCount=this._partials.length,n=o,0===this._partials.length)return[r,i]}else{var a=/^(sine|triangle|square|sawtooth)(\d+)$/.exec(e);a?(o=parseInt(a[2],10)+1,this._partialCount=parseInt(a[2],10),e=a[1],n=o=Math.max(o,2)):this._partialCount=0,this._partials=[]}for(var s=1;s<n;++s){var u=2/(s*Math.PI),c=void 0;switch(e){case"sine":c=s<=o?1:0,this._partials[s-1]=c;break;case"square":c=1&s?2*u:0,this._partials[s-1]=c;break;case"sawtooth":c=u*(1&s?1:-1),this._partials[s-1]=c;break;case"triangle":c=1&s?u*u*2*(s-1>>1&1?-1:1):0,this._partials[s-1]=c;break;case"custom":c=this._partials[s-1];break;default:throw new TypeError("Oscillator: invalid type: "+e)}0!==c?(r[s]=-c*Math.sin(t*s),i[s]=c*Math.cos(t*s)):(r[s]=0,i[s]=0)}return[r,i]}},{key:"_inverseFFT",value:function(e,t,n){for(var r=0,i=e.length,o=0;o<i;o++)r+=e[o]*Math.cos(o*n)+t[o]*Math.sin(o*n);return r}},{key:"getInitialValue",value:function(){for(var e=this._getRealImaginary(this._type,0),t=(0,f.Z)(e,2),n=t[0],r=t[1],i=0,o=2*Math.PI,a=0;a<32;a++)i=Math.max(this._inverseFFT(n,r,a/32*o),i);return EE(-this._inverseFFT(n,r,this._phase)/i,-1,1)}},{key:"partials",get:function(){return this._partials.slice(0,this.partialCount)},set:function(e){this._partials=e,this._partialCount=this._partials.length,e.length&&(this.type="custom")}},{key:"phase",get:function(){return this._phase*(180/Math.PI)},set:function(e){this._phase=e*Math.PI/180,this.type=this._type}},{key:"asArray",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:1024;return nE(this,void 0,void 0,p().mark((function t(){return p().wrap((function(t){for(;;)switch(t.prev=t.next){case 0:return t.abrupt("return",Gb(this,e));case 1:case"end":return t.stop()}}),t,this)})))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),null!==this._oscillator&&this._oscillator.dispose(),this._wave=void 0,this.frequency.dispose(),this.detune.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(Ib.getDefaults(),{detune:0,frequency:440,partialCount:0,partials:[],phase:0,type:"sine"})}}]),n}(Ib);Hb._periodicWaveCache=[];var $b=function(e){E(n,e);var t=k(n);function n(){return(0,w.Z)(this,n),t.call(this,Object.assign(fE(n.getDefaults(),arguments,["context"])))}return(0,x.Z)(n,[{key:"connect",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:0,n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:0;return vb(this,e,t,n),this}}]),n}(ub),zb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments,["mapping","length"])))).name="WaveShaper",e._shaper=e.context.createWaveShaper(),e.input=e._shaper,e.output=e._shaper;var r=fE(n.getDefaults(),arguments,["mapping","length"]);return z_(r.mapping)||r.mapping instanceof Float32Array?e.curve=Float32Array.from(r.mapping):G_(r.mapping)&&e.setMap(r.mapping,r.length),e}return(0,x.Z)(n,[{key:"setMap",value:function(e){for(var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:1024,n=new Float32Array(t),r=0,i=t;r<i;r++){var o=r/(i-1)*2-1;n[r]=e(o,r)}return this.curve=n,this}},{key:"curve",get:function(){return this._shaper.curve},set:function(e){this._shaper.curve=e}},{key:"oversample",get:function(){return this._shaper.oversample},set:function(e){M_(["none","2x","4x"].some((function(t){return t.includes(e)})),"oversampling must be either 'none', '2x', or '4x'"),this._shaper.oversample=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._shaper.disconnect(),this}}],[{key:"getDefaults",value:function(){return Object.assign(mb.getDefaults(),{length:1024})}}]),n}($b),Ub=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.apply(this,arguments)).name="AudioToGain",e._norm=new zb({context:e.context,mapping:function(e){return(e+1)/2}}),e.input=e._norm,e.output=e._norm,e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._norm.dispose(),this}}]),n}($b),Yb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments,["value"])))).name="Multiply",e.override=!1;var r=fE(n.getDefaults(),arguments,["value"]);return e._mult=e.input=e.output=new hb({context:e.context,minValue:r.minValue,maxValue:r.maxValue}),e.factor=e._param=e._mult.gain,e.factor.setValueAtTime(r.value,0),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._mult.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(mb.getDefaults(),{value:0})}}]),n}(mb),Xb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","type","modulationType"]))).name="AMOscillator",e._modulationScale=new Ub({context:e.context}),e._modulationNode=new hb({context:e.context});var r=fE(n.getDefaults(),arguments,["frequency","type","modulationType"]);return e._carrier=new Hb({context:e.context,detune:r.detune,frequency:r.frequency,onstop:function(){return e.onstop(m(e))},phase:r.phase,type:r.type}),e.frequency=e._carrier.frequency,e.detune=e._carrier.detune,e._modulator=new Hb({context:e.context,phase:r.phase,type:r.modulationType}),e.harmonicity=new Yb({context:e.context,units:"positive",value:r.harmonicity}),e.frequency.chain(e.harmonicity,e._modulator.frequency),e._modulator.chain(e._modulationScale,e._modulationNode.gain),e._carrier.chain(e._modulationNode,e.output),FE(m(e),["frequency","detune","harmonicity"]),e}return(0,x.Z)(n,[{key:"_start",value:function(e){this._modulator.start(e),this._carrier.start(e)}},{key:"_stop",value:function(e){this._modulator.stop(e),this._carrier.stop(e)}},{key:"_restart",value:function(e){this._modulator.restart(e),this._carrier.restart(e)}},{key:"type",get:function(){return this._carrier.type},set:function(e){this._carrier.type=e}},{key:"baseType",get:function(){return this._carrier.baseType},set:function(e){this._carrier.baseType=e}},{key:"partialCount",get:function(){return this._carrier.partialCount},set:function(e){this._carrier.partialCount=e}},{key:"modulationType",get:function(){return this._modulator.type},set:function(e){this._modulator.type=e}},{key:"phase",get:function(){return this._carrier.phase},set:function(e){this._carrier.phase=e,this._modulator.phase=e}},{key:"partials",get:function(){return this._carrier.partials},set:function(e){this._carrier.partials=e}},{key:"asArray",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:1024;return nE(this,void 0,void 0,p().mark((function t(){return p().wrap((function(t){for(;;)switch(t.prev=t.next){case 0:return t.abrupt("return",Gb(this,e));case 1:case"end":return t.stop()}}),t,this)})))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.frequency.dispose(),this.detune.dispose(),this.harmonicity.dispose(),this._carrier.dispose(),this._modulator.dispose(),this._modulationNode.dispose(),this._modulationScale.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(Hb.getDefaults(),{harmonicity:1,modulationType:"square"})}}]),n}(Ib),Kb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","type","modulationType"]))).name="FMOscillator",e._modulationNode=new hb({context:e.context,gain:0});var r=fE(n.getDefaults(),arguments,["frequency","type","modulationType"]);return e._carrier=new Hb({context:e.context,detune:r.detune,frequency:0,onstop:function(){return e.onstop(m(e))},phase:r.phase,type:r.type}),e.detune=e._carrier.detune,e.frequency=new mb({context:e.context,units:"frequency",value:r.frequency}),e._modulator=new Hb({context:e.context,phase:r.phase,type:r.modulationType}),e.harmonicity=new Yb({context:e.context,units:"positive",value:r.harmonicity}),e.modulationIndex=new Yb({context:e.context,units:"positive",value:r.modulationIndex}),e.frequency.connect(e._carrier.frequency),e.frequency.chain(e.harmonicity,e._modulator.frequency),e.frequency.chain(e.modulationIndex,e._modulationNode),e._modulator.connect(e._modulationNode.gain),e._modulationNode.connect(e._carrier.frequency),e._carrier.connect(e.output),e.detune.connect(e._modulator.detune),FE(m(e),["modulationIndex","frequency","detune","harmonicity"]),e}return(0,x.Z)(n,[{key:"_start",value:function(e){this._modulator.start(e),this._carrier.start(e)}},{key:"_stop",value:function(e){this._modulator.stop(e),this._carrier.stop(e)}},{key:"_restart",value:function(e){return this._modulator.restart(e),this._carrier.restart(e),this}},{key:"type",get:function(){return this._carrier.type},set:function(e){this._carrier.type=e}},{key:"baseType",get:function(){return this._carrier.baseType},set:function(e){this._carrier.baseType=e}},{key:"partialCount",get:function(){return this._carrier.partialCount},set:function(e){this._carrier.partialCount=e}},{key:"modulationType",get:function(){return this._modulator.type},set:function(e){this._modulator.type=e}},{key:"phase",get:function(){return this._carrier.phase},set:function(e){this._carrier.phase=e,this._modulator.phase=e}},{key:"partials",get:function(){return this._carrier.partials},set:function(e){this._carrier.partials=e}},{key:"asArray",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:1024;return nE(this,void 0,void 0,p().mark((function t(){return p().wrap((function(t){for(;;)switch(t.prev=t.next){case 0:return t.abrupt("return",Gb(this,e));case 1:case"end":return t.stop()}}),t,this)})))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.frequency.dispose(),this.harmonicity.dispose(),this._carrier.dispose(),this._modulator.dispose(),this._modulationNode.dispose(),this.modulationIndex.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(Hb.getDefaults(),{harmonicity:1,modulationIndex:2,modulationType:"square"})}}]),n}(Ib),Jb=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","width"]))).name="PulseOscillator",e._widthGate=new hb({context:e.context,gain:0}),e._thresh=new zb({context:e.context,mapping:function(e){return e<=0?-1:1}});var r=fE(n.getDefaults(),arguments,["frequency","width"]);return e.width=new mb({context:e.context,units:"audioRange",value:r.width}),e._triangle=new Hb({context:e.context,detune:r.detune,frequency:r.frequency,onstop:function(){return e.onstop(m(e))},phase:r.phase,type:"triangle"}),e.frequency=e._triangle.frequency,e.detune=e._triangle.detune,e._triangle.chain(e._thresh,e.output),e.width.chain(e._widthGate,e._thresh),FE(m(e),["width","frequency","detune"]),e}return(0,x.Z)(n,[{key:"_start",value:function(e){e=this.toSeconds(e),this._triangle.start(e),this._widthGate.gain.setValueAtTime(1,e)}},{key:"_stop",value:function(e){e=this.toSeconds(e),this._triangle.stop(e),this._widthGate.gain.cancelScheduledValues(e),this._widthGate.gain.setValueAtTime(0,e)}},{key:"_restart",value:function(e){this._triangle.restart(e),this._widthGate.gain.cancelScheduledValues(e),this._widthGate.gain.setValueAtTime(1,e)}},{key:"phase",get:function(){return this._triangle.phase},set:function(e){this._triangle.phase=e}},{key:"type",get:function(){return"pulse"}},{key:"baseType",get:function(){return"pulse"}},{key:"partials",get:function(){return[]}},{key:"partialCount",get:function(){return 0}},{key:"carrierType",set:function(e){this._triangle.type=e}},{key:"asArray",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:1024;return nE(this,void 0,void 0,p().mark((function t(){return p().wrap((function(t){for(;;)switch(t.prev=t.next){case 0:return t.abrupt("return",Gb(this,e));case 1:case"end":return t.stop()}}),t,this)})))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._triangle.dispose(),this.width.dispose(),this._widthGate.dispose(),this._thresh.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(Ib.getDefaults(),{detune:0,frequency:440,phase:0,type:"pulse",width:.2})}}]),n}(Ib),eD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","type","spread"]))).name="FatOscillator",e._oscillators=[];var r=fE(n.getDefaults(),arguments,["frequency","type","spread"]);return e.frequency=new mb({context:e.context,units:"frequency",value:r.frequency}),e.detune=new mb({context:e.context,units:"cents",value:r.detune}),e._spread=r.spread,e._type=r.type,e._phase=r.phase,e._partials=r.partials,e._partialCount=r.partialCount,e.count=r.count,FE(m(e),["frequency","detune"]),e}return(0,x.Z)(n,[{key:"_start",value:function(e){e=this.toSeconds(e),this._forEach((function(t){return t.start(e)}))}},{key:"_stop",value:function(e){e=this.toSeconds(e),this._forEach((function(t){return t.stop(e)}))}},{key:"_restart",value:function(e){this._forEach((function(t){return t.restart(e)}))}},{key:"_forEach",value:function(e){for(var t=0;t<this._oscillators.length;t++)e(this._oscillators[t],t)}},{key:"type",get:function(){return this._type},set:function(e){this._type=e,this._forEach((function(t){return t.type=e}))}},{key:"spread",get:function(){return this._spread},set:function(e){if(this._spread=e,this._oscillators.length>1){var t=-e/2,n=e/(this._oscillators.length-1);this._forEach((function(e,r){return e.detune.value=t+n*r}))}}},{key:"count",get:function(){return this._oscillators.length},set:function(e){var t=this;if(R_(e,1),this._oscillators.length!==e){this._forEach((function(e){return e.dispose()})),this._oscillators=[];for(var n=0;n<e;n++){var r=new Hb({context:this.context,volume:-6-1.1*e,type:this._type,phase:this._phase+n/e*360,partialCount:this._partialCount,onstop:0===n?function(){return t.onstop(t)}:BE});"custom"===this.type&&(r.partials=this._partials),this.frequency.connect(r.frequency),this.detune.connect(r.detune),r.detune.overridden=!1,r.connect(this.output),this._oscillators[n]=r}this.spread=this._spread,"started"===this.state&&this._forEach((function(e){return e.start()}))}}},{key:"phase",get:function(){return this._phase},set:function(e){var t=this;this._phase=e,this._forEach((function(e,n){return e.phase=t._phase+n/t.count*360}))}},{key:"baseType",get:function(){return this._oscillators[0].baseType},set:function(e){this._forEach((function(t){return t.baseType=e})),this._type=this._oscillators[0].type}},{key:"partials",get:function(){return this._oscillators[0].partials},set:function(e){this._partials=e,this._partialCount=this._partials.length,e.length&&(this._type="custom",this._forEach((function(t){return t.partials=e})))}},{key:"partialCount",get:function(){return this._oscillators[0].partialCount},set:function(e){this._partialCount=e,this._forEach((function(t){return t.partialCount=e})),this._type=this._oscillators[0].type}},{key:"asArray",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:1024;return nE(this,void 0,void 0,p().mark((function t(){return p().wrap((function(t){for(;;)switch(t.prev=t.next){case 0:return t.abrupt("return",Gb(this,e));case 1:case"end":return t.stop()}}),t,this)})))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.frequency.dispose(),this.detune.dispose(),this._forEach((function(e){return e.dispose()})),this}}],[{key:"getDefaults",value:function(){return Object.assign(Hb.getDefaults(),{count:3,spread:20,type:"sawtooth"})}}]),n}(Ib),tD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","modulationFrequency"]))).name="PWMOscillator",e.sourceType="pwm",e._scale=new Yb({context:e.context,value:2});var r=fE(n.getDefaults(),arguments,["frequency","modulationFrequency"]);return e._pulse=new Jb({context:e.context,frequency:r.modulationFrequency}),e._pulse.carrierType="sine",e.modulationFrequency=e._pulse.frequency,e._modulator=new Hb({context:e.context,detune:r.detune,frequency:r.frequency,onstop:function(){return e.onstop(m(e))},phase:r.phase}),e.frequency=e._modulator.frequency,e.detune=e._modulator.detune,e._modulator.chain(e._scale,e._pulse.width),e._pulse.connect(e.output),FE(m(e),["modulationFrequency","frequency","detune"]),e}return(0,x.Z)(n,[{key:"_start",value:function(e){e=this.toSeconds(e),this._modulator.start(e),this._pulse.start(e)}},{key:"_stop",value:function(e){e=this.toSeconds(e),this._modulator.stop(e),this._pulse.stop(e)}},{key:"_restart",value:function(e){this._modulator.restart(e),this._pulse.restart(e)}},{key:"type",get:function(){return"pwm"}},{key:"baseType",get:function(){return"pwm"}},{key:"partials",get:function(){return[]}},{key:"partialCount",get:function(){return 0}},{key:"phase",get:function(){return this._modulator.phase},set:function(e){this._modulator.phase=e}},{key:"asArray",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:1024;return nE(this,void 0,void 0,p().mark((function t(){return p().wrap((function(t){for(;;)switch(t.prev=t.next){case 0:return t.abrupt("return",Gb(this,e));case 1:case"end":return t.stop()}}),t,this)})))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._pulse.dispose(),this._scale.dispose(),this._modulator.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(Ib.getDefaults(),{detune:0,frequency:440,modulationFrequency:.4,phase:0,type:"pwm"})}}]),n}(Ib),nD={am:Xb,fat:eD,fm:Kb,oscillator:Hb,pulse:Jb,pwm:tD},rD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","type"]))).name="OmniOscillator";var r=fE(n.getDefaults(),arguments,["frequency","type"]);return e.frequency=new mb({context:e.context,units:"frequency",value:r.frequency}),e.detune=new mb({context:e.context,units:"cents",value:r.detune}),FE(m(e),["frequency","detune"]),e.set(r),e}return(0,x.Z)(n,[{key:"_start",value:function(e){this._oscillator.start(e)}},{key:"_stop",value:function(e){this._oscillator.stop(e)}},{key:"_restart",value:function(e){return this._oscillator.restart(e),this}},{key:"type",get:function(){var e=this,t="";return["am","fm","fat"].some((function(t){return e._sourceType===t}))&&(t=this._sourceType),t+this._oscillator.type},set:function(e){"fm"===e.substr(0,2)?(this._createNewOscillator("fm"),this._oscillator=this._oscillator,this._oscillator.type=e.substr(2)):"am"===e.substr(0,2)?(this._createNewOscillator("am"),this._oscillator=this._oscillator,this._oscillator.type=e.substr(2)):"fat"===e.substr(0,3)?(this._createNewOscillator("fat"),this._oscillator=this._oscillator,this._oscillator.type=e.substr(3)):"pwm"===e?(this._createNewOscillator("pwm"),this._oscillator=this._oscillator):"pulse"===e?this._createNewOscillator("pulse"):(this._createNewOscillator("oscillator"),this._oscillator=this._oscillator,this._oscillator.type=e)}},{key:"partials",get:function(){return this._oscillator.partials},set:function(e){this._getOscType(this._oscillator,"pulse")||this._getOscType(this._oscillator,"pwm")||(this._oscillator.partials=e)}},{key:"partialCount",get:function(){return this._oscillator.partialCount},set:function(e){this._getOscType(this._oscillator,"pulse")||this._getOscType(this._oscillator,"pwm")||(this._oscillator.partialCount=e)}},{key:"set",value:function(e){return Reflect.has(e,"type")&&e.type&&(this.type=e.type),g(v(n.prototype),"set",this).call(this,e),this}},{key:"_createNewOscillator",value:function(e){var t=this;if(e!==this._sourceType){this._sourceType=e;var n=nD[e],r=this.now();if(this._oscillator){var i=this._oscillator;i.stop(r),this.context.setTimeout((function(){return i.dispose()}),this.blockTime)}this._oscillator=new n({context:this.context}),this.frequency.connect(this._oscillator.frequency),this.detune.connect(this._oscillator.detune),this._oscillator.connect(this.output),this._oscillator.onstop=function(){return t.onstop(t)},"started"===this.state&&this._oscillator.start(r)}}},{key:"phase",get:function(){return this._oscillator.phase},set:function(e){this._oscillator.phase=e}},{key:"sourceType",get:function(){return this._sourceType},set:function(e){var t="sine";"pwm"!==this._oscillator.type&&"pulse"!==this._oscillator.type&&(t=this._oscillator.type),"fm"===e?this.type="fm"+t:"am"===e?this.type="am"+t:"fat"===e?this.type="fat"+t:"oscillator"===e?this.type=t:"pulse"===e?this.type="pulse":"pwm"===e&&(this.type="pwm")}},{key:"_getOscType",value:function(e,t){return e instanceof nD[t]}},{key:"baseType",get:function(){return this._oscillator.baseType},set:function(e){this._getOscType(this._oscillator,"pulse")||this._getOscType(this._oscillator,"pwm")||"pulse"===e||"pwm"===e||(this._oscillator.baseType=e)}},{key:"width",get:function(){return this._getOscType(this._oscillator,"pulse")?this._oscillator.width:void 0}},{key:"count",get:function(){return this._getOscType(this._oscillator,"fat")?this._oscillator.count:void 0},set:function(e){this._getOscType(this._oscillator,"fat")&&V_(e)&&(this._oscillator.count=e)}},{key:"spread",get:function(){return this._getOscType(this._oscillator,"fat")?this._oscillator.spread:void 0},set:function(e){this._getOscType(this._oscillator,"fat")&&V_(e)&&(this._oscillator.spread=e)}},{key:"modulationType",get:function(){return this._getOscType(this._oscillator,"fm")||this._getOscType(this._oscillator,"am")?this._oscillator.modulationType:void 0},set:function(e){(this._getOscType(this._oscillator,"fm")||this._getOscType(this._oscillator,"am"))&&U_(e)&&(this._oscillator.modulationType=e)}},{key:"modulationIndex",get:function(){return this._getOscType(this._oscillator,"fm")?this._oscillator.modulationIndex:void 0}},{key:"harmonicity",get:function(){return this._getOscType(this._oscillator,"fm")||this._getOscType(this._oscillator,"am")?this._oscillator.harmonicity:void 0}},{key:"modulationFrequency",get:function(){return this._getOscType(this._oscillator,"pwm")?this._oscillator.modulationFrequency:void 0}},{key:"asArray",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:1024;return nE(this,void 0,void 0,p().mark((function t(){return p().wrap((function(t){for(;;)switch(t.prev=t.next){case 0:return t.abrupt("return",Gb(this,e));case 1:case"end":return t.stop()}}),t,this)})))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.detune.dispose(),this.frequency.dispose(),this._oscillator.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(Hb.getDefaults(),Kb.getDefaults(),Xb.getDefaults(),eD.getDefaults(),Jb.getDefaults(),tD.getDefaults())}}]),n}(Ib),iD=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments,["value"])))).override=!1,e.name="Add",e._sum=new hb({context:e.context}),e.input=e._sum,e.output=e._sum,e.addend=e._param,cb(e._constantSource,e._sum),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._sum.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(mb.getDefaults(),{value:0})}}]),n}(mb),oD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments,["min","max"])))).name="Scale";var r=fE(n.getDefaults(),arguments,["min","max"]);return e._mult=e.input=new Yb({context:e.context,value:r.max-r.min}),e._add=e.output=new iD({context:e.context,value:r.min}),e._min=r.min,e._max=r.max,e.input.connect(e.output),e}return(0,x.Z)(n,[{key:"min",get:function(){return this._min},set:function(e){this._min=e,this._setRange()}},{key:"max",get:function(){return this._max},set:function(e){this._max=e,this._setRange()}},{key:"_setRange",value:function(){this._add.value=this._min,this._mult.value=this._max-this._min}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._add.dispose(),this._mult.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign($b.getDefaults(),{max:1,min:0})}}]),n}($b),aD=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments)))).name="Zero",e._gain=new hb({context:e.context}),e.output=e._gain,e.input=void 0,lb(e.context.getConstant(0),e._gain),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),fb(this.context.getConstant(0),this._gain),this}}]),n}($b),sD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","min","max"]))).name="LFO",e._stoppedValue=0,e._units="number",e.convert=!0,e._fromType=sb.prototype._fromType,e._toType=sb.prototype._toType,e._is=sb.prototype._is,e._clampValue=sb.prototype._clampValue;var r=fE(n.getDefaults(),arguments,["frequency","min","max"]);return e._oscillator=new Hb(r),e.frequency=e._oscillator.frequency,e._amplitudeGain=new hb({context:e.context,gain:r.amplitude,units:"normalRange"}),e.amplitude=e._amplitudeGain.gain,e._stoppedSignal=new mb({context:e.context,units:"audioRange",value:0}),e._zeros=new aD({context:e.context}),e._a2g=new Ub({context:e.context}),e._scaler=e.output=new oD({context:e.context,max:r.max,min:r.min}),e.units=r.units,e.min=r.min,e.max=r.max,e._oscillator.chain(e._amplitudeGain,e._a2g,e._scaler),e._zeros.connect(e._a2g),e._stoppedSignal.connect(e._a2g),FE(m(e),["amplitude","frequency"]),e.phase=r.phase,e}return(0,x.Z)(n,[{key:"start",value:function(e){return e=this.toSeconds(e),this._stoppedSignal.setValueAtTime(0,e),this._oscillator.start(e),this}},{key:"stop",value:function(e){return e=this.toSeconds(e),this._stoppedSignal.setValueAtTime(this._stoppedValue,e),this._oscillator.stop(e),this}},{key:"sync",value:function(){return this._oscillator.sync(),this._oscillator.syncFrequency(),this}},{key:"unsync",value:function(){return this._oscillator.unsync(),this._oscillator.unsyncFrequency(),this}},{key:"_setStoppedValue",value:function(){this._stoppedValue=this._oscillator.getInitialValue(),this._stoppedSignal.value=this._stoppedValue}},{key:"min",get:function(){return this._toType(this._scaler.min)},set:function(e){e=this._fromType(e),this._scaler.min=e}},{key:"max",get:function(){return this._toType(this._scaler.max)},set:function(e){e=this._fromType(e),this._scaler.max=e}},{key:"type",get:function(){return this._oscillator.type},set:function(e){this._oscillator.type=e,this._setStoppedValue()}},{key:"partials",get:function(){return this._oscillator.partials},set:function(e){this._oscillator.partials=e,this._setStoppedValue()}},{key:"phase",get:function(){return this._oscillator.phase},set:function(e){this._oscillator.phase=e,this._setStoppedValue()}},{key:"units",get:function(){return this._units},set:function(e){var t=this.min,n=this.max;this._units=e,this.min=t,this.max=n}},{key:"state",get:function(){return this._oscillator.state}},{key:"connect",value:function(e,t,n){return(e instanceof sb||e instanceof mb)&&(this.convert=e.convert,this.units=e.units),vb(this,e,t,n),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._oscillator.dispose(),this._stoppedSignal.dispose(),this._zeros.dispose(),this._scaler.dispose(),this._a2g.dispose(),this._amplitudeGain.dispose(),this.amplitude.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(Hb.getDefaults(),{amplitude:1,frequency:"4n",max:1,min:0,type:"sine",units:"number"})}}]),n}(ub);function uD(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:1/0,n=new WeakMap;return function(r,i){Reflect.defineProperty(r,i,{configurable:!0,enumerable:!0,get:function(){return n.get(this)},set:function(r){R_(r,e,t),n.set(this,r)}})}}function cD(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:1/0,n=new WeakMap;return function(r,i){Reflect.defineProperty(r,i,{configurable:!0,enumerable:!0,get:function(){return n.get(this)},set:function(r){R_(this.toSeconds(r),e,t),n.set(this,r)}})}}var lD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["url","onload"]))).name="Player",e._activeSources=new Set;var r=fE(n.getDefaults(),arguments,["url","onload"]);return e._buffer=new PE({onload:e._onload.bind(m(e),r.onload),onerror:r.onerror,reverse:r.reverse,url:r.url}),e.autostart=r.autostart,e._loop=r.loop,e._loopStart=r.loopStart,e._loopEnd=r.loopEnd,e._playbackRate=r.playbackRate,e.fadeIn=r.fadeIn,e.fadeOut=r.fadeOut,e}return(0,x.Z)(n,[{key:"load",value:function(e){return nE(this,void 0,void 0,p().mark((function t(){return p().wrap((function(t){for(;;)switch(t.prev=t.next){case 0:return t.next=2,this._buffer.load(e);case 2:return this._onload(),t.abrupt("return",this);case 4:case"end":return t.stop()}}),t,this)})))}},{key:"_onload",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:BE;e(),this.autostart&&this.start()}},{key:"_onSourceEnd",value:function(e){this.onstop(this),this._activeSources.delete(e),0!==this._activeSources.size||this._synced||"started"!==this._state.getValueAtTime(this.now())||(this._state.cancel(this.now()),this._state.setStateAtTime("stopped",this.now()))}},{key:"start",value:function(e,t,r){return g(v(n.prototype),"start",this).call(this,e,t,r),this}},{key:"_start",value:function(e,t,n){t=this._loop?hE(t,this._loopStart):hE(t,0);var r=this.toSeconds(t),i=n;n=hE(n,Math.max(this._buffer.duration-r,0));var o=this.toSeconds(n);o/=this._playbackRate,e=this.toSeconds(e);var a=new Nb({url:this._buffer,context:this.context,fadeIn:this.fadeIn,fadeOut:this.fadeOut,loop:this._loop,loopEnd:this._loopEnd,loopStart:this._loopStart,onended:this._onSourceEnd.bind(this),playbackRate:this._playbackRate}).connect(this.output);this._loop||this._synced||(this._state.cancel(e+o),this._state.setStateAtTime("stopped",e+o,{implicitEnd:!0})),this._activeSources.add(a),this._loop&&Q_(i)?a.start(e,r):a.start(e,r,o-this.toSeconds(this.fadeOut))}},{key:"_stop",value:function(e){var t=this.toSeconds(e);this._activeSources.forEach((function(e){return e.stop(t)}))}},{key:"restart",value:function(e,t,r){return g(v(n.prototype),"restart",this).call(this,e,t,r),this}},{key:"_restart",value:function(e,t,n){this._stop(e),this._start(e,t,n)}},{key:"seek",value:function(e,t){var n=this.toSeconds(t);if("started"===this._state.getValueAtTime(n)){var r=this.toSeconds(e);this._stop(n),this._start(n,r)}return this}},{key:"setLoopPoints",value:function(e,t){return this.loopStart=e,this.loopEnd=t,this}},{key:"loopStart",get:function(){return this._loopStart},set:function(e){this._loopStart=e,this.buffer.loaded&&R_(this.toSeconds(e),0,this.buffer.duration),this._activeSources.forEach((function(t){t.loopStart=e}))}},{key:"loopEnd",get:function(){return this._loopEnd},set:function(e){this._loopEnd=e,this.buffer.loaded&&R_(this.toSeconds(e),0,this.buffer.duration),this._activeSources.forEach((function(t){t.loopEnd=e}))}},{key:"buffer",get:function(){return this._buffer},set:function(e){this._buffer.set(e)}},{key:"loop",get:function(){return this._loop},set:function(e){if(this._loop!==e&&(this._loop=e,this._activeSources.forEach((function(t){t.loop=e})),e)){var t=this._state.getNextState("stopped",this.now());t&&this._state.cancel(t.time)}}},{key:"playbackRate",get:function(){return this._playbackRate},set:function(e){this._playbackRate=e;var t=this.now(),n=this._state.getNextState("stopped",t);n&&n.implicitEnd&&(this._state.cancel(n.time),this._activeSources.forEach((function(e){return e.cancelStop()}))),this._activeSources.forEach((function(n){n.playbackRate.setValueAtTime(e,t)}))}},{key:"reverse",get:function(){return this._buffer.reverse},set:function(e){this._buffer.reverse=e}},{key:"loaded",get:function(){return this._buffer.loaded}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._activeSources.forEach((function(e){return e.dispose()})),this._activeSources.clear(),this._buffer.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(Ib.getDefaults(),{autostart:!1,fadeIn:0,fadeOut:0,loop:!1,loopEnd:0,loopStart:0,onload:BE,onerror:BE,playbackRate:1,reverse:!1})}}]),n}(Ib);tE([cD(0)],lD.prototype,"fadeIn",void 0),tE([cD(0)],lD.prototype,"fadeOut",void 0);var fD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["urls","onload"],"urls"))).name="Players",e.input=void 0,e._players=new Map;var r=fE(n.getDefaults(),arguments,["urls","onload"],"urls");return e._volume=e.output=new Fb({context:e.context,volume:r.volume}),e.volume=e._volume.volume,FE(m(e),"volume"),e._buffers=new Ob({urls:r.urls,onload:r.onload,baseUrl:r.baseUrl,onerror:r.onerror}),e.mute=r.mute,e._fadeIn=r.fadeIn,e._fadeOut=r.fadeOut,e}return(0,x.Z)(n,[{key:"mute",get:function(){return this._volume.mute},set:function(e){this._volume.mute=e}},{key:"fadeIn",get:function(){return this._fadeIn},set:function(e){this._fadeIn=e,this._players.forEach((function(t){t.fadeIn=e}))}},{key:"fadeOut",get:function(){return this._fadeOut},set:function(e){this._fadeOut=e,this._players.forEach((function(t){t.fadeOut=e}))}},{key:"state",get:function(){var e=Array.from(this._players).some((function(e){var t=(0,f.Z)(e,2);t[0];return"started"===t[1].state}));return e?"started":"stopped"}},{key:"has",value:function(e){return this._buffers.has(e)}},{key:"player",value:function(e){if(M_(this.has(e),"No Player with the name ".concat(e," exists on this object")),!this._players.has(e)){var t=new lD({context:this.context,fadeIn:this._fadeIn,fadeOut:this._fadeOut,url:this._buffers.get(e)}).connect(this.output);this._players.set(e,t)}return this._players.get(e)}},{key:"loaded",get:function(){return this._buffers.loaded}},{key:"add",value:function(e,t,n){return M_(!this._buffers.has(e),"A buffer with that name already exists on this object"),this._buffers.add(e,t,n),this}},{key:"stopAll",value:function(e){return this._players.forEach((function(t){return t.stop(e)})),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._volume.dispose(),this.volume.dispose(),this._players.forEach((function(e){return e.dispose()})),this._buffers.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(Ib.getDefaults(),{baseUrl:"",fadeIn:0,fadeOut:0,mute:!1,onload:BE,onerror:BE,urls:{},volume:0})}}]),n}(ub),hD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["url","onload"]))).name="GrainPlayer",e._loopStart=0,e._loopEnd=0,e._activeSources=[];var r=fE(n.getDefaults(),arguments,["url","onload"]);return e.buffer=new PE({onload:r.onload,onerror:r.onerror,reverse:r.reverse,url:r.url}),e._clock=new Eb({context:e.context,callback:e._tick.bind(m(e)),frequency:1/r.grainSize}),e._playbackRate=r.playbackRate,e._grainSize=r.grainSize,e._overlap=r.overlap,e.detune=r.detune,e.overlap=r.overlap,e.loop=r.loop,e.playbackRate=r.playbackRate,e.grainSize=r.grainSize,e.loopStart=r.loopStart,e.loopEnd=r.loopEnd,e.reverse=r.reverse,e._clock.on("stop",e._onstop.bind(m(e))),e}return(0,x.Z)(n,[{key:"_start",value:function(e,t,n){t=hE(t,0),t=this.toSeconds(t),e=this.toSeconds(e);var r=1/this._clock.frequency.getValueAtTime(e);this._clock.start(e,t/r),n&&this.stop(e+this.toSeconds(n))}},{key:"restart",value:function(e,t,r){return g(v(n.prototype),"restart",this).call(this,e,t,r),this}},{key:"_restart",value:function(e,t,n){this._stop(e),this._start(e,t,n)}},{key:"_stop",value:function(e){this._clock.stop(e)}},{key:"_onstop",value:function(e){this._activeSources.forEach((function(t){t.fadeOut=0,t.stop(e)})),this.onstop(this)}},{key:"_tick",value:function(e){var t=this,n=this._clock.getTicksAtTime(e),r=n*this._grainSize;if(this.log("offset",r),!this.loop&&r>this.buffer.duration)this.stop(e);else{var i=r<this._overlap?0:this._overlap,o=new Nb({context:this.context,url:this.buffer,fadeIn:i,fadeOut:this._overlap,loop:this.loop,loopStart:this._loopStart,loopEnd:this._loopEnd,playbackRate:VE(this.detune/100)}).connect(this.output);o.start(e,this._grainSize*n),o.stop(e+this._grainSize/this.playbackRate),this._activeSources.push(o),o.onended=function(){var e=t._activeSources.indexOf(o);-1!==e&&t._activeSources.splice(e,1)}}}},{key:"playbackRate",get:function(){return this._playbackRate},set:function(e){R_(e,.001),this._playbackRate=e,this.grainSize=this._grainSize}},{key:"loopStart",get:function(){return this._loopStart},set:function(e){this.buffer.loaded&&R_(this.toSeconds(e),0,this.buffer.duration),this._loopStart=this.toSeconds(e)}},{key:"loopEnd",get:function(){return this._loopEnd},set:function(e){this.buffer.loaded&&R_(this.toSeconds(e),0,this.buffer.duration),this._loopEnd=this.toSeconds(e)}},{key:"reverse",get:function(){return this.buffer.reverse},set:function(e){this.buffer.reverse=e}},{key:"grainSize",get:function(){return this._grainSize},set:function(e){this._grainSize=this.toSeconds(e),this._clock.frequency.setValueAtTime(this._playbackRate/this._grainSize,this.now())}},{key:"overlap",get:function(){return this._overlap},set:function(e){var t=this.toSeconds(e);R_(t,0),this._overlap=t}},{key:"loaded",get:function(){return this.buffer.loaded}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.buffer.dispose(),this._clock.dispose(),this._activeSources.forEach((function(e){return e.dispose()})),this}}],[{key:"getDefaults",value:function(){return Object.assign(Ib.getDefaults(),{onload:BE,onerror:BE,overlap:.1,grainSize:.2,playbackRate:1,detune:0,loop:!1,loopStart:0,loopEnd:0,reverse:!1})}}]),n}(Ib),pD=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.apply(this,arguments)).name="Abs",e._abs=new zb({context:e.context,mapping:function(e){return Math.abs(e)<.001?0:Math.abs(e)}}),e.input=e._abs,e.output=e._abs,e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._abs.dispose(),this}}]),n}($b),dD=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.apply(this,arguments)).name="GainToAudio",e._norm=new zb({context:e.context,mapping:function(e){return 2*Math.abs(e)-1}}),e.input=e._norm,e.output=e._norm,e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._norm.dispose(),this}}]),n}($b),mD=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.apply(this,arguments)).name="Negate",e._multiply=new Yb({context:e.context,value:-1}),e.input=e._multiply,e.output=e._multiply,e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._multiply.dispose(),this}}]),n}($b),vD=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments,["value"])))).override=!1,e.name="Subtract",e._sum=new hb({context:e.context}),e.input=e._sum,e.output=e._sum,e._neg=new mD({context:e.context}),e.subtrahend=e._param,cb(e._constantSource,e._neg,e._sum),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._neg.dispose(),this._sum.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(mb.getDefaults(),{value:0})}}]),n}(mb),yD=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments)))).name="GreaterThanZero",e._thresh=e.output=new zb({context:e.context,length:127,mapping:function(e){return e<=0?0:1}}),e._scale=e.input=new Yb({context:e.context,value:1e4}),e._scale.connect(e._thresh),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._scale.dispose(),this._thresh.dispose(),this}}]),n}($b),gD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments,["value"])))).name="GreaterThan",e.override=!1;var r=fE(n.getDefaults(),arguments,["value"]);return e._subtract=e.input=new vD({context:e.context,value:r.value}),e._gtz=e.output=new yD({context:e.context}),e.comparator=e._param=e._subtract.subtrahend,FE(m(e),"comparator"),e._subtract.connect(e._gtz),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._gtz.dispose(),this._subtract.dispose(),this.comparator.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(mb.getDefaults(),{value:0})}}]),n}(mb),_D=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments,["value"])))).name="Pow";var r=fE(n.getDefaults(),arguments,["value"]);return e._exponentScaler=e.input=e.output=new zb({context:e.context,mapping:e._expFunc(r.value),length:8192}),e._exponent=r.value,e}return(0,x.Z)(n,[{key:"_expFunc",value:function(e){return function(t){return Math.pow(Math.abs(t),e)}}},{key:"value",get:function(){return this._exponent},set:function(e){this._exponent=e,this._exponentScaler.setMap(this._expFunc(this._exponent))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._exponentScaler.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign($b.getDefaults(),{value:1})}}]),n}($b),ED=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments,["min","max","exponent"])))).name="ScaleExp";var r=fE(n.getDefaults(),arguments,["min","max","exponent"]);return e.input=e._exp=new _D({context:e.context,value:r.exponent}),e._exp.connect(e._mult),e}return(0,x.Z)(n,[{key:"exponent",get:function(){return this._exp.value},set:function(e){this._exp.value=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._exp.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(oD.getDefaults(),{exponent:1})}}]),n}(oD),bD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(mb.getDefaults(),arguments,["value","units"]))).name="SyncedSignal",e.override=!1;var r=fE(mb.getDefaults(),arguments,["value","units"]);return e._lastVal=r.value,e._synced=e.context.transport.scheduleRepeat(e._onTick.bind(m(e)),"1i"),e._syncedCallback=e._anchorValue.bind(m(e)),e.context.transport.on("start",e._syncedCallback),e.context.transport.on("pause",e._syncedCallback),e.context.transport.on("stop",e._syncedCallback),e._constantSource.disconnect(),e._constantSource.stop(0),e._constantSource=e.output=new db({context:e.context,offset:r.value,units:r.units}).start(0),e.setValueAtTime(r.value,0),e}return(0,x.Z)(n,[{key:"_onTick",value:function(e){var t=g(v(n.prototype),"getValueAtTime",this).call(this,this.context.transport.seconds);this._lastVal!==t&&(this._lastVal=t,this._constantSource.offset.setValueAtTime(t,e))}},{key:"_anchorValue",value:function(e){var t=g(v(n.prototype),"getValueAtTime",this).call(this,this.context.transport.seconds);this._lastVal=t,this._constantSource.offset.cancelAndHoldAtTime(e),this._constantSource.offset.setValueAtTime(t,e)}},{key:"getValueAtTime",value:function(e){var t=new rb(this.context,e).toSeconds();return g(v(n.prototype),"getValueAtTime",this).call(this,t)}},{key:"setValueAtTime",value:function(e,t){var r=new rb(this.context,t).toSeconds();return g(v(n.prototype),"setValueAtTime",this).call(this,e,r),this}},{key:"linearRampToValueAtTime",value:function(e,t){var r=new rb(this.context,t).toSeconds();return g(v(n.prototype),"linearRampToValueAtTime",this).call(this,e,r),this}},{key:"exponentialRampToValueAtTime",value:function(e,t){var r=new rb(this.context,t).toSeconds();return g(v(n.prototype),"exponentialRampToValueAtTime",this).call(this,e,r),this}},{key:"setTargetAtTime",value:function(e,t,r){var i=new rb(this.context,t).toSeconds();return g(v(n.prototype),"setTargetAtTime",this).call(this,e,i,r),this}},{key:"cancelScheduledValues",value:function(e){var t=new rb(this.context,e).toSeconds();return g(v(n.prototype),"cancelScheduledValues",this).call(this,t),this}},{key:"setValueCurveAtTime",value:function(e,t,r,i){var o=new rb(this.context,t).toSeconds();return r=this.toSeconds(r),g(v(n.prototype),"setValueCurveAtTime",this).call(this,e,o,r,i),this}},{key:"cancelAndHoldAtTime",value:function(e){var t=new rb(this.context,e).toSeconds();return g(v(n.prototype),"cancelAndHoldAtTime",this).call(this,t),this}},{key:"setRampPoint",value:function(e){var t=new rb(this.context,e).toSeconds();return g(v(n.prototype),"setRampPoint",this).call(this,t),this}},{key:"exponentialRampTo",value:function(e,t,r){var i=new rb(this.context,r).toSeconds();return g(v(n.prototype),"exponentialRampTo",this).call(this,e,t,i),this}},{key:"linearRampTo",value:function(e,t,r){var i=new rb(this.context,r).toSeconds();return g(v(n.prototype),"linearRampTo",this).call(this,e,t,i),this}},{key:"targetRampTo",value:function(e,t,r){var i=new rb(this.context,r).toSeconds();return g(v(n.prototype),"targetRampTo",this).call(this,e,t,i),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.context.transport.clear(this._synced),this.context.transport.off("start",this._syncedCallback),this.context.transport.off("pause",this._syncedCallback),this.context.transport.off("stop",this._syncedCallback),this._constantSource.dispose(),this}}]),n}(mb),DD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["attack","decay","sustain","release"]))).name="Envelope",e._sig=new mb({context:e.context,value:0}),e.output=e._sig,e.input=void 0;var r=fE(n.getDefaults(),arguments,["attack","decay","sustain","release"]);return e.attack=r.attack,e.decay=r.decay,e.sustain=r.sustain,e.release=r.release,e.attackCurve=r.attackCurve,e.releaseCurve=r.releaseCurve,e.decayCurve=r.decayCurve,e}return(0,x.Z)(n,[{key:"value",get:function(){return this.getValueAtTime(this.now())}},{key:"_getCurve",value:function(e,t){if(U_(e))return e;var n;for(n in OD)if(OD[n][t]===e)return n;return e}},{key:"_setCurve",value:function(e,t,n){if(U_(n)&&Reflect.has(OD,n)){var r=OD[n];H_(r)?"_decayCurve"!==e&&(this[e]=r[t]):this[e]=r}else{if(!z_(n)||"_decayCurve"===e)throw new Error("Envelope: invalid curve: "+n);this[e]=n}}},{key:"attackCurve",get:function(){return this._getCurve(this._attackCurve,"In")},set:function(e){this._setCurve("_attackCurve","In",e)}},{key:"releaseCurve",get:function(){return this._getCurve(this._releaseCurve,"Out")},set:function(e){this._setCurve("_releaseCurve","Out",e)}},{key:"decayCurve",get:function(){return this._decayCurve},set:function(e){M_(["linear","exponential"].some((function(t){return t===e})),"Invalid envelope curve: ".concat(e)),this._decayCurve=e}},{key:"triggerAttack",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:1;this.log("triggerAttack",e,t),e=this.toSeconds(e);var n=this.toSeconds(this.attack),r=n,i=this.toSeconds(this.decay),o=this.getValueAtTime(e);if(o>0){var a=1/r,s=1-o;r=s/a}if(r<this.sampleTime)this._sig.cancelScheduledValues(e),this._sig.setValueAtTime(t,e);else if("linear"===this._attackCurve)this._sig.linearRampTo(t,r,e);else if("exponential"===this._attackCurve)this._sig.targetRampTo(t,r,e);else{this._sig.cancelAndHoldAtTime(e);for(var u=this._attackCurve,c=1;c<u.length;c++)if(u[c-1]<=o&&o<=u[c]){(u=this._attackCurve.slice(c))[0]=o;break}this._sig.setValueCurveAtTime(u,e,r,t)}if(i&&this.sustain<1){var l=t*this.sustain,f=e+r;this.log("decay",f),"linear"===this._decayCurve?this._sig.linearRampToValueAtTime(l,i+f):this._sig.exponentialApproachValueAtTime(l,f,i)}return this}},{key:"triggerRelease",value:function(e){this.log("triggerRelease",e),e=this.toSeconds(e);var t=this.getValueAtTime(e);if(t>0){var n=this.toSeconds(this.release);n<this.sampleTime?this._sig.setValueAtTime(0,e):"linear"===this._releaseCurve?this._sig.linearRampTo(0,n,e):"exponential"===this._releaseCurve?this._sig.targetRampTo(0,n,e):(M_(z_(this._releaseCurve),"releaseCurve must be either 'linear', 'exponential' or an array"),this._sig.cancelAndHoldAtTime(e),this._sig.setValueCurveAtTime(this._releaseCurve,e,n,t))}return this}},{key:"getValueAtTime",value:function(e){return this._sig.getValueAtTime(e)}},{key:"triggerAttackRelease",value:function(e,t){var n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:1;return t=this.toSeconds(t),this.triggerAttack(t,n),this.triggerRelease(t+this.toSeconds(e)),this}},{key:"cancel",value:function(e){return this._sig.cancelScheduledValues(this.toSeconds(e)),this}},{key:"connect",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:0,n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:0;return vb(this,e,t,n),this}},{key:"asArray",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:1024;return nE(this,void 0,void 0,p().mark((function t(){var n,r,i,o,a,s,u,c;return p().wrap((function(t){for(;;)switch(t.prev=t.next){case 0:return n=e/this.context.sampleRate,r=new ME(1,n,this.context.sampleRate),i=this.toSeconds(this.attack)+this.toSeconds(this.decay),o=i+this.toSeconds(this.release),s=o+(a=.1*o),(u=new this.constructor(Object.assign(this.get(),{attack:n*this.toSeconds(this.attack)/s,decay:n*this.toSeconds(this.decay)/s,release:n*this.toSeconds(this.release)/s,context:r})))._sig.toDestination(),u.triggerAttackRelease(n*(i+a)/s,0),t.next=11,r.render();case 11:return c=t.sent,t.abrupt("return",c.getChannelData(0));case 13:case"end":return t.stop()}}),t,this)})))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._sig.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{attack:.01,attackCurve:"linear",decay:.1,decayCurve:"exponential",release:1,releaseCurve:"exponential",sustain:.5})}}]),n}(ub);tE([cD(0)],DD.prototype,"attack",void 0),tE([cD(0)],DD.prototype,"decay",void 0),tE([uD(0,1)],DD.prototype,"sustain",void 0),tE([cD(0)],DD.prototype,"release",void 0);var OD=function(){var e,t,n=128,r=[];for(e=0;e<n;e++)r[e]=Math.sin(e/127*(Math.PI/2));var i=[];for(e=0;e<127;e++){t=e/127;var o=Math.sin(t*(2*Math.PI)*6.4-Math.PI/2)+1;i[e]=o/10+.83*t}i[127]=1;var a=[];for(e=0;e<n;e++)a[e]=Math.ceil(e/127*5)/5;var s=[];for(e=0;e<n;e++)t=e/127,s[e]=.5*(1-Math.cos(Math.PI*t));var u,c=[];for(e=0;e<n;e++){t=e/127;var l=4*Math.pow(t,3)+.2,f=Math.cos(l*Math.PI*2*t);c[e]=Math.abs(f*(1-t))}function h(e){for(var t=new Array(e.length),n=0;n<e.length;n++)t[n]=1-e[n];return t}return{bounce:{In:h(c),Out:c},cosine:{In:r,Out:(u=r,u.slice(0).reverse())},exponential:"exponential",linear:"linear",ripple:{In:i,Out:h(i)},sine:{In:s,Out:h(s)},step:{In:a,Out:h(a)}}}(),kD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments)))._scheduledEvents=[],e._synced=!1,e._original_triggerAttack=e.triggerAttack,e._original_triggerRelease=e.triggerRelease;var r=fE(n.getDefaults(),arguments);return e._volume=e.output=new Fb({context:e.context,volume:r.volume}),e.volume=e._volume.volume,FE(m(e),"volume"),e}return(0,x.Z)(n,[{key:"sync",value:function(){return this._syncState()&&(this._syncMethod("triggerAttack",1),this._syncMethod("triggerRelease",0)),this}},{key:"_syncState",value:function(){var e=!1;return this._synced||(this._synced=!0,e=!0),e}},{key:"_syncMethod",value:function(e,t){var n=this,r=this["_original_"+e]=this[e];this[e]=function(){for(var e=arguments.length,i=new Array(e),o=0;o<e;o++)i[o]=arguments[o];var a=i[t],s=n.context.transport.schedule((function(e){i[t]=e,r.apply(n,i)}),a);n._scheduledEvents.push(s)}}},{key:"unsync",value:function(){var e=this;return this._scheduledEvents.forEach((function(t){return e.context.transport.clear(t)})),this._scheduledEvents=[],this._synced&&(this._synced=!1,this.triggerAttack=this._original_triggerAttack,this.triggerRelease=this._original_triggerRelease),this}},{key:"triggerAttackRelease",value:function(e,t,n,r){var i=this.toSeconds(n),o=this.toSeconds(t);return this.triggerAttack(e,i,r),this.triggerRelease(i+o),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._volume.dispose(),this.unsync(),this._scheduledEvents=[],this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{volume:0})}}]),n}(ub),AD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),e=t.call(this,fE(n.getDefaults(),arguments));var r=fE(n.getDefaults(),arguments);return e.portamento=r.portamento,e.onsilence=r.onsilence,e}return(0,x.Z)(n,[{key:"triggerAttack",value:function(e,t){var n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:1;this.log("triggerAttack",e,t,n);var r=this.toSeconds(t);return this._triggerEnvelopeAttack(r,n),this.setNote(e,r),this}},{key:"triggerRelease",value:function(e){this.log("triggerRelease",e);var t=this.toSeconds(e);return this._triggerEnvelopeRelease(t),this}},{key:"setNote",value:function(e,t){var n=this.toSeconds(t),r=e instanceof JE?e.toFrequency():e;if(this.portamento>0&&this.getLevelAtTime(n)>.05){var i=this.toSeconds(this.portamento);this.frequency.exponentialRampTo(r,i,n)}else this.frequency.setValueAtTime(r,n);return this}}],[{key:"getDefaults",value:function(){return Object.assign(kD.getDefaults(),{detune:0,onsilence:BE,portamento:0})}}]),n}(kD);tE([cD(0)],AD.prototype,"portamento",void 0);var wD=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["attack","decay","sustain","release"]))).name="AmplitudeEnvelope",e._gainNode=new hb({context:e.context,gain:0}),e.output=e._gainNode,e.input=e._gainNode,e._sig.connect(e._gainNode.gain),e.output=e._gainNode,e.input=e._gainNode,e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._gainNode.dispose(),this}}]),n}(DD),xD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="Synth";var r=fE(n.getDefaults(),arguments);return e.oscillator=new rD(Object.assign({context:e.context,detune:r.detune,onstop:function(){return e.onsilence(m(e))}},r.oscillator)),e.frequency=e.oscillator.frequency,e.detune=e.oscillator.detune,e.envelope=new wD(Object.assign({context:e.context},r.envelope)),e.oscillator.chain(e.envelope,e.output),FE(m(e),["oscillator","frequency","detune","envelope"]),e}return(0,x.Z)(n,[{key:"_triggerEnvelopeAttack",value:function(e,t){if(this.envelope.triggerAttack(e,t),this.oscillator.start(e),0===this.envelope.sustain){var n=this.toSeconds(this.envelope.attack),r=this.toSeconds(this.envelope.decay);this.oscillator.stop(e+n+r)}}},{key:"_triggerEnvelopeRelease",value:function(e){this.envelope.triggerRelease(e),this.oscillator.stop(e+this.toSeconds(this.envelope.release))}},{key:"getLevelAtTime",value:function(e){return e=this.toSeconds(e),this.envelope.getValueAtTime(e)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.oscillator.dispose(),this.envelope.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(AD.getDefaults(),{envelope:Object.assign(pE(DD.getDefaults(),Object.keys(ub.getDefaults())),{attack:.005,decay:.1,release:1,sustain:.3}),oscillator:Object.assign(pE(rD.getDefaults(),[].concat((0,A.Z)(Object.keys(Ib.getDefaults())),["frequency","detune"])),{type:"triangle"})})}}]),n}(AD),CD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="ModulationSynth";var r=fE(n.getDefaults(),arguments);return e._carrier=new xD({context:e.context,oscillator:r.oscillator,envelope:r.envelope,onsilence:function(){return e.onsilence(m(e))},volume:-10}),e._modulator=new xD({context:e.context,oscillator:r.modulation,envelope:r.modulationEnvelope,volume:-10}),e.oscillator=e._carrier.oscillator,e.envelope=e._carrier.envelope,e.modulation=e._modulator.oscillator,e.modulationEnvelope=e._modulator.envelope,e.frequency=new mb({context:e.context,units:"frequency"}),e.detune=new mb({context:e.context,value:r.detune,units:"cents"}),e.harmonicity=new Yb({context:e.context,value:r.harmonicity,minValue:0}),e._modulationNode=new hb({context:e.context,gain:0}),FE(m(e),["frequency","harmonicity","oscillator","envelope","modulation","modulationEnvelope","detune"]),e}return(0,x.Z)(n,[{key:"_triggerEnvelopeAttack",value:function(e,t){this._carrier._triggerEnvelopeAttack(e,t),this._modulator._triggerEnvelopeAttack(e,t)}},{key:"_triggerEnvelopeRelease",value:function(e){return this._carrier._triggerEnvelopeRelease(e),this._modulator._triggerEnvelopeRelease(e),this}},{key:"getLevelAtTime",value:function(e){return e=this.toSeconds(e),this.envelope.getValueAtTime(e)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._carrier.dispose(),this._modulator.dispose(),this.frequency.dispose(),this.detune.dispose(),this.harmonicity.dispose(),this._modulationNode.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(AD.getDefaults(),{harmonicity:3,oscillator:Object.assign(pE(rD.getDefaults(),[].concat((0,A.Z)(Object.keys(Ib.getDefaults())),["frequency","detune"])),{type:"sine"}),envelope:Object.assign(pE(DD.getDefaults(),Object.keys(ub.getDefaults())),{attack:.01,decay:.01,sustain:1,release:.5}),modulation:Object.assign(pE(rD.getDefaults(),[].concat((0,A.Z)(Object.keys(Ib.getDefaults())),["frequency","detune"])),{type:"square"}),modulationEnvelope:Object.assign(pE(DD.getDefaults(),Object.keys(ub.getDefaults())),{attack:.5,decay:0,sustain:1,release:.5})})}}]),n}(AD),SD=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="AMSynth",e._modulationScale=new Ub({context:e.context}),e.frequency.connect(e._carrier.frequency),e.frequency.chain(e.harmonicity,e._modulator.frequency),e.detune.fan(e._carrier.detune,e._modulator.detune),e._modulator.chain(e._modulationScale,e._modulationNode.gain),e._carrier.chain(e._modulationNode,e.output),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._modulationScale.dispose(),this}}]),n}(CD),TD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","type"]))).name="BiquadFilter";var r=fE(n.getDefaults(),arguments,["frequency","type"]);return e._filter=e.context.createBiquadFilter(),e.input=e.output=e._filter,e.Q=new sb({context:e.context,units:"number",value:r.Q,param:e._filter.Q}),e.frequency=new sb({context:e.context,units:"frequency",value:r.frequency,param:e._filter.frequency}),e.detune=new sb({context:e.context,units:"cents",value:r.detune,param:e._filter.detune}),e.gain=new sb({context:e.context,units:"decibels",convert:!1,value:r.gain,param:e._filter.gain}),e.type=r.type,e}return(0,x.Z)(n,[{key:"type",get:function(){return this._filter.type},set:function(e){M_(-1!==["lowpass","highpass","bandpass","lowshelf","highshelf","notch","allpass","peaking"].indexOf(e),"Invalid filter type: ".concat(e)),this._filter.type=e}},{key:"getFrequencyResponse",value:function(){for(var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:128,t=new Float32Array(e),n=0;n<e;n++){var r=Math.pow(n/e,2),i=19980*r+20;t[n]=i}var o=new Float32Array(e),a=new Float32Array(e),s=this.context.createBiquadFilter();return s.type=this.type,s.Q.value=this.Q.value,s.frequency.value=this.frequency.value,s.gain.value=this.gain.value,s.getFrequencyResponse(t,o,a),o}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._filter.disconnect(),this.Q.dispose(),this.frequency.dispose(),this.gain.dispose(),this.detune.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{Q:1,type:"lowpass",frequency:350,detune:0,gain:0})}}]),n}(ub),FD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","type","rolloff"]))).name="Filter",e.input=new hb({context:e.context}),e.output=new hb({context:e.context}),e._filters=[];var r=fE(n.getDefaults(),arguments,["frequency","type","rolloff"]);return e._filters=[],e.Q=new mb({context:e.context,units:"positive",value:r.Q}),e.frequency=new mb({context:e.context,units:"frequency",value:r.frequency}),e.detune=new mb({context:e.context,units:"cents",value:r.detune}),e.gain=new mb({context:e.context,units:"decibels",convert:!1,value:r.gain}),e._type=r.type,e.rolloff=r.rolloff,FE(m(e),["detune","frequency","gain","Q"]),e}return(0,x.Z)(n,[{key:"type",get:function(){return this._type},set:function(e){M_(-1!==["lowpass","highpass","bandpass","lowshelf","highshelf","notch","allpass","peaking"].indexOf(e),"Invalid filter type: ".concat(e)),this._type=e,this._filters.forEach((function(t){return t.type=e}))}},{key:"rolloff",get:function(){return this._rolloff},set:function(e){var t=V_(e)?e:parseInt(e,10),n=[-12,-24,-48,-96],r=n.indexOf(t);M_(-1!==r,"rolloff can only be ".concat(n.join(", "))),r+=1,this._rolloff=t,this.input.disconnect(),this._filters.forEach((function(e){return e.disconnect()})),this._filters=new Array(r);for(var i=0;i<r;i++){var o=new TD({context:this.context});o.type=this._type,this.frequency.connect(o.frequency),this.detune.connect(o.detune),this.Q.connect(o.Q),this.gain.connect(o.gain),this._filters[i]=o}this._internalChannels=this._filters,cb.apply(void 0,[this.input].concat((0,A.Z)(this._internalChannels),[this.output]))}},{key:"getFrequencyResponse",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:128,t=new TD({frequency:this.frequency.value,gain:this.gain.value,Q:this.Q.value,type:this._type,detune:this.detune.value}),n=new Float32Array(e).map((function(){return 1}));return this._filters.forEach((function(){t.getFrequencyResponse(e).forEach((function(e,t){return n[t]*=e}))})),t.dispose(),n}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._filters.forEach((function(e){e.dispose()})),qE(this,["detune","frequency","gain","Q"]),this.frequency.dispose(),this.Q.dispose(),this.detune.dispose(),this.gain.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{Q:1,detune:0,frequency:350,gain:0,rolloff:-12,type:"lowpass"})}}]),n}(ub),qD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["attack","decay","sustain","release"]))).name="FrequencyEnvelope";var r=fE(n.getDefaults(),arguments,["attack","decay","sustain","release"]);return e._octaves=r.octaves,e._baseFrequency=e.toFrequency(r.baseFrequency),e._exponent=e.input=new _D({context:e.context,value:r.exponent}),e._scale=e.output=new oD({context:e.context,min:e._baseFrequency,max:e._baseFrequency*Math.pow(2,e._octaves)}),e._sig.chain(e._exponent,e._scale),e}return(0,x.Z)(n,[{key:"baseFrequency",get:function(){return this._baseFrequency},set:function(e){var t=this.toFrequency(e);R_(t,0),this._baseFrequency=t,this._scale.min=this._baseFrequency,this.octaves=this._octaves}},{key:"octaves",get:function(){return this._octaves},set:function(e){this._octaves=e,this._scale.max=this._baseFrequency*Math.pow(2,e)}},{key:"exponent",get:function(){return this._exponent.value},set:function(e){this._exponent.value=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._exponent.dispose(),this._scale.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(DD.getDefaults(),{baseFrequency:200,exponent:1,octaves:4})}}]),n}(DD),BD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="MonoSynth";var r=fE(n.getDefaults(),arguments);return e.oscillator=new rD(Object.assign(r.oscillator,{context:e.context,detune:r.detune,onstop:function(){return e.onsilence(m(e))}})),e.frequency=e.oscillator.frequency,e.detune=e.oscillator.detune,e.filter=new FD(Object.assign(r.filter,{context:e.context})),e.filterEnvelope=new qD(Object.assign(r.filterEnvelope,{context:e.context})),e.envelope=new wD(Object.assign(r.envelope,{context:e.context})),e.oscillator.chain(e.filter,e.envelope,e.output),e.filterEnvelope.connect(e.filter.frequency),FE(m(e),["oscillator","frequency","detune","filter","filterEnvelope","envelope"]),e}return(0,x.Z)(n,[{key:"_triggerEnvelopeAttack",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:1;if(this.envelope.triggerAttack(e,t),this.filterEnvelope.triggerAttack(e),this.oscillator.start(e),0===this.envelope.sustain){var n=this.toSeconds(this.envelope.attack),r=this.toSeconds(this.envelope.decay);this.oscillator.stop(e+n+r)}}},{key:"_triggerEnvelopeRelease",value:function(e){this.envelope.triggerRelease(e),this.filterEnvelope.triggerRelease(e),this.oscillator.stop(e+this.toSeconds(this.envelope.release))}},{key:"getLevelAtTime",value:function(e){return e=this.toSeconds(e),this.envelope.getValueAtTime(e)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.oscillator.dispose(),this.envelope.dispose(),this.filterEnvelope.dispose(),this.filter.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(AD.getDefaults(),{envelope:Object.assign(pE(DD.getDefaults(),Object.keys(ub.getDefaults())),{attack:.005,decay:.1,release:1,sustain:.9}),filter:Object.assign(pE(FD.getDefaults(),Object.keys(ub.getDefaults())),{Q:1,rolloff:-12,type:"lowpass"}),filterEnvelope:Object.assign(pE(qD.getDefaults(),Object.keys(ub.getDefaults())),{attack:.6,baseFrequency:200,decay:.2,exponent:2,octaves:3,release:2,sustain:.5}),oscillator:Object.assign(pE(rD.getDefaults(),Object.keys(Ib.getDefaults())),{type:"sawtooth"})})}}]),n}(AD),PD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="DuoSynth";var r=fE(n.getDefaults(),arguments);return e.voice0=new BD(Object.assign(r.voice0,{context:e.context,onsilence:function(){return e.onsilence(m(e))}})),e.voice1=new BD(Object.assign(r.voice1,{context:e.context})),e.harmonicity=new Yb({context:e.context,units:"positive",value:r.harmonicity}),e._vibrato=new sD({frequency:r.vibratoRate,context:e.context,min:-50,max:50}),e._vibrato.start(),e.vibratoRate=e._vibrato.frequency,e._vibratoGain=new hb({context:e.context,units:"normalRange",gain:r.vibratoAmount}),e.vibratoAmount=e._vibratoGain.gain,e.frequency=new mb({context:e.context,units:"frequency",value:440}),e.detune=new mb({context:e.context,units:"cents",value:r.detune}),e.frequency.connect(e.voice0.frequency),e.frequency.chain(e.harmonicity,e.voice1.frequency),e._vibrato.connect(e._vibratoGain),e._vibratoGain.fan(e.voice0.detune,e.voice1.detune),e.detune.fan(e.voice0.detune,e.voice1.detune),e.voice0.connect(e.output),e.voice1.connect(e.output),FE(m(e),["voice0","voice1","frequency","vibratoAmount","vibratoRate"]),e}return(0,x.Z)(n,[{key:"getLevelAtTime",value:function(e){return e=this.toSeconds(e),this.voice0.envelope.getValueAtTime(e)+this.voice1.envelope.getValueAtTime(e)}},{key:"_triggerEnvelopeAttack",value:function(e,t){this.voice0._triggerEnvelopeAttack(e,t),this.voice1._triggerEnvelopeAttack(e,t)}},{key:"_triggerEnvelopeRelease",value:function(e){return this.voice0._triggerEnvelopeRelease(e),this.voice1._triggerEnvelopeRelease(e),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.voice0.dispose(),this.voice1.dispose(),this.frequency.dispose(),this.detune.dispose(),this._vibrato.dispose(),this.vibratoRate.dispose(),this._vibratoGain.dispose(),this.harmonicity.dispose(),this}}],[{key:"getDefaults",value:function(){return lE(AD.getDefaults(),{vibratoAmount:.5,vibratoRate:5,harmonicity:1.5,voice0:lE(pE(BD.getDefaults(),Object.keys(AD.getDefaults())),{filterEnvelope:{attack:.01,decay:0,sustain:1,release:.5},envelope:{attack:.01,decay:0,sustain:1,release:.5}}),voice1:lE(pE(BD.getDefaults(),Object.keys(AD.getDefaults())),{filterEnvelope:{attack:.01,decay:0,sustain:1,release:.5},envelope:{attack:.01,decay:0,sustain:1,release:.5}})})}}]),n}(AD),MD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="FMSynth";var r=fE(n.getDefaults(),arguments);return e.modulationIndex=new Yb({context:e.context,value:r.modulationIndex}),e.frequency.connect(e._carrier.frequency),e.frequency.chain(e.harmonicity,e._modulator.frequency),e.frequency.chain(e.modulationIndex,e._modulationNode),e.detune.fan(e._carrier.detune,e._modulator.detune),e._modulator.connect(e._modulationNode.gain),e._modulationNode.connect(e._carrier.frequency),e._carrier.connect(e.output),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.modulationIndex.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(CD.getDefaults(),{modulationIndex:10})}}]),n}(CD),RD=[1,1.483,1.932,2.546,2.63,3.897],ID=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="MetalSynth",e._oscillators=[],e._freqMultipliers=[];var r=fE(n.getDefaults(),arguments);e.detune=new mb({context:e.context,units:"cents",value:r.detune}),e.frequency=new mb({context:e.context,units:"frequency"}),e._amplitude=new hb({context:e.context,gain:0}).connect(e.output),e._highpass=new FD({Q:0,context:e.context,type:"highpass"}).connect(e._amplitude);for(var i=0;i<RD.length;i++){var o=new Kb({context:e.context,harmonicity:r.harmonicity,modulationIndex:r.modulationIndex,modulationType:"square",onstop:0===i?function(){return e.onsilence(m(e))}:BE,type:"square"});o.connect(e._highpass),e._oscillators[i]=o;var a=new Yb({context:e.context,value:RD[i]});e._freqMultipliers[i]=a,e.frequency.chain(a,o.frequency),e.detune.connect(o.detune)}return e._filterFreqScaler=new oD({context:e.context,max:7e3,min:e.toFrequency(r.resonance)}),e.envelope=new DD({attack:r.envelope.attack,attackCurve:"linear",context:e.context,decay:r.envelope.decay,release:r.envelope.release,sustain:0}),e.envelope.chain(e._filterFreqScaler,e._highpass.frequency),e.envelope.connect(e._amplitude.gain),e._octaves=r.octaves,e.octaves=r.octaves,e}return(0,x.Z)(n,[{key:"_triggerEnvelopeAttack",value:function(e){var t=this,n=arguments.length>1&&void 0!==arguments[1]?arguments[1]:1;return this.envelope.triggerAttack(e,n),this._oscillators.forEach((function(t){return t.start(e)})),0===this.envelope.sustain&&this._oscillators.forEach((function(n){n.stop(e+t.toSeconds(t.envelope.attack)+t.toSeconds(t.envelope.decay))})),this}},{key:"_triggerEnvelopeRelease",value:function(e){var t=this;return this.envelope.triggerRelease(e),this._oscillators.forEach((function(n){return n.stop(e+t.toSeconds(t.envelope.release))})),this}},{key:"getLevelAtTime",value:function(e){return e=this.toSeconds(e),this.envelope.getValueAtTime(e)}},{key:"modulationIndex",get:function(){return this._oscillators[0].modulationIndex.value},set:function(e){this._oscillators.forEach((function(t){return t.modulationIndex.value=e}))}},{key:"harmonicity",get:function(){return this._oscillators[0].harmonicity.value},set:function(e){this._oscillators.forEach((function(t){return t.harmonicity.value=e}))}},{key:"resonance",get:function(){return this._filterFreqScaler.min},set:function(e){this._filterFreqScaler.min=this.toFrequency(e),this.octaves=this._octaves}},{key:"octaves",get:function(){return this._octaves},set:function(e){this._octaves=e,this._filterFreqScaler.max=this._filterFreqScaler.min*Math.pow(2,e)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._oscillators.forEach((function(e){return e.dispose()})),this._freqMultipliers.forEach((function(e){return e.dispose()})),this.frequency.dispose(),this.detune.dispose(),this._filterFreqScaler.dispose(),this._amplitude.dispose(),this.envelope.dispose(),this._highpass.dispose(),this}}],[{key:"getDefaults",value:function(){return lE(AD.getDefaults(),{envelope:Object.assign(pE(DD.getDefaults(),Object.keys(ub.getDefaults())),{attack:.001,decay:1.4,release:.2}),harmonicity:5.1,modulationIndex:32,octaves:1.5,resonance:4e3})}}]),n}(AD),ND=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="MembraneSynth",e.portamento=0;var r=fE(n.getDefaults(),arguments);return e.pitchDecay=r.pitchDecay,e.octaves=r.octaves,FE(m(e),["oscillator","envelope"]),e}return(0,x.Z)(n,[{key:"setNote",value:function(e,t){var n=this.toSeconds(t),r=this.toFrequency(e instanceof JE?e.toFrequency():e),i=r*this.octaves;return this.oscillator.frequency.setValueAtTime(i,n),this.oscillator.frequency.exponentialRampToValueAtTime(r,n+this.toSeconds(this.pitchDecay)),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this}}],[{key:"getDefaults",value:function(){return lE(AD.getDefaults(),xD.getDefaults(),{envelope:{attack:.001,attackCurve:"exponential",decay:.4,release:1.4,sustain:.01},octaves:10,oscillator:{type:"sine"},pitchDecay:.05})}}]),n}(xD);tE([uD(0)],ND.prototype,"octaves",void 0),tE([cD(0)],ND.prototype,"pitchDecay",void 0);var LD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="NoiseSynth";var r=fE(n.getDefaults(),arguments);return e.noise=new Lb(Object.assign({context:e.context},r.noise)),e.envelope=new wD(Object.assign({context:e.context},r.envelope)),e.noise.chain(e.envelope,e.output),e}return(0,x.Z)(n,[{key:"triggerAttack",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:1;return e=this.toSeconds(e),this.envelope.triggerAttack(e,t),this.noise.start(e),0===this.envelope.sustain&&this.noise.stop(e+this.toSeconds(this.envelope.attack)+this.toSeconds(this.envelope.decay)),this}},{key:"triggerRelease",value:function(e){return e=this.toSeconds(e),this.envelope.triggerRelease(e),this.noise.stop(e+this.toSeconds(this.envelope.release)),this}},{key:"sync",value:function(){return this._syncState()&&(this._syncMethod("triggerAttack",0),this._syncMethod("triggerRelease",0)),this}},{key:"triggerAttackRelease",value:function(e,t){var n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:1;return t=this.toSeconds(t),e=this.toSeconds(e),this.triggerAttack(t,n),this.triggerRelease(t+e),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.noise.dispose(),this.envelope.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(kD.getDefaults(),{envelope:Object.assign(pE(DD.getDefaults(),Object.keys(ub.getDefaults())),{decay:.1,sustain:0}),noise:Object.assign(pE(Lb.getDefaults(),Object.keys(Ib.getDefaults())),{type:"white"})})}}]),n}(kD),jD=new Set;function ZD(e){jD.add(e)}function QD(e,t){var n='registerProcessor("'.concat(e,'", ').concat(t,")");jD.add(n)}var WD=function(e){E(n,e);var t=k(n);function n(e){var r;(0,w.Z)(this,n),(r=t.call(this,e)).name="ToneAudioWorklet",r.workletOptions={},r.onprocessorerror=BE;var i=URL.createObjectURL(new Blob([Array.from(jD).join("\n")],{type:"text/javascript"})),o=r._audioWorkletName();return r._dummyGain=r.context.createGain(),r._dummyParam=r._dummyGain.gain,r.context.addAudioWorkletModule(i,o).then((function(){r.disposed||(r._worklet=r.context.createAudioWorkletNode(o,r.workletOptions),r._worklet.onprocessorerror=r.onprocessorerror.bind(m(r)),r.onReady(r._worklet))})),r}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._dummyGain.disconnect(),this._worklet&&(this._worklet.port.postMessage("dispose"),this._worklet.disconnect()),this}}]),n}(ub);ZD('\n\t/**\n\t * The base AudioWorkletProcessor for use in Tone.js. Works with the [[ToneAudioWorklet]]. \n\t */\n\tclass ToneAudioWorkletProcessor extends AudioWorkletProcessor {\n\n\t\tconstructor(options) {\n\t\t\t\n\t\t\tsuper(options);\n\t\t\t/**\n\t\t\t * If the processor was disposed or not. Keep alive until it\'s disposed.\n\t\t\t */\n\t\t\tthis.disposed = false;\n\t\t \t/** \n\t\t\t * The number of samples in the processing block\n\t\t\t */\n\t\t\tthis.blockSize = 128;\n\t\t\t/**\n\t\t\t * the sample rate\n\t\t\t */\n\t\t\tthis.sampleRate = sampleRate;\n\n\t\t\tthis.port.onmessage = (event) => {\n\t\t\t\t// when it receives a dispose \n\t\t\t\tif (event.data === "dispose") {\n\t\t\t\t\tthis.disposed = true;\n\t\t\t\t}\n\t\t\t};\n\t\t}\n\t}\n');ZD("\n\t/**\n\t * Abstract class for a single input/output processor. \n\t * has a 'generate' function which processes one sample at a time\n\t */\n\tclass SingleIOProcessor extends ToneAudioWorkletProcessor {\n\n\t\tconstructor(options) {\n\t\t\tsuper(Object.assign(options, {\n\t\t\t\tnumberOfInputs: 1,\n\t\t\t\tnumberOfOutputs: 1\n\t\t\t}));\n\t\t\t/**\n\t\t\t * Holds the name of the parameter and a single value of that\n\t\t\t * parameter at the current sample\n\t\t\t * @type { [name: string]: number }\n\t\t\t */\n\t\t\tthis.params = {}\n\t\t}\n\n\t\t/**\n\t\t * Generate an output sample from the input sample and parameters\n\t\t * @abstract\n\t\t * @param input number\n\t\t * @param channel number\n\t\t * @param parameters { [name: string]: number }\n\t\t * @returns number\n\t\t */\n\t\tgenerate(){}\n\n\t\t/**\n\t\t * Update the private params object with the \n\t\t * values of the parameters at the given index\n\t\t * @param parameters { [name: string]: Float32Array },\n\t\t * @param index number\n\t\t */\n\t\tupdateParams(parameters, index) {\n\t\t\tfor (const paramName in parameters) {\n\t\t\t\tconst param = parameters[paramName];\n\t\t\t\tif (param.length > 1) {\n\t\t\t\t\tthis.params[paramName] = parameters[paramName][index];\n\t\t\t\t} else {\n\t\t\t\t\tthis.params[paramName] = parameters[paramName][0];\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\n\t\t/**\n\t\t * Process a single frame of the audio\n\t\t * @param inputs Float32Array[][]\n\t\t * @param outputs Float32Array[][]\n\t\t */\n\t\tprocess(inputs, outputs, parameters) {\n\t\t\tconst input = inputs[0];\n\t\t\tconst output = outputs[0];\n\t\t\t// get the parameter values\n\t\t\tconst channelCount = Math.max(input && input.length || 0, output.length);\n\t\t\tfor (let sample = 0; sample < this.blockSize; sample++) {\n\t\t\t\tthis.updateParams(parameters, sample);\n\t\t\t\tfor (let channel = 0; channel < channelCount; channel++) {\n\t\t\t\t\tconst inputSample = input && input.length ? input[channel][sample] : 0;\n\t\t\t\t\toutput[channel][sample] = this.generate(inputSample, channel, this.params);\n\t\t\t\t}\n\t\t\t}\n\t\t\treturn !this.disposed;\n\t\t}\n\t};\n");ZD("\n\t/**\n\t * A multichannel buffer for use within an AudioWorkletProcessor as a delay line\n\t */\n\tclass DelayLine {\n\t\t\n\t\tconstructor(size, channels) {\n\t\t\tthis.buffer = [];\n\t\t\tthis.writeHead = []\n\t\t\tthis.size = size;\n\n\t\t\t// create the empty channels\n\t\t\tfor (let i = 0; i < channels; i++) {\n\t\t\t\tthis.buffer[i] = new Float32Array(this.size);\n\t\t\t\tthis.writeHead[i] = 0;\n\t\t\t}\n\t\t}\n\n\t\t/**\n\t\t * Push a value onto the end\n\t\t * @param channel number\n\t\t * @param value number\n\t\t */\n\t\tpush(channel, value) {\n\t\t\tthis.writeHead[channel] += 1;\n\t\t\tif (this.writeHead[channel] > this.size) {\n\t\t\t\tthis.writeHead[channel] = 0;\n\t\t\t}\n\t\t\tthis.buffer[channel][this.writeHead[channel]] = value;\n\t\t}\n\n\t\t/**\n\t\t * Get the recorded value of the channel given the delay\n\t\t * @param channel number\n\t\t * @param delay number delay samples\n\t\t */\n\t\tget(channel, delay) {\n\t\t\tlet readHead = this.writeHead[channel] - Math.floor(delay);\n\t\t\tif (readHead < 0) {\n\t\t\t\treadHead += this.size;\n\t\t\t}\n\t\t\treturn this.buffer[channel][readHead];\n\t\t}\n\t}\n");var GD="feedback-comb-filter";QD(GD,'\n\tclass FeedbackCombFilterWorklet extends SingleIOProcessor {\n\n\t\tconstructor(options) {\n\t\t\tsuper(options);\n\t\t\tthis.delayLine = new DelayLine(this.sampleRate, options.channelCount || 2);\n\t\t}\n\n\t\tstatic get parameterDescriptors() {\n\t\t\treturn [{\n\t\t\t\tname: "delayTime",\n\t\t\t\tdefaultValue: 0.1,\n\t\t\t\tminValue: 0,\n\t\t\t\tmaxValue: 1,\n\t\t\t\tautomationRate: "k-rate"\n\t\t\t}, {\n\t\t\t\tname: "feedback",\n\t\t\t\tdefaultValue: 0.5,\n\t\t\t\tminValue: 0,\n\t\t\t\tmaxValue: 0.9999,\n\t\t\t\tautomationRate: "k-rate"\n\t\t\t}];\n\t\t}\n\n\t\tgenerate(input, channel, parameters) {\n\t\t\tconst delayedSample = this.delayLine.get(channel, parameters.delayTime * this.sampleRate);\n\t\t\tthis.delayLine.push(channel, input + delayedSample * parameters.feedback);\n\t\t\treturn delayedSample;\n\t\t}\n\t}\n');var VD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["delayTime","resonance"]))).name="FeedbackCombFilter";var r=fE(n.getDefaults(),arguments,["delayTime","resonance"]);return e.input=new hb({context:e.context}),e.output=new hb({context:e.context}),e.delayTime=new sb({context:e.context,value:r.delayTime,units:"time",minValue:0,maxValue:1,param:e._dummyParam,swappable:!0}),e.resonance=new sb({context:e.context,value:r.resonance,units:"normalRange",param:e._dummyParam,swappable:!0}),FE(m(e),["resonance","delayTime"]),e}return(0,x.Z)(n,[{key:"_audioWorkletName",value:function(){return GD}},{key:"onReady",value:function(e){cb(this.input,e,this.output);var t=e.parameters.get("delayTime");this.delayTime.setParam(t);var n=e.parameters.get("feedback");this.resonance.setParam(n)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.input.dispose(),this.output.dispose(),this.delayTime.dispose(),this.resonance.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{delayTime:.1,resonance:.5})}}]),n}(WD),HD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","type"]))).name="OnePoleFilter";var r=fE(n.getDefaults(),arguments,["frequency","type"]);return e._frequency=r.frequency,e._type=r.type,e.input=new hb({context:e.context}),e.output=new hb({context:e.context}),e._createFilter(),e}return(0,x.Z)(n,[{key:"_createFilter",value:function(){var e=this,t=this._filter,n=this.toFrequency(this._frequency),r=1/(2*Math.PI*n);if("lowpass"===this._type){var i=1/(r*this.context.sampleRate),o=i-1;this._filter=this.context.createIIRFilter([i,0],[1,o])}else{var a=1/(r*this.context.sampleRate)-1;this._filter=this.context.createIIRFilter([1,-1],[1,a])}this.input.chain(this._filter,this.output),t&&this.context.setTimeout((function(){e.disposed||(e.input.disconnect(t),t.disconnect())}),this.blockTime)}},{key:"frequency",get:function(){return this._frequency},set:function(e){this._frequency=e,this._createFilter()}},{key:"type",get:function(){return this._type},set:function(e){this._type=e,this._createFilter()}},{key:"getFrequencyResponse",value:function(){for(var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:128,t=new Float32Array(e),n=0;n<e;n++){var r=Math.pow(n/e,2),i=19980*r+20;t[n]=i}var o=new Float32Array(e),a=new Float32Array(e);return this._filter.getFrequencyResponse(t,o,a),o}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.input.dispose(),this.output.dispose(),this._filter.disconnect(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{frequency:880,type:"lowpass"})}}]),n}(ub),$D=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["delayTime","resonance","dampening"]))).name="LowpassCombFilter";var r=fE(n.getDefaults(),arguments,["delayTime","resonance","dampening"]);return e._combFilter=e.output=new VD({context:e.context,delayTime:r.delayTime,resonance:r.resonance}),e.delayTime=e._combFilter.delayTime,e.resonance=e._combFilter.resonance,e._lowpass=e.input=new HD({context:e.context,frequency:r.dampening,type:"lowpass"}),e._lowpass.connect(e._combFilter),e}return(0,x.Z)(n,[{key:"dampening",get:function(){return this._lowpass.frequency},set:function(e){this._lowpass.frequency=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._combFilter.dispose(),this._lowpass.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{dampening:3e3,delayTime:.1,resonance:.5})}}]),n}(ub),zD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="PluckSynth";var r=fE(n.getDefaults(),arguments);return e._noise=new Lb({context:e.context,type:"pink"}),e.attackNoise=r.attackNoise,e._lfcf=new $D({context:e.context,dampening:r.dampening,resonance:r.resonance}),e.resonance=r.resonance,e.release=r.release,e._noise.connect(e._lfcf),e._lfcf.connect(e.output),e}return(0,x.Z)(n,[{key:"dampening",get:function(){return this._lfcf.dampening},set:function(e){this._lfcf.dampening=e}},{key:"triggerAttack",value:function(e,t){var n=this.toFrequency(e);t=this.toSeconds(t);var r=1/n;return this._lfcf.delayTime.setValueAtTime(r,t),this._noise.start(t),this._noise.stop(t+r*this.attackNoise),this._lfcf.resonance.cancelScheduledValues(t),this._lfcf.resonance.setValueAtTime(this.resonance,t),this}},{key:"triggerRelease",value:function(e){return this._lfcf.resonance.linearRampTo(0,this.release,e),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._noise.dispose(),this._lfcf.dispose(),this}}],[{key:"getDefaults",value:function(){return lE(kD.getDefaults(),{attackNoise:1,dampening:4e3,resonance:.7,release:1})}}]),n}(kD),UD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["voice","options"]))).name="PolySynth",e._availableVoices=[],e._activeVoices=[],e._voices=[],e._gcTimeout=-1,e._averageActiveVoices=0;var r=fE(n.getDefaults(),arguments,["voice","options"]);M_(!V_(r.voice),"DEPRECATED: The polyphony count is no longer the first argument.");var i=r.voice.getDefaults();e.options=Object.assign(i,r.options),e.voice=r.voice,e.maxPolyphony=r.maxPolyphony,e._dummyVoice=e._getNextAvailableVoice();var o=e._voices.indexOf(e._dummyVoice);return e._voices.splice(o,1),e._gcTimeout=e.context.setInterval(e._collectGarbage.bind(m(e)),1),e}return(0,x.Z)(n,[{key:"activeVoices",get:function(){return this._activeVoices.length}},{key:"_makeVoiceAvailable",value:function(e){this._availableVoices.push(e);var t=this._activeVoices.findIndex((function(t){return t.voice===e}));this._activeVoices.splice(t,1)}},{key:"_getNextAvailableVoice",value:function(){if(this._availableVoices.length)return this._availableVoices.shift();if(this._voices.length<this.maxPolyphony){var e=new this.voice(Object.assign(this.options,{context:this.context,onsilence:this._makeVoiceAvailable.bind(this)}));return e.connect(this.output),this._voices.push(e),e}Z_("Max polyphony exceeded. Note dropped.")}},{key:"_collectGarbage",value:function(){if(this._averageActiveVoices=Math.max(.95*this._averageActiveVoices,this.activeVoices),this._availableVoices.length&&this._voices.length>Math.ceil(this._averageActiveVoices+1)){var e=this._availableVoices.shift(),t=this._voices.indexOf(e);this._voices.splice(t,1),this.context.isOffline||e.dispose()}}},{key:"_triggerAttack",value:function(e,t,n){var r=this;e.forEach((function(e){var i=new kb(r.context,e).toMidi(),o=r._getNextAvailableVoice();o&&(o.triggerAttack(e,t,n),r._activeVoices.push({midi:i,voice:o,released:!1}),r.log("triggerAttack",e,t))}))}},{key:"_triggerRelease",value:function(e,t){var n=this;e.forEach((function(e){var r=new kb(n.context,e).toMidi(),i=n._activeVoices.find((function(e){var t=e.midi,n=e.released;return t===r&&!n}));i&&(i.voice.triggerRelease(t),i.released=!0,n.log("triggerRelease",e,t))}))}},{key:"_scheduleEvent",value:function(e,t,n,r){var i=this;M_(!this.disposed,"Synth was already disposed"),n<=this.now()?"attack"===e?this._triggerAttack(t,n,r):this._triggerRelease(t,n):this.context.setTimeout((function(){i._scheduleEvent(e,t,n,r)}),n-this.now())}},{key:"triggerAttack",value:function(e,t,n){Array.isArray(e)||(e=[e]);var r=this.toSeconds(t);return this._scheduleEvent("attack",e,r,n),this}},{key:"triggerRelease",value:function(e,t){Array.isArray(e)||(e=[e]);var n=this.toSeconds(t);return this._scheduleEvent("release",e,n),this}},{key:"triggerAttackRelease",value:function(e,t,n,r){var i=this.toSeconds(n);if(this.triggerAttack(e,i,r),z_(t)){M_(z_(e),"If the duration is an array, the notes must also be an array"),e=e;for(var o=0;o<e.length;o++){var a=t[Math.min(o,t.length-1)],s=this.toSeconds(a);M_(s>0,"The duration must be greater than 0"),this.triggerRelease(e[o],i+s)}}else{var u=this.toSeconds(t);M_(u>0,"The duration must be greater than 0"),this.triggerRelease(e,i+u)}return this}},{key:"sync",value:function(){return this._syncState()&&(this._syncMethod("triggerAttack",1),this._syncMethod("triggerRelease",1)),this}},{key:"set",value:function(e){var t=pE(e,["onsilence","context"]);return this.options=lE(this.options,t),this._voices.forEach((function(e){return e.set(t)})),this._dummyVoice.set(t),this}},{key:"get",value:function(){return this._dummyVoice.get()}},{key:"releaseAll",value:function(e){var t=this.toSeconds(e);return this._activeVoices.forEach((function(e){e.voice.triggerRelease(t)})),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._dummyVoice.dispose(),this._voices.forEach((function(e){return e.dispose()})),this._activeVoices=[],this._availableVoices=[],this.context.clearInterval(this._gcTimeout),this}}],[{key:"getDefaults",value:function(){return Object.assign(kD.getDefaults(),{maxPolyphony:32,options:{},voice:xD})}}]),n}(kD),YD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["urls","onload","baseUrl"],"urls"))).name="Sampler",e._activeSources=new Map;var r=fE(n.getDefaults(),arguments,["urls","onload","baseUrl"],"urls"),i={};return Object.keys(r.urls).forEach((function(t){var n=parseInt(t,10);if(M_(Y_(t)||V_(n)&&isFinite(n),"url key is neither a note or midi pitch: ".concat(t)),Y_(t)){var o=new JE(e.context,t).toMidi();i[o]=r.urls[t]}else V_(n)&&isFinite(n)&&(i[n]=r.urls[n])})),e._buffers=new Ob({urls:i,onload:r.onload,baseUrl:r.baseUrl,onerror:r.onerror}),e.attack=r.attack,e.release=r.release,e.curve=r.curve,e._buffers.loaded&&Promise.resolve().then(r.onload),e}return(0,x.Z)(n,[{key:"_findClosest",value:function(e){for(var t=0;t<96;){if(this._buffers.has(e+t))return-t;if(this._buffers.has(e-t))return t;t++}throw new Error("No available buffers for note: ".concat(e))}},{key:"triggerAttack",value:function(e,t){var n=this,r=arguments.length>2&&void 0!==arguments[2]?arguments[2]:1;return this.log("triggerAttack",e,t,r),Array.isArray(e)||(e=[e]),e.forEach((function(e){var i=zE(new JE(n.context,e).toFrequency()),o=Math.round(i),a=i-o,s=n._findClosest(o),u=o-s,c=n._buffers.get(u),l=VE(s+a),f=new Nb({url:c,context:n.context,curve:n.curve,fadeIn:n.attack,fadeOut:n.release,playbackRate:l}).connect(n.output);f.start(t,0,c.duration/l,r),z_(n._activeSources.get(o))||n._activeSources.set(o,[]),n._activeSources.get(o).push(f),f.onended=function(){if(n._activeSources&&n._activeSources.has(o)){var e=n._activeSources.get(o),t=e.indexOf(f);-1!==t&&e.splice(t,1)}}})),this}},{key:"triggerRelease",value:function(e,t){var n=this;return this.log("triggerRelease",e,t),Array.isArray(e)||(e=[e]),e.forEach((function(e){var r=new JE(n.context,e).toMidi();if(n._activeSources.has(r)&&n._activeSources.get(r).length){var i=n._activeSources.get(r);t=n.toSeconds(t),i.forEach((function(e){e.stop(t)})),n._activeSources.set(r,[])}})),this}},{key:"releaseAll",value:function(e){var t=this.toSeconds(e);return this._activeSources.forEach((function(e){for(;e.length;){e.shift().stop(t)}})),this}},{key:"sync",value:function(){return this._syncState()&&(this._syncMethod("triggerAttack",1),this._syncMethod("triggerRelease",1)),this}},{key:"triggerAttackRelease",value:function(e,t,n){var r=this,i=arguments.length>3&&void 0!==arguments[3]?arguments[3]:1,o=this.toSeconds(n);return this.triggerAttack(e,o,i),z_(t)?(M_(z_(e),"notes must be an array when duration is array"),e.forEach((function(e,n){var i=t[Math.min(n,t.length-1)];r.triggerRelease(e,o+r.toSeconds(i))}))):this.triggerRelease(e,o+this.toSeconds(t)),this}},{key:"add",value:function(e,t,n){if(M_(Y_(e)||isFinite(e),"note must be a pitch or midi: ".concat(e)),Y_(e)){var r=new JE(this.context,e).toMidi();this._buffers.add(r,t,n)}else this._buffers.add(e,t,n);return this}},{key:"loaded",get:function(){return this._buffers.loaded}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._buffers.dispose(),this._activeSources.forEach((function(e){e.forEach((function(e){return e.dispose()}))})),this._activeSources.clear(),this}}],[{key:"getDefaults",value:function(){return Object.assign(kD.getDefaults(),{attack:0,baseUrl:"",curve:"exponential",onload:BE,onerror:BE,release:.1,urls:{}})}}]),n}(kD);tE([cD(0)],YD.prototype,"attack",void 0),tE([cD(0)],YD.prototype,"release",void 0);var XD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["callback","value"]))).name="ToneEvent",e._state=new ab("stopped"),e._startOffset=0;var r=fE(n.getDefaults(),arguments,["callback","value"]);return e._loop=r.loop,e.callback=r.callback,e.value=r.value,e._loopStart=e.toTicks(r.loopStart),e._loopEnd=e.toTicks(r.loopEnd),e._playbackRate=r.playbackRate,e._probability=r.probability,e._humanize=r.humanize,e.mute=r.mute,e._playbackRate=r.playbackRate,e._state.increasing=!0,e._rescheduleEvents(),e}return(0,x.Z)(n,[{key:"_rescheduleEvents",value:function(){var e=this,t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:-1;this._state.forEachFrom(t,(function(t){var n;if("started"===t.state){-1!==t.id&&e.context.transport.clear(t.id);var r=t.time+Math.round(e.startOffset/e._playbackRate);if(!0===e._loop||V_(e._loop)&&e._loop>1){n=1/0,V_(e._loop)&&(n=e._loop*e._getLoopDuration());var i=e._state.getAfter(r);null!==i&&(n=Math.min(n,i.time-r)),n!==1/0&&(e._state.setStateAtTime("stopped",r+n+1,{id:-1}),n=new wb(e.context,n));var o=new wb(e.context,e._getLoopDuration());t.id=e.context.transport.scheduleRepeat(e._tick.bind(e),o,new wb(e.context,r),n)}else t.id=e.context.transport.schedule(e._tick.bind(e),new wb(e.context,r))}}))}},{key:"state",get:function(){return this._state.getValueAtTime(this.context.transport.ticks)}},{key:"startOffset",get:function(){return this._startOffset},set:function(e){this._startOffset=e}},{key:"probability",get:function(){return this._probability},set:function(e){this._probability=e}},{key:"humanize",get:function(){return this._humanize},set:function(e){this._humanize=e}},{key:"start",value:function(e){var t=this.toTicks(e);return"stopped"===this._state.getValueAtTime(t)&&(this._state.add({id:-1,state:"started",time:t}),this._rescheduleEvents(t)),this}},{key:"stop",value:function(e){this.cancel(e);var t=this.toTicks(e);if("started"===this._state.getValueAtTime(t)){this._state.setStateAtTime("stopped",t,{id:-1});var n=this._state.getBefore(t),r=t;null!==n&&(r=n.time),this._rescheduleEvents(r)}return this}},{key:"cancel",value:function(e){var t=this;e=hE(e,-1/0);var n=this.toTicks(e);return this._state.forEachFrom(n,(function(e){t.context.transport.clear(e.id)})),this._state.cancel(n),this}},{key:"_tick",value:function(e){var t=this.context.transport.getTicksAtTime(e);if(!this.mute&&"started"===this._state.getValueAtTime(t)){if(this.probability<1&&Math.random()>this.probability)return;if(this.humanize){var n=.02;$_(this.humanize)||(n=this.toSeconds(this.humanize)),e+=(2*Math.random()-1)*n}this.callback(e,this.value)}}},{key:"_getLoopDuration",value:function(){return Math.round((this._loopEnd-this._loopStart)/this._playbackRate)}},{key:"loop",get:function(){return this._loop},set:function(e){this._loop=e,this._rescheduleEvents()}},{key:"playbackRate",get:function(){return this._playbackRate},set:function(e){this._playbackRate=e,this._rescheduleEvents()}},{key:"loopEnd",get:function(){return new wb(this.context,this._loopEnd).toSeconds()},set:function(e){this._loopEnd=this.toTicks(e),this._loop&&this._rescheduleEvents()}},{key:"loopStart",get:function(){return new wb(this.context,this._loopStart).toSeconds()},set:function(e){this._loopStart=this.toTicks(e),this._loop&&this._rescheduleEvents()}},{key:"progress",get:function(){if(this._loop){var e=this.context.transport.ticks,t=this._state.get(e);if(null!==t&&"started"===t.state){var n=this._getLoopDuration();return(e-t.time)%n/n}return 0}return 0}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.cancel(),this._state.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ob.getDefaults(),{callback:BE,humanize:!1,loop:!1,loopEnd:"1m",loopStart:0,mute:!1,playbackRate:1,probability:1,value:null})}}]),n}(ob),KD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["callback","interval"]))).name="Loop";var r=fE(n.getDefaults(),arguments,["callback","interval"]);return e._event=new XD({context:e.context,callback:e._tick.bind(m(e)),loop:!0,loopEnd:r.interval,playbackRate:r.playbackRate,probability:r.probability}),e.callback=r.callback,e.iterations=r.iterations,e}return(0,x.Z)(n,[{key:"start",value:function(e){return this._event.start(e),this}},{key:"stop",value:function(e){return this._event.stop(e),this}},{key:"cancel",value:function(e){return this._event.cancel(e),this}},{key:"_tick",value:function(e){this.callback(e)}},{key:"state",get:function(){return this._event.state}},{key:"progress",get:function(){return this._event.progress}},{key:"interval",get:function(){return this._event.loopEnd},set:function(e){this._event.loopEnd=e}},{key:"playbackRate",get:function(){return this._event.playbackRate},set:function(e){this._event.playbackRate=e}},{key:"humanize",get:function(){return this._event.humanize},set:function(e){this._event.humanize=e}},{key:"probability",get:function(){return this._event.probability},set:function(e){this._event.probability=e}},{key:"mute",get:function(){return this._event.mute},set:function(e){this._event.mute=e}},{key:"iterations",get:function(){return!0===this._event.loop?1/0:this._event.loop},set:function(e){this._event.loop=e===1/0||e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._event.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ob.getDefaults(),{interval:"4n",callback:BE,playbackRate:1,iterations:1/0,probability:1,mute:!1,humanize:!1})}}]),n}(ob),JD=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["callback","events"]))).name="Part",e._state=new ab("stopped"),e._events=new Set;var r=fE(n.getDefaults(),arguments,["callback","events"]);return e._state.increasing=!0,r.events.forEach((function(t){z_(t)?e.add(t[0],t[1]):e.add(t)})),e}return(0,x.Z)(n,[{key:"start",value:function(e,t){var n=this,r=this.toTicks(e);if("started"!==this._state.getValueAtTime(r)){t=hE(t,this._loop?this._loopStart:0),t=this._loop?hE(t,this._loopStart):hE(t,0);var i=this.toTicks(t);this._state.add({id:-1,offset:i,state:"started",time:r}),this._forEach((function(e){n._startNote(e,r,i)}))}return this}},{key:"_startNote",value:function(e,t,n){t-=n,this._loop?e.startOffset>=this._loopStart&&e.startOffset<this._loopEnd?(e.startOffset<n&&(t+=this._getLoopDuration()),e.start(new wb(this.context,t))):e.startOffset<this._loopStart&&e.startOffset>=n&&(e.loop=!1,e.start(new wb(this.context,t))):e.startOffset>=n&&e.start(new wb(this.context,t))}},{key:"startOffset",get:function(){return this._startOffset},set:function(e){var t=this;this._startOffset=e,this._forEach((function(e){e.startOffset+=t._startOffset}))}},{key:"stop",value:function(e){var t=this.toTicks(e);return this._state.cancel(t),this._state.setStateAtTime("stopped",t),this._forEach((function(t){t.stop(e)})),this}},{key:"at",value:function(e,t){for(var n=new rb(this.context,e).toTicks(),r=new wb(this.context,1).toSeconds(),i=this._events.values(),o=i.next();!o.done;){var a=o.value;if(Math.abs(n-a.startOffset)<r)return W_(t)&&(a.value=t),a;o=i.next()}return W_(t)?(this.add(e,t),this.at(e)):null}},{key:"add",value:function(e,t){e instanceof Object&&Reflect.has(e,"time")&&(e=(t=e).time);var n,r=this.toTicks(e);return t instanceof XD?(n=t).callback=this._tick.bind(this):n=new XD({callback:this._tick.bind(this),context:this.context,value:t}),n.startOffset=r,n.set({humanize:this.humanize,loop:this.loop,loopEnd:this.loopEnd,loopStart:this.loopStart,playbackRate:this.playbackRate,probability:this.probability}),this._events.add(n),this._restartEvent(n),this}},{key:"_restartEvent",value:function(e){var t=this;this._state.forEach((function(n){"started"===n.state?t._startNote(e,n.time,n.offset):e.stop(new wb(t.context,n.time))}))}},{key:"remove",value:function(e,t){var n=this;return H_(e)&&e.hasOwnProperty("time")&&(e=(t=e).time),e=this.toTicks(e),this._events.forEach((function(r){r.startOffset===e&&(Q_(t)||W_(t)&&r.value===t)&&(n._events.delete(r),r.dispose())})),this}},{key:"clear",value:function(){return this._forEach((function(e){return e.dispose()})),this._events.clear(),this}},{key:"cancel",value:function(e){return this._forEach((function(t){return t.cancel(e)})),this._state.cancel(this.toTicks(e)),this}},{key:"_forEach",value:function(e){return this._events&&this._events.forEach((function(t){t instanceof n?t._forEach(e):e(t)})),this}},{key:"_setAll",value:function(e,t){this._forEach((function(n){n[e]=t}))}},{key:"_tick",value:function(e,t){this.mute||this.callback(e,t)}},{key:"_testLoopBoundries",value:function(e){this._loop&&(e.startOffset<this._loopStart||e.startOffset>=this._loopEnd)?e.cancel(0):"stopped"===e.state&&this._restartEvent(e)}},{key:"probability",get:function(){return this._probability},set:function(e){this._probability=e,this._setAll("probability",e)}},{key:"humanize",get:function(){return this._humanize},set:function(e){this._humanize=e,this._setAll("humanize",e)}},{key:"loop",get:function(){return this._loop},set:function(e){var t=this;this._loop=e,this._forEach((function(n){n.loopStart=t.loopStart,n.loopEnd=t.loopEnd,n.loop=e,t._testLoopBoundries(n)}))}},{key:"loopEnd",get:function(){return new wb(this.context,this._loopEnd).toSeconds()},set:function(e){var t=this;this._loopEnd=this.toTicks(e),this._loop&&this._forEach((function(n){n.loopEnd=e,t._testLoopBoundries(n)}))}},{key:"loopStart",get:function(){return new wb(this.context,this._loopStart).toSeconds()},set:function(e){var t=this;this._loopStart=this.toTicks(e),this._loop&&this._forEach((function(e){e.loopStart=t.loopStart,t._testLoopBoundries(e)}))}},{key:"playbackRate",get:function(){return this._playbackRate},set:function(e){this._playbackRate=e,this._setAll("playbackRate",e)}},{key:"length",get:function(){return this._events.size}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.clear(),this}}],[{key:"getDefaults",value:function(){return Object.assign(XD.getDefaults(),{events:[]})}}]),n}(XD),eO=p().mark(lO),tO=p().mark(fO),nO=p().mark(hO),rO=p().mark(dO),iO=p().mark(mO),oO=p().mark(vO),aO=p().mark(yO),sO=p().mark(gO),uO=p().mark(_O),cO=p().mark(EO);function lO(e){var t;return p().wrap((function(n){for(;;)switch(n.prev=n.next){case 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t=pO(t,e),r.next=6,e[t];case 6:n++,t+=n%2?2:-1,r.next=2;break;case 10:case"end":return r.stop()}}),iO)}function vO(e){var t,n;return p().wrap((function(r){for(;;)switch(r.prev=r.next){case 0:t=e.length-1,n=0;case 2:if(!(t>=0)){r.next=10;break}return t=pO(t,e),r.next=6,e[t];case 6:n++,t+=n%2?-2:1,r.next=2;break;case 10:case"end":return r.stop()}}),oO)}function yO(e){var t;return p().wrap((function(n){for(;;)switch(n.prev=n.next){case 0:return t=Math.floor(Math.random()*e.length),n.next=4,e[t];case 4:n.next=0;break;case 6:case"end":return n.stop()}}),aO)}function gO(e){var t,n,r,i;return p().wrap((function(o){for(;;)switch(o.prev=o.next){case 0:for(t=[],n=0;n<e.length;n++)t.push(n);case 2:if(!(t.length>0)){o.next=9;break}return r=t.splice(Math.floor(t.length*Math.random()),1),i=pO(r[0],e),o.next=7,e[i];case 7:o.next=2;break;case 9:case"end":return o.stop()}}),sO)}function _O(e){var t;return p().wrap((function(n){for(;;)switch(n.prev=n.next){case 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r.delegateYield(hO(e,gO),"t8",14);case 14:return r.delegateYield(_O(e),"t9",15);case 15:case"end":return r.stop()}}),cO)}var bO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["callback","values","pattern"]))).name="Pattern";var r=fE(n.getDefaults(),arguments,["callback","values","pattern"]);return e.callback=r.callback,e._values=r.values,e._pattern=EO(r.values,r.pattern),e._type=r.pattern,e}return(0,x.Z)(n,[{key:"_tick",value:function(e){var t=this._pattern.next();this._value=t.value,this.callback(e,this._value)}},{key:"values",get:function(){return this._values},set:function(e){this._values=e,this.pattern=this._type}},{key:"value",get:function(){return this._value}},{key:"pattern",get:function(){return this._type},set:function(e){this._type=e,this._pattern=EO(this._values,this._type)}}],[{key:"getDefaults",value:function(){return Object.assign(KD.getDefaults(),{pattern:"up",values:[],callback:BE})}}]),n}(KD),DO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["callback","events","subdivision"]))).name="Sequence",e._part=new JD({callback:e._seqCallback.bind(m(e)),context:e.context}),e._events=[],e._eventsArray=[];var r=fE(n.getDefaults(),arguments,["callback","events","subdivision"]);return e._subdivision=e.toTicks(r.subdivision),e.events=r.events,e.loop=r.loop,e.loopStart=r.loopStart,e.loopEnd=r.loopEnd,e.playbackRate=r.playbackRate,e.probability=r.probability,e.humanize=r.humanize,e.mute=r.mute,e.playbackRate=r.playbackRate,e}return(0,x.Z)(n,[{key:"_seqCallback",value:function(e,t){null!==t&&this.callback(e,t)}},{key:"events",get:function(){return this._events},set:function(e){this.clear(),this._eventsArray=e,this._events=this._createSequence(this._eventsArray),this._eventsUpdated()}},{key:"start",value:function(e,t){return this._part.start(e,t?this._indexTime(t):t),this}},{key:"stop",value:function(e){return this._part.stop(e),this}},{key:"subdivision",get:function(){return new wb(this.context,this._subdivision).toSeconds()}},{key:"_createSequence",value:function(e){var t=this;return new Proxy(e,{get:function(e,t){return e[t]},set:function(e,n,r){return U_(n)&&isFinite(parseInt(n,10))&&z_(r)?e[n]=t._createSequence(r):e[n]=r,t._eventsUpdated(),!0}})}},{key:"_eventsUpdated",value:function(){this._part.clear(),this._rescheduleSequence(this._eventsArray,this._subdivision,this.startOffset),this.loopEnd=this.loopEnd}},{key:"_rescheduleSequence",value:function(e,t,n){var r=this;e.forEach((function(e,i){var o=i*t+n;if(z_(e))r._rescheduleSequence(e,t/e.length,o);else{var a=new wb(r.context,o,"i").toSeconds();r._part.add(a,e)}}))}},{key:"_indexTime",value:function(e){return new wb(this.context,e*this._subdivision+this.startOffset).toSeconds()}},{key:"clear",value:function(){return this._part.clear(),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._part.dispose(),this}},{key:"loop",get:function(){return this._part.loop},set:function(e){this._part.loop=e}},{key:"loopStart",get:function(){return this._loopStart},set:function(e){this._loopStart=e,this._part.loopStart=this._indexTime(e)}},{key:"loopEnd",get:function(){return this._loopEnd},set:function(e){this._loopEnd=e,this._part.loopEnd=0===e?this._indexTime(this._eventsArray.length):this._indexTime(e)}},{key:"startOffset",get:function(){return this._part.startOffset},set:function(e){this._part.startOffset=e}},{key:"playbackRate",get:function(){return this._part.playbackRate},set:function(e){this._part.playbackRate=e}},{key:"probability",get:function(){return this._part.probability},set:function(e){this._part.probability=e}},{key:"progress",get:function(){return this._part.progress}},{key:"humanize",get:function(){return 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mb({context:e.context,units:"normalRange",value:r.fade}),FE(m(e),"fade"),e.context.getConstant(1).connect(e._panner),e._panner.connect(e._split),e._panner.channelCount=1,e._panner.channelCountMode="explicit",lb(e._split,e.a.gain,0),lb(e._split,e.b.gain,1),e.fade.chain(e._g2a,e._panner.pan),e.a.connect(e.output),e.b.connect(e.output),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.a.dispose(),this.b.dispose(),this.output.dispose(),this.fade.dispose(),this._g2a.dispose(),this._panner.disconnect(),this._split.disconnect(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{fade:.5})}}]),n}(ub),kO=function(e){E(n,e);var t=k(n);function n(e){var r;return(0,w.Z)(this,n),(r=t.call(this,e)).name="Effect",r._dryWet=new OO({context:r.context}),r.wet=r._dryWet.fade,r.effectSend=new hb({context:r.context}),r.effectReturn=new hb({context:r.context}),r.input=new hb({context:r.context}),r.output=r._dryWet,r.input.fan(r._dryWet.a,r.effectSend),r.effectReturn.connect(r._dryWet.b),r.wet.setValueAtTime(e.wet,0),r._internalChannels=[r.effectReturn,r.effectSend],FE(m(r),"wet"),r}return(0,x.Z)(n,[{key:"connectEffect",value:function(e){return this._internalChannels.push(e),this.effectSend.chain(e,this.effectReturn),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._dryWet.dispose(),this.effectSend.dispose(),this.effectReturn.dispose(),this.wet.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{wet:1})}}]),n}(ub),AO=function(e){E(n,e);var t=k(n);function n(e){var r;return(0,w.Z)(this,n),(r=t.call(this,e)).name="LFOEffect",r._lfo=new sD({context:r.context,frequency:e.frequency,amplitude:e.depth}),r.depth=r._lfo.amplitude,r.frequency=r._lfo.frequency,r.type=e.type,FE(m(r),["frequency","depth"]),r}return(0,x.Z)(n,[{key:"start",value:function(e){return 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e.pan=new sb({context:e.context,param:e._panner.pan,value:r.pan,minValue:-1,maxValue:1}),e._panner.channelCount=r.channelCount,e._panner.channelCountMode="explicit",FE(m(e),"pan"),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._panner.disconnect(),this.pan.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{pan:0,channelCount:1})}}]),n}(ub),CO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency"]))).name="AutoPanner";var r=fE(n.getDefaults(),arguments,["frequency"]);return e._panner=new xO({context:e.context,channelCount:r.channelCount}),e.connectEffect(e._panner),e._lfo.connect(e._panner.pan),e._lfo.min=-1,e._lfo.max=1,e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._panner.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(AO.getDefaults(),{channelCount:1})}}]),n}(AO),SO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["smoothing"]))).name="Follower";var r=fE(n.getDefaults(),arguments,["smoothing"]);return e._abs=e.input=new pD({context:e.context}),e._lowpass=e.output=new HD({context:e.context,frequency:1/e.toSeconds(r.smoothing),type:"lowpass"}),e._abs.connect(e._lowpass),e._smoothing=r.smoothing,e}return(0,x.Z)(n,[{key:"smoothing",get:function(){return this._smoothing},set:function(e){this._smoothing=e,this._lowpass.frequency=1/this.toSeconds(this.smoothing)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._abs.dispose(),this._lowpass.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{smoothing:.05})}}]),n}(ub),TO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["baseFrequency","octaves","sensitivity"]))).name="AutoWah";var r=fE(n.getDefaults(),arguments,["baseFrequency","octaves","sensitivity"]);return e._follower=new SO({context:e.context,smoothing:r.follower}),e._sweepRange=new ED({context:e.context,min:0,max:1,exponent:.5}),e._baseFrequency=e.toFrequency(r.baseFrequency),e._octaves=r.octaves,e._inputBoost=new hb({context:e.context}),e._bandpass=new FD({context:e.context,rolloff:-48,frequency:0,Q:r.Q}),e._peaking=new FD({context:e.context,type:"peaking"}),e._peaking.gain.value=r.gain,e.gain=e._peaking.gain,e.Q=e._bandpass.Q,e.effectSend.chain(e._inputBoost,e._follower,e._sweepRange),e._sweepRange.connect(e._bandpass.frequency),e._sweepRange.connect(e._peaking.frequency),e.effectSend.chain(e._bandpass,e._peaking,e.effectReturn),e._setSweepRange(),e.sensitivity=r.sensitivity,FE(m(e),["gain","Q"]),e}return(0,x.Z)(n,[{key:"octaves",get:function(){return this._octaves},set:function(e){this._octaves=e,this._setSweepRange()}},{key:"follower",get:function(){return this._follower.smoothing},set:function(e){this._follower.smoothing=e}},{key:"baseFrequency",get:function(){return this._baseFrequency},set:function(e){this._baseFrequency=this.toFrequency(e),this._setSweepRange()}},{key:"sensitivity",get:function(){return GE(1/this._inputBoost.gain.value)},set:function(e){this._inputBoost.gain.value=1/WE(e)}},{key:"_setSweepRange",value:function(){this._sweepRange.min=this._baseFrequency,this._sweepRange.max=Math.min(this._baseFrequency*Math.pow(2,this._octaves),this.context.sampleRate/2)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._follower.dispose(),this._sweepRange.dispose(),this._bandpass.dispose(),this._peaking.dispose(),this._inputBoost.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(kO.getDefaults(),{baseFrequency:100,octaves:6,sensitivity:0,Q:2,gain:2,follower:.2})}}]),n}(kO),FO="bit-crusher";QD(FO,"\n\tclass BitCrusherWorklet extends SingleIOProcessor {\n\n\t\tstatic get parameterDescriptors() {\n\t\t\treturn [{\n\t\t\t\tname: \"bits\",\n\t\t\t\tdefaultValue: 12,\n\t\t\t\tminValue: 1,\n\t\t\t\tmaxValue: 16,\n\t\t\t\tautomationRate: 'k-rate'\n\t\t\t}];\n\t\t}\n\n\t\tgenerate(input, _channel, parameters) {\n\t\t\tconst step = Math.pow(0.5, parameters.bits - 1);\n\t\t\tconst val = step * Math.floor(input / step + 0.5);\n\t\t\treturn val;\n\t\t}\n\t}\n");var qO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["bits"]))).name="BitCrusher";var r=fE(n.getDefaults(),arguments,["bits"]);return e._bitCrusherWorklet=new BO({context:e.context,bits:r.bits}),e.connectEffect(e._bitCrusherWorklet),e.bits=e._bitCrusherWorklet.bits,e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._bitCrusherWorklet.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(kO.getDefaults(),{bits:4})}}]),n}(kO),BO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="BitCrusherWorklet";var r=fE(n.getDefaults(),arguments);return e.input=new hb({context:e.context}),e.output=new hb({context:e.context}),e.bits=new sb({context:e.context,value:r.bits,units:"positive",minValue:1,maxValue:16,param:e._dummyParam,swappable:!0}),e}return(0,x.Z)(n,[{key:"_audioWorkletName",value:function(){return FO}},{key:"onReady",value:function(e){cb(this.input,e,this.output);var t=e.parameters.get("bits");this.bits.setParam(t)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.input.dispose(),this.output.dispose(),this.bits.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(WD.getDefaults(),{bits:12})}}]),n}(WD),PO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["order"]))).name="Chebyshev";var r=fE(n.getDefaults(),arguments,["order"]);return e._shaper=new zb({context:e.context,length:4096}),e._order=r.order,e.connectEffect(e._shaper),e.order=r.order,e.oversample=r.oversample,e}return(0,x.Z)(n,[{key:"_getCoefficient",value:function(e,t,n){return n.has(t)||(0===t?n.set(t,0):1===t?n.set(t,e):n.set(t,2*e*this._getCoefficient(e,t-1,n)-this._getCoefficient(e,t-2,n))),n.get(t)}},{key:"order",get:function(){return this._order},set:function(e){var t=this;this._order=e,this._shaper.setMap((function(n){return t._getCoefficient(n,e,new Map)}))}},{key:"oversample",get:function(){return this._shaper.oversample},set:function(e){this._shaper.oversample=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._shaper.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(kO.getDefaults(),{order:1,oversample:"none"})}}]),n}(kO),MO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["channels"]))).name="Split";var r=fE(n.getDefaults(),arguments,["channels"]);return e._splitter=e.input=e.output=e.context.createChannelSplitter(r.channels),e._internalChannels=[e._splitter],e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._splitter.disconnect(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{channels:2})}}]),n}(ub),RO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["channels"]))).name="Merge";var r=fE(n.getDefaults(),arguments,["channels"]);return e._merger=e.output=e.input=e.context.createChannelMerger(r.channels),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._merger.disconnect(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{channels:2})}}]),n}(ub),IO=function(e){E(n,e);var t=k(n);function n(e){var r;return(0,w.Z)(this,n),(r=t.call(this,e)).name="StereoEffect",r.input=new hb({context:r.context}),r.input.channelCount=2,r.input.channelCountMode="explicit",r._dryWet=r.output=new OO({context:r.context,fade:e.wet}),r.wet=r._dryWet.fade,r._split=new MO({context:r.context,channels:2}),r._merge=new RO({context:r.context,channels:2}),r.input.connect(r._split),r.input.connect(r._dryWet.a),r._merge.connect(r._dryWet.b),FE(m(r),["wet"]),r}return(0,x.Z)(n,[{key:"connectEffectLeft",value:function(){var e;this._split.connect(arguments.length<=0?void 0:arguments[0],0,0),cb.apply(void 0,arguments),lb((e=arguments.length-1)<0||arguments.length<=e?void 0:arguments[e],this._merge,0,0)}},{key:"connectEffectRight",value:function(){var e;this._split.connect(arguments.length<=0?void 0:arguments[0],1,0),cb.apply(void 0,arguments),lb((e=arguments.length-1)<0||arguments.length<=e?void 0:arguments[e],this._merge,0,1)}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._dryWet.dispose(),this._split.dispose(),this._merge.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{wet:1})}}]),n}(ub),NO=function(e){E(n,e);var t=k(n);function n(e){var r;return(0,w.Z)(this,n),(r=t.call(this,e)).feedback=new mb({context:r.context,value:e.feedback,units:"normalRange"}),r._feedbackL=new hb({context:r.context}),r._feedbackR=new hb({context:r.context}),r._feedbackSplit=new MO({context:r.context,channels:2}),r._feedbackMerge=new RO({context:r.context,channels:2}),r._merge.connect(r._feedbackSplit),r._feedbackMerge.connect(r._split),r._feedbackSplit.connect(r._feedbackL,0,0),r._feedbackL.connect(r._feedbackMerge,0,0),r._feedbackSplit.connect(r._feedbackR,1,0),r._feedbackR.connect(r._feedbackMerge,0,1),r.feedback.fan(r._feedbackL.gain,r._feedbackR.gain),FE(m(r),["feedback"]),r}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.feedback.dispose(),this._feedbackL.dispose(),this._feedbackR.dispose(),this._feedbackSplit.dispose(),this._feedbackMerge.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(IO.getDefaults(),{feedback:.5})}}]),n}(IO),LO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","delayTime","depth"]))).name="Chorus";var r=fE(n.getDefaults(),arguments,["frequency","delayTime","depth"]);return e._depth=r.depth,e._delayTime=r.delayTime/1e3,e._lfoL=new sD({context:e.context,frequency:r.frequency,min:0,max:1}),e._lfoR=new sD({context:e.context,frequency:r.frequency,min:0,max:1,phase:180}),e._delayNodeL=new bb({context:e.context}),e._delayNodeR=new bb({context:e.context}),e.frequency=e._lfoL.frequency,FE(m(e),["frequency"]),e._lfoL.frequency.connect(e._lfoR.frequency),e.connectEffectLeft(e._delayNodeL),e.connectEffectRight(e._delayNodeR),e._lfoL.connect(e._delayNodeL.delayTime),e._lfoR.connect(e._delayNodeR.delayTime),e.depth=e._depth,e.type=r.type,e.spread=r.spread,e}return(0,x.Z)(n,[{key:"depth",get:function(){return this._depth},set:function(e){this._depth=e;var t=this._delayTime*e;this._lfoL.min=Math.max(this._delayTime-t,0),this._lfoL.max=this._delayTime+t,this._lfoR.min=Math.max(this._delayTime-t,0),this._lfoR.max=this._delayTime+t}},{key:"delayTime",get:function(){return 1e3*this._delayTime},set:function(e){this._delayTime=e/1e3,this.depth=this._depth}},{key:"type",get:function(){return this._lfoL.type},set:function(e){this._lfoL.type=e,this._lfoR.type=e}},{key:"spread",get:function(){return this._lfoR.phase-this._lfoL.phase},set:function(e){this._lfoL.phase=90-e/2,this._lfoR.phase=e/2+90}},{key:"start",value:function(e){return this._lfoL.start(e),this._lfoR.start(e),this}},{key:"stop",value:function(e){return this._lfoL.stop(e),this._lfoR.stop(e),this}},{key:"sync",value:function(){return this._lfoL.sync(),this._lfoR.sync(),this}},{key:"unsync",value:function(){return this._lfoL.unsync(),this._lfoR.unsync(),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._lfoL.dispose(),this._lfoR.dispose(),this._delayNodeL.dispose(),this._delayNodeR.dispose(),this.frequency.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(NO.getDefaults(),{frequency:1.5,delayTime:3.5,depth:.7,type:"sine",spread:180,feedback:0,wet:.5})}}]),n}(NO),jO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["distortion"]))).name="Distortion";var r=fE(n.getDefaults(),arguments,["distortion"]);return e._shaper=new zb({context:e.context,length:4096}),e._distortion=r.distortion,e.connectEffect(e._shaper),e.distortion=r.distortion,e.oversample=r.oversample,e}return(0,x.Z)(n,[{key:"distortion",get:function(){return this._distortion},set:function(e){this._distortion=e;var t=100*e,n=Math.PI/180;this._shaper.setMap((function(e){return Math.abs(e)<.001?0:(3+t)*e*20*n/(Math.PI+t*Math.abs(e))}))}},{key:"oversample",get:function(){return this._shaper.oversample},set:function(e){this._shaper.oversample=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._shaper.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(kO.getDefaults(),{distortion:.4,oversample:"none"})}}]),n}(kO),ZO=function(e){E(n,e);var t=k(n);function n(e){var r;return(0,w.Z)(this,n),(r=t.call(this,e)).name="FeedbackEffect",r._feedbackGain=new hb({context:r.context,gain:e.feedback,units:"normalRange"}),r.feedback=r._feedbackGain.gain,FE(m(r),"feedback"),r.effectReturn.chain(r._feedbackGain,r.effectSend),r}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._feedbackGain.dispose(),this.feedback.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(kO.getDefaults(),{feedback:.125})}}]),n}(kO),QO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["delayTime","feedback"]))).name="FeedbackDelay";var r=fE(n.getDefaults(),arguments,["delayTime","feedback"]);return e._delayNode=new bb({context:e.context,delayTime:r.delayTime,maxDelay:r.maxDelay}),e.delayTime=e._delayNode.delayTime,e.connectEffect(e._delayNode),FE(m(e),"delayTime"),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._delayNode.dispose(),this.delayTime.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ZO.getDefaults(),{delayTime:.25,maxDelay:1})}}]),n}(ZO),WO=function(e){E(n,e);var t=k(n);function n(e){var r;(0,w.Z)(this,n),(r=t.call(this,e)).name="PhaseShiftAllpass",r.input=new hb({context:r.context}),r.output=new hb({context:r.context}),r.offset90=new hb({context:r.context});return r._bank0=r._createAllPassFilterBank([.6923878,.9360654322959,.988229522686,.9987488452737]),r._bank1=r._createAllPassFilterBank([.4021921162426,.856171088242,.9722909545651,.9952884791278]),r._oneSampleDelay=r.context.createIIRFilter([0,1],[1,0]),cb.apply(void 0,[r.input].concat((0,A.Z)(r._bank0),[r._oneSampleDelay,r.output])),cb.apply(void 0,[r.input].concat((0,A.Z)(r._bank1),[r.offset90])),r}return(0,x.Z)(n,[{key:"_createAllPassFilterBank",value:function(e){var t=this;return e.map((function(e){var n=[[e*e,0,-1],[1,0,-e*e]];return t.context.createIIRFilter(n[0],n[1])}))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.input.dispose(),this.output.dispose(),this.offset90.dispose(),this._bank0.forEach((function(e){return e.disconnect()})),this._bank1.forEach((function(e){return e.disconnect()})),this._oneSampleDelay.disconnect(),this}}]),n}(ub),GO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency"]))).name="FrequencyShifter";var r=fE(n.getDefaults(),arguments,["frequency"]);e.frequency=new mb({context:e.context,units:"frequency",value:r.frequency,minValue:-e.context.sampleRate/2,maxValue:e.context.sampleRate/2}),e._sine=new Vb({context:e.context,type:"sine"}),e._cosine=new Hb({context:e.context,phase:-90,type:"sine"}),e._sineMultiply=new Yb({context:e.context}),e._cosineMultiply=new Yb({context:e.context}),e._negate=new mD({context:e.context}),e._add=new iD({context:e.context}),e._phaseShifter=new WO({context:e.context}),e.effectSend.connect(e._phaseShifter),e.frequency.fan(e._sine.frequency,e._cosine.frequency),e._phaseShifter.offset90.connect(e._cosineMultiply),e._cosine.connect(e._cosineMultiply.factor),e._phaseShifter.connect(e._sineMultiply),e._sine.connect(e._sineMultiply.factor),e._sineMultiply.connect(e._negate),e._cosineMultiply.connect(e._add),e._negate.connect(e._add.addend),e._add.connect(e.effectReturn);var i=e.immediate();return e._sine.start(i),e._cosine.start(i),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.frequency.dispose(),this._add.dispose(),this._cosine.dispose(),this._cosineMultiply.dispose(),this._negate.dispose(),this._phaseShifter.dispose(),this._sine.dispose(),this._sineMultiply.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(kO.getDefaults(),{frequency:0})}}]),n}(kO),VO=[1557/44100,1617/44100,1491/44100,1422/44100,1277/44100,1356/44100,1188/44100,1116/44100],HO=[225,556,441,341],$O=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["roomSize","dampening"]))).name="Freeverb",e._combFilters=[],e._allpassFiltersL=[],e._allpassFiltersR=[];var r=fE(n.getDefaults(),arguments,["roomSize","dampening"]);return e.roomSize=new mb({context:e.context,value:r.roomSize,units:"normalRange"}),e._allpassFiltersL=HO.map((function(t){var n=e.context.createBiquadFilter();return n.type="allpass",n.frequency.value=t,n})),e._allpassFiltersR=HO.map((function(t){var n=e.context.createBiquadFilter();return n.type="allpass",n.frequency.value=t,n})),e._combFilters=VO.map((function(t,n){var i,o,a=new $D({context:e.context,dampening:r.dampening,delayTime:t});n<VO.length/2?(i=e).connectEffectLeft.apply(i,[a].concat((0,A.Z)(e._allpassFiltersL))):(o=e).connectEffectRight.apply(o,[a].concat((0,A.Z)(e._allpassFiltersR)));return e.roomSize.connect(a.resonance),a})),FE(m(e),["roomSize"]),e}return(0,x.Z)(n,[{key:"dampening",get:function(){return this._combFilters[0].dampening},set:function(e){this._combFilters.forEach((function(t){return t.dampening=e}))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._allpassFiltersL.forEach((function(e){return e.disconnect()})),this._allpassFiltersR.forEach((function(e){return e.disconnect()})),this._combFilters.forEach((function(e){return e.dispose()})),this.roomSize.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(IO.getDefaults(),{roomSize:.7,dampening:3e3})}}]),n}(IO),zO=[.06748,.06404,.08212,.09004],UO=[.773,.802,.753,.733],YO=[347,113,37],XO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["roomSize"]))).name="JCReverb",e._allpassFilters=[],e._feedbackCombFilters=[];var r=fE(n.getDefaults(),arguments,["roomSize"]);return e.roomSize=new mb({context:e.context,value:r.roomSize,units:"normalRange"}),e._scaleRoomSize=new oD({context:e.context,min:-.733,max:.197}),e._allpassFilters=YO.map((function(t){var n=e.context.createBiquadFilter();return n.type="allpass",n.frequency.value=t,n})),e._feedbackCombFilters=zO.map((function(t,n){var r,i,o=new VD({context:e.context,delayTime:t});(e._scaleRoomSize.connect(o.resonance),o.resonance.value=UO[n],n<zO.length/2)?(r=e).connectEffectLeft.apply(r,(0,A.Z)(e._allpassFilters).concat([o])):(i=e).connectEffectRight.apply(i,(0,A.Z)(e._allpassFilters).concat([o]));return o})),e.roomSize.connect(e._scaleRoomSize),FE(m(e),["roomSize"]),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._allpassFilters.forEach((function(e){return e.disconnect()})),this._feedbackCombFilters.forEach((function(e){return e.dispose()})),this.roomSize.dispose(),this._scaleRoomSize.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(IO.getDefaults(),{roomSize:.5})}}]),n}(IO),KO=function(e){E(n,e);var t=k(n);function n(e){var r;return(0,w.Z)(this,n),(r=t.call(this,e))._feedbackL.disconnect(),r._feedbackL.connect(r._feedbackMerge,0,1),r._feedbackR.disconnect(),r._feedbackR.connect(r._feedbackMerge,0,0),FE(m(r),["feedback"]),r}return(0,x.Z)(n)}(NO),JO=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["delayTime","feedback"]))).name="PingPongDelay";var r=fE(n.getDefaults(),arguments,["delayTime","feedback"]);return e._leftDelay=new bb({context:e.context,maxDelay:r.maxDelay}),e._rightDelay=new bb({context:e.context,maxDelay:r.maxDelay}),e._rightPreDelay=new bb({context:e.context,maxDelay:r.maxDelay}),e.delayTime=new mb({context:e.context,units:"time",value:r.delayTime}),e.connectEffectLeft(e._leftDelay),e.connectEffectRight(e._rightPreDelay,e._rightDelay),e.delayTime.fan(e._leftDelay.delayTime,e._rightDelay.delayTime,e._rightPreDelay.delayTime),e._feedbackL.disconnect(),e._feedbackL.connect(e._rightDelay),FE(m(e),["delayTime"]),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._leftDelay.dispose(),this._rightDelay.dispose(),this._rightPreDelay.dispose(),this.delayTime.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(KO.getDefaults(),{delayTime:.25,maxDelay:1})}}]),n}(KO),ek=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["pitch"]))).name="PitchShift";var r=fE(n.getDefaults(),arguments,["pitch"]);e._frequency=new mb({context:e.context}),e._delayA=new bb({maxDelay:1,context:e.context}),e._lfoA=new sD({context:e.context,min:0,max:.1,type:"sawtooth"}).connect(e._delayA.delayTime),e._delayB=new bb({maxDelay:1,context:e.context}),e._lfoB=new sD({context:e.context,min:0,max:.1,type:"sawtooth",phase:180}).connect(e._delayB.delayTime),e._crossFade=new OO({context:e.context}),e._crossFadeLFO=new sD({context:e.context,min:0,max:1,type:"triangle",phase:90}).connect(e._crossFade.fade),e._feedbackDelay=new bb({delayTime:r.delayTime,context:e.context}),e.delayTime=e._feedbackDelay.delayTime,FE(m(e),"delayTime"),e._pitch=r.pitch,e._windowSize=r.windowSize,e._delayA.connect(e._crossFade.a),e._delayB.connect(e._crossFade.b),e._frequency.fan(e._lfoA.frequency,e._lfoB.frequency,e._crossFadeLFO.frequency),e.effectSend.fan(e._delayA,e._delayB),e._crossFade.chain(e._feedbackDelay,e.effectReturn);var i=e.now();return e._lfoA.start(i),e._lfoB.start(i),e._crossFadeLFO.start(i),e.windowSize=e._windowSize,e}return(0,x.Z)(n,[{key:"pitch",get:function(){return this._pitch},set:function(e){this._pitch=e;var t=0;e<0?(this._lfoA.min=0,this._lfoA.max=this._windowSize,this._lfoB.min=0,this._lfoB.max=this._windowSize,t=VE(e-1)+1):(this._lfoA.min=this._windowSize,this._lfoA.max=0,this._lfoB.min=this._windowSize,this._lfoB.max=0,t=VE(e)-1),this._frequency.value=t*(1.2/this._windowSize)}},{key:"windowSize",get:function(){return this._windowSize},set:function(e){this._windowSize=this.toSeconds(e),this.pitch=this._pitch}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._frequency.dispose(),this._delayA.dispose(),this._delayB.dispose(),this._lfoA.dispose(),this._lfoB.dispose(),this._crossFade.dispose(),this._crossFadeLFO.dispose(),this._feedbackDelay.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ZO.getDefaults(),{pitch:0,windowSize:.1,delayTime:0,feedback:0})}}]),n}(ZO),tk=function(e){E(n,e);var t=k(n);function n(){var e,r,i;(0,w.Z)(this,n),(i=t.call(this,fE(n.getDefaults(),arguments,["frequency","octaves","baseFrequency"]))).name="Phaser";var o=fE(n.getDefaults(),arguments,["frequency","octaves","baseFrequency"]);return i._lfoL=new sD({context:i.context,frequency:o.frequency,min:0,max:1}),i._lfoR=new sD({context:i.context,frequency:o.frequency,min:0,max:1,phase:180}),i._baseFrequency=i.toFrequency(o.baseFrequency),i._octaves=o.octaves,i.Q=new mb({context:i.context,value:o.Q,units:"positive"}),i._filtersL=i._makeFilters(o.stages,i._lfoL),i._filtersR=i._makeFilters(o.stages,i._lfoR),i.frequency=i._lfoL.frequency,i.frequency.value=o.frequency,(e=i).connectEffectLeft.apply(e,(0,A.Z)(i._filtersL)),(r=i).connectEffectRight.apply(r,(0,A.Z)(i._filtersR)),i._lfoL.frequency.connect(i._lfoR.frequency),i.baseFrequency=o.baseFrequency,i.octaves=o.octaves,i._lfoL.start(),i._lfoR.start(),FE(m(i),["frequency","Q"]),i}return(0,x.Z)(n,[{key:"_makeFilters",value:function(e,t){for(var n=[],r=0;r<e;r++){var i=this.context.createBiquadFilter();i.type="allpass",this.Q.connect(i.Q),t.connect(i.frequency),n.push(i)}return n}},{key:"octaves",get:function(){return this._octaves},set:function(e){this._octaves=e;var t=this._baseFrequency*Math.pow(2,e);this._lfoL.max=t,this._lfoR.max=t}},{key:"baseFrequency",get:function(){return this._baseFrequency},set:function(e){this._baseFrequency=this.toFrequency(e),this._lfoL.min=this._baseFrequency,this._lfoR.min=this._baseFrequency,this.octaves=this._octaves}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.Q.dispose(),this._lfoL.dispose(),this._lfoR.dispose(),this._filtersL.forEach((function(e){return e.disconnect()})),this._filtersR.forEach((function(e){return e.disconnect()})),this.frequency.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(IO.getDefaults(),{frequency:.5,octaves:3,stages:10,Q:10,baseFrequency:350})}}]),n}(IO),nk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["decay"]))).name="Reverb",e._convolver=e.context.createConvolver(),e.ready=Promise.resolve();var r=fE(n.getDefaults(),arguments,["decay"]);return e._decay=r.decay,e._preDelay=r.preDelay,e.generate(),e.connectEffect(e._convolver),e}return(0,x.Z)(n,[{key:"decay",get:function(){return this._decay},set:function(e){R_(e=this.toSeconds(e),.001),this._decay=e,this.generate()}},{key:"preDelay",get:function(){return this._preDelay},set:function(e){R_(e=this.toSeconds(e),0),this._preDelay=e,this.generate()}},{key:"generate",value:function(){return nE(this,void 0,void 0,p().mark((function e(){var t,n,r,i,o,a,s;return p().wrap((function(e){for(;;)switch(e.prev=e.next){case 0:return t=this.ready,n=new ME(2,this._decay+this._preDelay,this.context.sampleRate),r=new Lb({context:n}),i=new Lb({context:n}),o=new RO({context:n}),r.connect(o,0,0),i.connect(o,0,1),a=new hb({context:n}).toDestination(),o.connect(a),r.start(0),i.start(0),a.gain.setValueAtTime(0,0),a.gain.setValueAtTime(1,this._preDelay),a.gain.exponentialApproachValueAtTime(0,this._preDelay,this.decay),s=n.render(),this.ready=s.then(BE),e.next=18,t;case 18:return e.next=20,s;case 20:return this._convolver.buffer=e.sent.get(),e.abrupt("return",this);case 22:case"end":return e.stop()}}),e,this)})))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._convolver.disconnect(),this}}],[{key:"getDefaults",value:function(){return Object.assign(kO.getDefaults(),{decay:1.5,preDelay:.01})}}]),n}(kO),rk=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="MidSideSplit",e._split=e.input=new MO({channels:2,context:e.context}),e._midAdd=new iD({context:e.context}),e.mid=new Yb({context:e.context,value:Math.SQRT1_2}),e._sideSubtract=new vD({context:e.context}),e.side=new Yb({context:e.context,value:Math.SQRT1_2}),e._split.connect(e._midAdd,0),e._split.connect(e._midAdd.addend,1),e._split.connect(e._sideSubtract,0),e._split.connect(e._sideSubtract.subtrahend,1),e._midAdd.connect(e.mid),e._sideSubtract.connect(e.side),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.mid.dispose(),this.side.dispose(),this._midAdd.dispose(),this._sideSubtract.dispose(),this._split.dispose(),this}}]),n}(ub),ik=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="MidSideMerge",e.mid=new hb({context:e.context}),e.side=new hb({context:e.context}),e._left=new iD({context:e.context}),e._leftMult=new Yb({context:e.context,value:Math.SQRT1_2}),e._right=new vD({context:e.context}),e._rightMult=new Yb({context:e.context,value:Math.SQRT1_2}),e._merge=e.output=new RO({context:e.context}),e.mid.fan(e._left),e.side.connect(e._left.addend),e.mid.connect(e._right),e.side.connect(e._right.subtrahend),e._left.connect(e._leftMult),e._right.connect(e._rightMult),e._leftMult.connect(e._merge,0,0),e._rightMult.connect(e._merge,0,1),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.mid.dispose(),this.side.dispose(),this._leftMult.dispose(),this._rightMult.dispose(),this._left.dispose(),this._right.dispose(),this}}]),n}(ub),ok=function(e){E(n,e);var t=k(n);function n(e){var r;return(0,w.Z)(this,n),(r=t.call(this,e)).name="MidSideEffect",r._midSideMerge=new ik({context:r.context}),r._midSideSplit=new rk({context:r.context}),r._midSend=r._midSideSplit.mid,r._sideSend=r._midSideSplit.side,r._midReturn=r._midSideMerge.mid,r._sideReturn=r._midSideMerge.side,r.effectSend.connect(r._midSideSplit),r._midSideMerge.connect(r.effectReturn),r}return(0,x.Z)(n,[{key:"connectEffectMid",value:function(){for(var e,t=arguments.length,n=new Array(t),r=0;r<t;r++)n[r]=arguments[r];(e=this._midSend).chain.apply(e,n.concat([this._midReturn]))}},{key:"connectEffectSide",value:function(){for(var e,t=arguments.length,n=new Array(t),r=0;r<t;r++)n[r]=arguments[r];(e=this._sideSend).chain.apply(e,n.concat([this._sideReturn]))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._midSideSplit.dispose(),this._midSideMerge.dispose(),this._midSend.dispose(),this._sideSend.dispose(),this._midReturn.dispose(),this._sideReturn.dispose(),this}}]),n}(kO),ak=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["width"]))).name="StereoWidener";var r=fE(n.getDefaults(),arguments,["width"]);return e.width=new mb({context:e.context,value:r.width,units:"normalRange"}),FE(m(e),["width"]),e._twoTimesWidthMid=new Yb({context:e.context,value:2}),e._twoTimesWidthSide=new Yb({context:e.context,value:2}),e._midMult=new Yb({context:e.context}),e._twoTimesWidthMid.connect(e._midMult.factor),e.connectEffectMid(e._midMult),e._oneMinusWidth=new vD({context:e.context}),e._oneMinusWidth.connect(e._twoTimesWidthMid),lb(e.context.getConstant(1),e._oneMinusWidth),e.width.connect(e._oneMinusWidth.subtrahend),e._sideMult=new Yb({context:e.context}),e.width.connect(e._twoTimesWidthSide),e._twoTimesWidthSide.connect(e._sideMult.factor),e.connectEffectSide(e._sideMult),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.width.dispose(),this._midMult.dispose(),this._sideMult.dispose(),this._twoTimesWidthMid.dispose(),this._twoTimesWidthSide.dispose(),this._oneMinusWidth.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ok.getDefaults(),{width:.5})}}]),n}(ok),sk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","depth"]))).name="Tremolo";var r=fE(n.getDefaults(),arguments,["frequency","depth"]);return e._lfoL=new sD({context:e.context,type:r.type,min:1,max:0}),e._lfoR=new sD({context:e.context,type:r.type,min:1,max:0}),e._amplitudeL=new hb({context:e.context}),e._amplitudeR=new hb({context:e.context}),e.frequency=new mb({context:e.context,value:r.frequency,units:"frequency"}),e.depth=new mb({context:e.context,value:r.depth,units:"normalRange"}),FE(m(e),["frequency","depth"]),e.connectEffectLeft(e._amplitudeL),e.connectEffectRight(e._amplitudeR),e._lfoL.connect(e._amplitudeL.gain),e._lfoR.connect(e._amplitudeR.gain),e.frequency.fan(e._lfoL.frequency,e._lfoR.frequency),e.depth.fan(e._lfoR.amplitude,e._lfoL.amplitude),e.spread=r.spread,e}return(0,x.Z)(n,[{key:"start",value:function(e){return this._lfoL.start(e),this._lfoR.start(e),this}},{key:"stop",value:function(e){return this._lfoL.stop(e),this._lfoR.stop(e),this}},{key:"sync",value:function(){return this._lfoL.sync(),this._lfoR.sync(),this.context.transport.syncSignal(this.frequency),this}},{key:"unsync",value:function(){return this._lfoL.unsync(),this._lfoR.unsync(),this.context.transport.unsyncSignal(this.frequency),this}},{key:"type",get:function(){return this._lfoL.type},set:function(e){this._lfoL.type=e,this._lfoR.type=e}},{key:"spread",get:function(){return this._lfoR.phase-this._lfoL.phase},set:function(e){this._lfoL.phase=90-e/2,this._lfoR.phase=e/2+90}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._lfoL.dispose(),this._lfoR.dispose(),this._amplitudeL.dispose(),this._amplitudeR.dispose(),this.frequency.dispose(),this.depth.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(IO.getDefaults(),{frequency:10,type:"sine",depth:.5,spread:180})}}]),n}(IO),uk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["frequency","depth"]))).name="Vibrato";var r=fE(n.getDefaults(),arguments,["frequency","depth"]);return e._delayNode=new bb({context:e.context,delayTime:0,maxDelay:r.maxDelay}),e._lfo=new sD({context:e.context,type:r.type,min:0,max:r.maxDelay,frequency:r.frequency,phase:-90}).start().connect(e._delayNode.delayTime),e.frequency=e._lfo.frequency,e.depth=e._lfo.amplitude,e.depth.value=r.depth,FE(m(e),["frequency","depth"]),e.effectSend.chain(e._delayNode,e.effectReturn),e}return(0,x.Z)(n,[{key:"type",get:function(){return this._lfo.type},set:function(e){this._lfo.type=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._delayNode.dispose(),this._lfo.dispose(),this.frequency.dispose(),this.depth.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(kO.getDefaults(),{maxDelay:.005,frequency:5,depth:.1,type:"sine"})}}]),n}(kO),ck=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["type","size"]))).name="Analyser",e._analysers=[],e._buffers=[];var r=fE(n.getDefaults(),arguments,["type","size"]);e.input=e.output=e._gain=new hb({context:e.context}),e._split=new MO({context:e.context,channels:r.channels}),e.input.connect(e._split),R_(r.channels,1);for(var i=0;i<r.channels;i++)e._analysers[i]=e.context.createAnalyser(),e._split.connect(e._analysers[i],i,0);return e.size=r.size,e.type=r.type,e}return(0,x.Z)(n,[{key:"getValue",value:function(){var e=this;return this._analysers.forEach((function(t,n){var r=e._buffers[n];"fft"===e._type?t.getFloatFrequencyData(r):"waveform"===e._type&&t.getFloatTimeDomainData(r)})),1===this.channels?this._buffers[0]:this._buffers}},{key:"size",get:function(){return this._analysers[0].frequencyBinCount},set:function(e){var t=this;this._analysers.forEach((function(n,r){n.fftSize=2*e,t._buffers[r]=new Float32Array(e)}))}},{key:"channels",get:function(){return this._analysers.length}},{key:"type",get:function(){return this._type},set:function(e){M_("waveform"===e||"fft"===e,"Analyser: invalid type: ".concat(e)),this._type=e}},{key:"smoothing",get:function(){return this._analysers[0].smoothingTimeConstant},set:function(e){this._analysers.forEach((function(t){return t.smoothingTimeConstant=e}))}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._analysers.forEach((function(e){return e.disconnect()})),this._split.dispose(),this._gain.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{size:1024,smoothing:.8,type:"fft",channels:1})}}]),n}(ub),lk=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="MeterBase",e.input=e.output=e._analyser=new ck({context:e.context,size:256,type:"waveform"}),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return 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".concat(this.size)),e*this.context.sampleRate/(2*this.size)}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{normalRange:!1,size:1024,smoothing:.8})}}]),n}(lk),pk=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="DCMeter",e._analyser.type="waveform",e._analyser.size=256,e}return(0,x.Z)(n,[{key:"getValue",value:function(){return this._analyser.getValue()[0]}}]),n}(lk),dk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["size"]))).name="Waveform";var r=fE(n.getDefaults(),arguments,["size"]);return e._analyser.type="waveform",e.size=r.size,e}return(0,x.Z)(n,[{key:"getValue",value:function(){return this._analyser.getValue()}},{key:"size",get:function(){return this._analyser.size},set:function(e){this._analyser.size=e}}],[{key:"getDefaults",value:function(){return Object.assign(lk.getDefaults(),{size:1024})}}]),n}(lk),mk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["solo"]))).name="Solo";var r=fE(n.getDefaults(),arguments,["solo"]);return e.input=e.output=new hb({context:e.context}),n._allSolos.has(e.context)||n._allSolos.set(e.context,new Set),n._allSolos.get(e.context).add(m(e)),e.solo=r.solo,e}return(0,x.Z)(n,[{key:"solo",get:function(){return this._isSoloed()},set:function(e){e?this._addSolo():this._removeSolo(),n._allSolos.get(this.context).forEach((function(e){return e._updateSolo()}))}},{key:"muted",get:function(){return 0===this.input.gain.value}},{key:"_addSolo",value:function(){n._soloed.has(this.context)||n._soloed.set(this.context,new Set),n._soloed.get(this.context).add(this)}},{key:"_removeSolo",value:function(){n._soloed.has(this.context)&&n._soloed.get(this.context).delete(this)}},{key:"_isSoloed",value:function(){return n._soloed.has(this.context)&&n._soloed.get(this.context).has(this)}},{key:"_noSolos",value:function(){return!n._soloed.has(this.context)||n._soloed.has(this.context)&&0===n._soloed.get(this.context).size}},{key:"_updateSolo",value:function(){this._isSoloed()||this._noSolos()?this.input.gain.value=1:this.input.gain.value=0}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),n._allSolos.get(this.context).delete(this),this._removeSolo(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{solo:!1})}}]),n}(ub);mk._allSolos=new Map,mk._soloed=new Map;var vk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["pan","volume"]))).name="PanVol";var r=fE(n.getDefaults(),arguments,["pan","volume"]);return e._panner=e.input=new xO({context:e.context,pan:r.pan,channelCount:r.channelCount}),e.pan=e._panner.pan,e._volume=e.output=new Fb({context:e.context,volume:r.volume}),e.volume=e._volume.volume,e._panner.connect(e._volume),e.mute=r.mute,FE(m(e),["pan","volume"]),e}return(0,x.Z)(n,[{key:"mute",get:function(){return this._volume.mute},set:function(e){this._volume.mute=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._panner.dispose(),this.pan.dispose(),this._volume.dispose(),this.volume.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{mute:!1,pan:0,volume:0,channelCount:1})}}]),n}(ub),yk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["volume","pan"]))).name="Channel";var r=fE(n.getDefaults(),arguments,["volume","pan"]);return e._solo=e.input=new mk({solo:r.solo,context:e.context}),e._panVol=e.output=new vk({context:e.context,pan:r.pan,volume:r.volume,mute:r.mute,channelCount:r.channelCount}),e.pan=e._panVol.pan,e.volume=e._panVol.volume,e._solo.connect(e._panVol),FE(m(e),["pan","volume"]),e}return(0,x.Z)(n,[{key:"solo",get:function(){return this._solo.solo},set:function(e){this._solo.solo=e}},{key:"muted",get:function(){return this._solo.muted||this.mute}},{key:"mute",get:function(){return this._panVol.mute},set:function(e){this._panVol.mute=e}},{key:"_getBus",value:function(e){return n.buses.has(e)||n.buses.set(e,new hb({context:this.context})),n.buses.get(e)}},{key:"send",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:0,n=this._getBus(e),r=new hb({context:this.context,units:"decibels",gain:t});return this.connect(r),r.connect(n),r}},{key:"receive",value:function(e){return this._getBus(e).connect(this),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._panVol.dispose(),this.pan.dispose(),this.volume.dispose(),this._solo.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{pan:0,volume:0,mute:!1,solo:!1,channelCount:1})}}]),n}(ub);yk.buses=new Map;var gk=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="Mono",e.input=new hb({context:e.context}),e._merge=e.output=new RO({channels:2,context:e.context}),e.input.connect(e._merge,0,0),e.input.connect(e._merge,0,1),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._merge.dispose(),this.input.dispose(),this}}]),n}(ub),_k=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["lowFrequency","highFrequency"]))).name="MultibandSplit",e.input=new hb({context:e.context}),e.output=void 0,e.low=new FD({context:e.context,frequency:0,type:"lowpass"}),e._lowMidFilter=new FD({context:e.context,frequency:0,type:"highpass"}),e.mid=new FD({context:e.context,frequency:0,type:"lowpass"}),e.high=new FD({context:e.context,frequency:0,type:"highpass"}),e._internalChannels=[e.low,e.mid,e.high];var r=fE(n.getDefaults(),arguments,["lowFrequency","highFrequency"]);return e.lowFrequency=new mb({context:e.context,units:"frequency",value:r.lowFrequency}),e.highFrequency=new mb({context:e.context,units:"frequency",value:r.highFrequency}),e.Q=new mb({context:e.context,units:"positive",value:r.Q}),e.input.fan(e.low,e.high),e.input.chain(e._lowMidFilter,e.mid),e.lowFrequency.fan(e.low.frequency,e._lowMidFilter.frequency),e.highFrequency.fan(e.mid.frequency,e.high.frequency),e.Q.connect(e.low.Q),e.Q.connect(e._lowMidFilter.Q),e.Q.connect(e.mid.Q),e.Q.connect(e.high.Q),FE(m(e),["high","mid","low","highFrequency","lowFrequency"]),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),qE(this,["high","mid","low","highFrequency","lowFrequency"]),this.low.dispose(),this._lowMidFilter.dispose(),this.mid.dispose(),this.high.dispose(),this.lowFrequency.dispose(),this.highFrequency.dispose(),this.Q.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{Q:1,highFrequency:2500,lowFrequency:400})}}]),n}(ub),Ek=function(e){E(n,e);var t=k(n);function n(){var e;return(0,w.Z)(this,n),(e=t.apply(this,arguments)).name="Listener",e.positionX=new sb({context:e.context,param:e.context.rawContext.listener.positionX}),e.positionY=new sb({context:e.context,param:e.context.rawContext.listener.positionY}),e.positionZ=new sb({context:e.context,param:e.context.rawContext.listener.positionZ}),e.forwardX=new sb({context:e.context,param:e.context.rawContext.listener.forwardX}),e.forwardY=new sb({context:e.context,param:e.context.rawContext.listener.forwardY}),e.forwardZ=new sb({context:e.context,param:e.context.rawContext.listener.forwardZ}),e.upX=new sb({context:e.context,param:e.context.rawContext.listener.upX}),e.upY=new sb({context:e.context,param:e.context.rawContext.listener.upY}),e.upZ=new sb({context:e.context,param:e.context.rawContext.listener.upZ}),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.positionX.dispose(),this.positionY.dispose(),this.positionZ.dispose(),this.forwardX.dispose(),this.forwardY.dispose(),this.forwardZ.dispose(),this.upX.dispose(),this.upY.dispose(),this.upZ.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{positionX:0,positionY:0,positionZ:0,forwardX:0,forwardY:0,forwardZ:-1,upX:0,upY:1,upZ:0})}}]),n}(ub);OE((function(e){e.listener=new Ek({context:e})})),AE((function(e){e.listener.dispose()}));var bk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["positionX","positionY","positionZ"]))).name="Panner3D";var r=fE(n.getDefaults(),arguments,["positionX","positionY","positionZ"]);return e._panner=e.input=e.output=e.context.createPanner(),e.panningModel=r.panningModel,e.maxDistance=r.maxDistance,e.distanceModel=r.distanceModel,e.coneOuterGain=r.coneOuterGain,e.coneOuterAngle=r.coneOuterAngle,e.coneInnerAngle=r.coneInnerAngle,e.refDistance=r.refDistance,e.rolloffFactor=r.rolloffFactor,e.positionX=new sb({context:e.context,param:e._panner.positionX,value:r.positionX}),e.positionY=new sb({context:e.context,param:e._panner.positionY,value:r.positionY}),e.positionZ=new sb({context:e.context,param:e._panner.positionZ,value:r.positionZ}),e.orientationX=new sb({context:e.context,param:e._panner.orientationX,value:r.orientationX}),e.orientationY=new sb({context:e.context,param:e._panner.orientationY,value:r.orientationY}),e.orientationZ=new sb({context:e.context,param:e._panner.orientationZ,value:r.orientationZ}),e}return(0,x.Z)(n,[{key:"setPosition",value:function(e,t,n){return this.positionX.value=e,this.positionY.value=t,this.positionZ.value=n,this}},{key:"setOrientation",value:function(e,t,n){return this.orientationX.value=e,this.orientationY.value=t,this.orientationZ.value=n,this}},{key:"panningModel",get:function(){return this._panner.panningModel},set:function(e){this._panner.panningModel=e}},{key:"refDistance",get:function(){return this._panner.refDistance},set:function(e){this._panner.refDistance=e}},{key:"rolloffFactor",get:function(){return this._panner.rolloffFactor},set:function(e){this._panner.rolloffFactor=e}},{key:"distanceModel",get:function(){return this._panner.distanceModel},set:function(e){this._panner.distanceModel=e}},{key:"coneInnerAngle",get:function(){return this._panner.coneInnerAngle},set:function(e){this._panner.coneInnerAngle=e}},{key:"coneOuterAngle",get:function(){return this._panner.coneOuterAngle},set:function(e){this._panner.coneOuterAngle=e}},{key:"coneOuterGain",get:function(){return this._panner.coneOuterGain},set:function(e){this._panner.coneOuterGain=e}},{key:"maxDistance",get:function(){return this._panner.maxDistance},set:function(e){this._panner.maxDistance=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._panner.disconnect(),this.orientationX.dispose(),this.orientationY.dispose(),this.orientationZ.dispose(),this.positionX.dispose(),this.positionY.dispose(),this.positionZ.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{coneInnerAngle:360,coneOuterAngle:360,coneOuterGain:0,distanceModel:"inverse",maxDistance:1e4,orientationX:0,orientationY:0,orientationZ:0,panningModel:"equalpower",positionX:0,positionY:0,positionZ:0,refDistance:1,rolloffFactor:1})}}]),n}(ub),Dk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments))).name="Recorder";var r=fE(n.getDefaults(),arguments);return e.input=new hb({context:e.context}),M_(n.supported,"Media Recorder API is not available"),e._stream=e.context.createMediaStreamDestination(),e.input.connect(e._stream),e._recorder=new MediaRecorder(e._stream.stream,{mimeType:r.mimeType}),e}return(0,x.Z)(n,[{key:"mimeType",get:function(){return this._recorder.mimeType}},{key:"state",get:function(){return"inactive"===this._recorder.state?"stopped":"paused"===this._recorder.state?"paused":"started"}},{key:"start",value:function(){return nE(this,void 0,void 0,p().mark((function e(){var t,n=this;return p().wrap((function(e){for(;;)switch(e.prev=e.next){case 0:return M_("started"!==this.state,"Recorder is already started"),t=new Promise((function(e){n._recorder.addEventListener("start",(function t(){n._recorder.removeEventListener("start",t,!1),e()}),!1)})),this._recorder.start(),e.next=5,t;case 5:return e.abrupt("return",e.sent);case 6:case"end":return e.stop()}}),e,this)})))}},{key:"stop",value:function(){return nE(this,void 0,void 0,p().mark((function e(){var t,n=this;return p().wrap((function(e){for(;;)switch(e.prev=e.next){case 0:return M_("stopped"!==this.state,"Recorder is not started"),t=new Promise((function(e){n._recorder.addEventListener("dataavailable",(function t(r){n._recorder.removeEventListener("dataavailable",t,!1),e(r.data)}),!1)})),this._recorder.stop(),e.next=5,t;case 5:return e.abrupt("return",e.sent);case 6:case"end":return e.stop()}}),e,this)})))}},{key:"pause",value:function(){return M_("started"===this.state,"Recorder must be started"),this._recorder.pause(),this}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.input.dispose(),this._stream.disconnect(),this}}],[{key:"getDefaults",value:function(){return ub.getDefaults()}},{key:"supported",get:function(){return null!==J_&&Reflect.has(J_,"MediaRecorder")}}]),n}(ub),Ok=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["threshold","ratio"]))).name="Compressor",e._compressor=e.context.createDynamicsCompressor(),e.input=e._compressor,e.output=e._compressor;var r=fE(n.getDefaults(),arguments,["threshold","ratio"]);return e.threshold=new sb({minValue:e._compressor.threshold.minValue,maxValue:e._compressor.threshold.maxValue,context:e.context,convert:!1,param:e._compressor.threshold,units:"decibels",value:r.threshold}),e.attack=new sb({minValue:e._compressor.attack.minValue,maxValue:e._compressor.attack.maxValue,context:e.context,param:e._compressor.attack,units:"time",value:r.attack}),e.release=new sb({minValue:e._compressor.release.minValue,maxValue:e._compressor.release.maxValue,context:e.context,param:e._compressor.release,units:"time",value:r.release}),e.knee=new sb({minValue:e._compressor.knee.minValue,maxValue:e._compressor.knee.maxValue,context:e.context,convert:!1,param:e._compressor.knee,units:"decibels",value:r.knee}),e.ratio=new sb({minValue:e._compressor.ratio.minValue,maxValue:e._compressor.ratio.maxValue,context:e.context,convert:!1,param:e._compressor.ratio,units:"positive",value:r.ratio}),FE(m(e),["knee","release","attack","ratio","threshold"]),e}return(0,x.Z)(n,[{key:"reduction",get:function(){return this._compressor.reduction}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._compressor.disconnect(),this.attack.dispose(),this.release.dispose(),this.threshold.dispose(),this.ratio.dispose(),this.knee.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{attack:.003,knee:30,ratio:12,release:.25,threshold:-24})}}]),n}(ub),kk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments,["threshold","smoothing"])))).name="Gate";var r=fE(n.getDefaults(),arguments,["threshold","smoothing"]);return e._follower=new SO({context:e.context,smoothing:r.smoothing}),e._gt=new gD({context:e.context,value:WE(r.threshold)}),e.input=new hb({context:e.context}),e._gate=e.output=new hb({context:e.context}),e.input.connect(e._gate),e.input.chain(e._follower,e._gt,e._gate.gain),e}return(0,x.Z)(n,[{key:"threshold",get:function(){return GE(this._gt.value)},set:function(e){this._gt.value=WE(e)}},{key:"smoothing",get:function(){return this._follower.smoothing},set:function(e){this._follower.smoothing=e}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.input.dispose(),this._follower.dispose(),this._gt.dispose(),this._gate.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{smoothing:.1,threshold:-40})}}]),n}(ub),Ak=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments,["threshold"])))).name="Limiter";var r=fE(n.getDefaults(),arguments,["threshold"]);return e._compressor=e.input=e.output=new Ok({context:e.context,ratio:20,attack:.003,release:.01,threshold:r.threshold}),e.threshold=e._compressor.threshold,FE(m(e),"threshold"),e}return(0,x.Z)(n,[{key:"reduction",get:function(){return this._compressor.reduction}},{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._compressor.dispose(),this.threshold.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{threshold:-12})}}]),n}(ub),wk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments)))).name="MidSideCompressor";var r=fE(n.getDefaults(),arguments);return e._midSideSplit=e.input=new rk({context:e.context}),e._midSideMerge=e.output=new ik({context:e.context}),e.mid=new Ok(Object.assign(r.mid,{context:e.context})),e.side=new Ok(Object.assign(r.side,{context:e.context})),e._midSideSplit.mid.chain(e.mid,e._midSideMerge.mid),e._midSideSplit.side.chain(e.side,e._midSideMerge.side),FE(m(e),["mid","side"]),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this.mid.dispose(),this.side.dispose(),this._midSideSplit.dispose(),this._midSideMerge.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{mid:{ratio:3,threshold:-24,release:.03,attack:.02,knee:16},side:{ratio:6,threshold:-30,release:.25,attack:.03,knee:10}})}}]),n}(ub),xk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,Object.assign(fE(n.getDefaults(),arguments)))).name="MultibandCompressor";var r=fE(n.getDefaults(),arguments);return e._splitter=e.input=new _k({context:e.context,lowFrequency:r.lowFrequency,highFrequency:r.highFrequency}),e.lowFrequency=e._splitter.lowFrequency,e.highFrequency=e._splitter.highFrequency,e.output=new hb({context:e.context}),e.low=new Ok(Object.assign(r.low,{context:e.context})),e.mid=new Ok(Object.assign(r.mid,{context:e.context})),e.high=new Ok(Object.assign(r.high,{context:e.context})),e._splitter.low.chain(e.low,e.output),e._splitter.mid.chain(e.mid,e.output),e._splitter.high.chain(e.high,e.output),FE(m(e),["high","mid","low","highFrequency","lowFrequency"]),e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),this._splitter.dispose(),this.low.dispose(),this.mid.dispose(),this.high.dispose(),this.output.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{lowFrequency:250,highFrequency:2e3,low:{ratio:6,threshold:-30,release:.25,attack:.03,knee:10},mid:{ratio:3,threshold:-24,release:.03,attack:.02,knee:16},high:{ratio:3,threshold:-24,release:.03,attack:.02,knee:16}})}}]),n}(ub),Ck=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["low","mid","high"]))).name="EQ3",e.output=new hb({context:e.context}),e._internalChannels=[];var r=fE(n.getDefaults(),arguments,["low","mid","high"]);return e.input=e._multibandSplit=new _k({context:e.context,highFrequency:r.highFrequency,lowFrequency:r.lowFrequency}),e._lowGain=new hb({context:e.context,gain:r.low,units:"decibels"}),e._midGain=new hb({context:e.context,gain:r.mid,units:"decibels"}),e._highGain=new hb({context:e.context,gain:r.high,units:"decibels"}),e.low=e._lowGain.gain,e.mid=e._midGain.gain,e.high=e._highGain.gain,e.Q=e._multibandSplit.Q,e.lowFrequency=e._multibandSplit.lowFrequency,e.highFrequency=e._multibandSplit.highFrequency,e._multibandSplit.low.chain(e._lowGain,e.output),e._multibandSplit.mid.chain(e._midGain,e.output),e._multibandSplit.high.chain(e._highGain,e.output),FE(m(e),["low","mid","high","lowFrequency","highFrequency"]),e._internalChannels=[e._multibandSplit],e}return(0,x.Z)(n,[{key:"dispose",value:function(){return g(v(n.prototype),"dispose",this).call(this),qE(this,["low","mid","high","lowFrequency","highFrequency"]),this._multibandSplit.dispose(),this.lowFrequency.dispose(),this.highFrequency.dispose(),this._lowGain.dispose(),this._midGain.dispose(),this._highGain.dispose(),this.low.dispose(),this.mid.dispose(),this.high.dispose(),this.Q.dispose(),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{high:0,highFrequency:2500,low:0,lowFrequency:400,mid:0})}}]),n}(ub),Sk=function(e){E(n,e);var t=k(n);function n(){var e;(0,w.Z)(this,n),(e=t.call(this,fE(n.getDefaults(),arguments,["url","onload"]))).name="Convolver",e._convolver=e.context.createConvolver();var r=fE(n.getDefaults(),arguments,["url","onload"]);return e._buffer=new PE(r.url,(function(t){e.buffer=t,r.onload()})),e.input=new hb({context:e.context}),e.output=new hb({context:e.context}),e._buffer.loaded&&(e.buffer=e._buffer),e.normalize=r.normalize,e.input.chain(e._convolver,e.output),e}return(0,x.Z)(n,[{key:"load",value:function(e){return nE(this,void 0,void 0,p().mark((function t(){return p().wrap((function(t){for(;;)switch(t.prev=t.next){case 0:return t.next=2,this._buffer.load(e);case 2:this.buffer=t.sent;case 3:case"end":return t.stop()}}),t,this)})))}},{key:"buffer",get:function(){return 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i=this.toSeconds(r);this._pedal.isDown(i)&&(this._pedal.up(i),this._sustainedNotes.forEach((function(t,n){e._heldNotes.has(n)||e._strings.triggerRelease(n,i)})),this._sustainedNotes.clear())}return this}},{key:"keyDown",value:function(e){var t=e.note,n=e.midi,r=e.time,i=void 0===r?this.immediate():r,o=e.velocity,a=void 0===o?.8:o;return this.loaded&&this.maxPolyphony>this._heldNotes.size+this._sustainedNotes.size?(i=this.toSeconds(i),U_(t)&&(n=Math.round(Ab(t).toMidi())),this._heldNotes.has(n)||(this._heldNotes.set(n,{time:i,velocity:a}),this._strings.triggerAttack(n,i,a))):console.warn("samples not loaded"),this}},{key:"keyUp",value:function(e){var t=e.note,n=e.midi,r=e.time,i=void 0===r?this.immediate():r,o=e.velocity,a=void 0===o?.8:o;if(this.loaded&&(i=this.toSeconds(i),U_(t)&&(n=Math.round(Ab(t).toMidi())),this._heldNotes.has(n))){var s=this._heldNotes.get(n);this._heldNotes.delete(n);var u=3/Math.pow(Math.max(i-s.time,.1),.7)*s.velocity*a;u=Math.max(u,.4),u=Math.min(u,4),this._pedal.isDown(i)?this._sustainedNotes.has(n)||this._sustainedNotes.set(n,i):(this._strings.triggerRelease(n,i),this._harmonics.triggerAttack(n,i,u)),this._keybed.start(n,i,a)}return this}},{key:"stopAll",value:function(){var e=this;return this.pedalUp(),this._heldNotes.forEach((function(t,n){e.keyUp({midi:n})})),this}}],[{key:"getDefaults",value:function(){return Object.assign(ub.getDefaults(),{maxNote:108,minNote:21,pedal:!0,release:!1,url:"https://tambien.github.io/Piano/audio/",velocities:1,maxPolyphony:32,volume:{harmonics:0,keybed:0,pedal:0,strings:0}})}}]),n}(ub),sA=__webpack_require__(9214),uA=__webpack_require__(6951),cA=__webpack_require__.n(uA),lA=function(e,t,n,r){return new(n||(n=Promise))((function(i,o){function a(e){try{u(r.next(e))}catch(t){o(t)}}function s(e){try{u(r.throw(e))}catch(t){o(t)}}function u(e){var t;e.done?i(e.value):(t=e.value,t instanceof n?t:new 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t=this;n.connectedDevices.has(e.id)||(n.connectedDevices.set(e.id,e),this.emit("connect",this._inputToDevice(e)),e.addListener("noteon","all",(function(n){"all"!==t.deviceId&&t.deviceId!==e.id||t.emit("keyDown",{note:"".concat(n.note.name).concat(n.note.octave),midi:n.note.number,velocity:n.velocity,device:t._inputToDevice(e)})})),e.addListener("noteoff","all",(function(n){"all"!==t.deviceId&&t.deviceId!==e.id||t.emit("keyUp",{note:"".concat(n.note.name).concat(n.note.octave),midi:n.note.number,velocity:n.velocity,device:t._inputToDevice(e)})})),e.addListener("controlchange","all",(function(n){"all"!==t.deviceId&&t.deviceId!==e.id||"holdpedal"===n.controller.name&&t.emit(n.value?"pedalDown":"pedalUp",{device:t._inputToDevice(e)})})))}},{key:"_inputToDevice",value:function(e){return{name:e.name,id:e.id,manufacturer:e.manufacturer}}},{key:"_removeListeners",value:function(e){if(n.connectedDevices.has(e.id)){var t=n.connectedDevices.get(e.id);this.emit("disconnect",this._inputToDevice(t)),n.connectedDevices.delete(e.id),t.removeListener("noteon"),t.removeListener("noteoff"),t.removeListener("controlchange")}}},{key:"emit",value:function(e,t){return g(v(n.prototype),"emit",this).call(this,e,t)}},{key:"on",value:function(e,t){return g(v(n.prototype),"on",this).call(this,e,t),this}},{key:"once",value:function(e,t){return g(v(n.prototype),"once",this).call(this,e,t),this}},{key:"off",value:function(e,t){return g(v(n.prototype),"off",this).call(this,e,t),this}}],[{key:"enabled",value:function(){return lA(this,void 0,void 0,p().mark((function e(){return p().wrap((function(e){for(;;)switch(e.prev=e.next){case 0:if(n._isEnabled){e.next=3;break}return e.next=3,new Promise((function(e,t){cA().enable((function(r){r?t(r):(n._isEnabled=!0,e())}))}));case 3:case"end":return e.stop()}}),e)})))}},{key:"getDevices",value:function(){return lA(this,void 0,void 0,p().mark((function e(){return 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if(e instanceof kA)e.triggerAttackRelease(n.duration.valueOf(),t);else if(e instanceof SA)o=(0,hA.LQ)(n),e.keyDown({note:o,time:t,velocity:a}),e.keyUp({note:o,time:t+n.duration.valueOf(),velocity:a});else if(e instanceof wA)o=(0,hA.LQ)(n),e.triggerAttackRelease(o,n.duration.valueOf(),t,a);else if(e instanceof CA){if(!e.has(n.value))throw new Error('name "'.concat(n.value,'" not defined for players'));var s=e.player(n.value);s.start(t),s.stop(t+n.duration.valueOf())}else o=(0,hA.LQ)(n),e.triggerAttackRelease(o,n.duration.valueOf(),t,a)}}))}))},Hd.Pattern.prototype.define("tone",(function(e,t){return t.tone(e)}),{composable:!0,patternified:!1});var FA=function(e){return new bA(e)},qA=function(e){return new DA(e)},BA=function(e){return new OA(e)},PA=function(e){return new gA(e)},MA=function(e){return new _A(e)},RA=function(e){return new EA(e)},IA=function(e){return new kA(e)},NA=function(e){return new AA(e)},LA=function(e){return new yA(e)},jA=function(e,t){return new Promise((function(n){var r=new wA(e,(function(){return n(r)}),t)}))},ZA=function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:"";return e=t?Object.fromEntries(Object.entries(e).map((function(e){var n=(0,f.Z)(e,2),r=n[0],i=n[1];return[r,t+i]}))):e,new Promise((function(t){var n=new CA(e,(function(){return t(n)}))}))},QA=function(e){return new vA(e)},WA=function(){var e=(0,l.Z)(h.mark((function e(){var t,n,r=arguments;return h.wrap((function(e){for(;;)switch(e.prev=e.next){case 0:return t=r.length>0&&void 0!==r[0]?r[0]:{velocities:1},n=new SA(t),e.next=4,n.load();case 4:return e.abrupt("return",n);case 5:case"end":return e.stop()}}),e)})));return function(){return e.apply(this,arguments)}}(),GA=function(e){return new mA(e)},VA=function(e){return new dA(e,"lowpass")},HA=function(e){return new dA(e,"highpass")},$A=function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:.1,n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:.4,r=arguments.length>3&&void 0!==arguments[3]?arguments[3]:.01;return{envelope:{attack:e,decay:t,sustain:n,release:r}}},zA=function(e){return{oscillator:{type:e}}},UA=function(){return xA()},YA=__webpack_require__(1372),XA=TA();function KA(){return KA=(0,l.Z)(h.mark((function e(t){var n,r,i,o,a,s,u,c;return h.wrap((function(e){for(;;)switch(e.prev=e.next){case 0:return pA.getTransport().cancel(),pA.getTransport().stop(),a=Number(prompt("How many seconds to run?"))||60,i=performance.now(),console.log("evaluating.."),e.next=7,(0,YA.k)(t);case 7:s=e.sent,u=s.pattern,o=performance.now()-i,console.log("evaluate took",o,"ms"),console.log("querying.."),i=performance.now(),c=null===u||void 0===u||null===(n=u.query(new Hd.State(new Hd.TimeSpan(0,a))))||void 0===n||null===(r=n.filter((function(e){return e.part.begin.equals(e.whole.begin)})))||void 0===r?void 0:r.map((function(e){return{time:e.whole.begin.valueOf(),duration:e.whole.end.sub(e.whole.begin).valueOf(),value:e.value,context:e.context}})),o=performance.now()-i,console.log("query took",o,"ms"),console.log("scheduling.."),i=performance.now(),c.forEach((function(e){pA.getTransport().schedule((function(t){try{var n=e.context,r=n.onTrigger,i=n.velocity;if(r)r(t,e);else{if(!XA)throw new Error("no defaultSynth passed to useRepl.");var o=(0,hA.LQ)(e);XA.triggerAttackRelease(o,e.duration.valueOf(),t,i)}}catch(a){console.warn(a),a.message="unplayable event: "+(null===a||void 0===a?void 0:a.message),console.error(a)}}),e.time)})),o=performance.now()-i,console.log("scheduling took",o,"ms"),console.log("now starting!"),pA.getTransport().start("+0.5");case 23:case"end":return e.stop()}}),e)}))),KA.apply(this,arguments)}var JA=function(e){return KA.apply(this,arguments)},ew='stack(\n "c3@3 [eb3, g3, [c4 d4]/2]",\n "c2 g2",\n "[eb4@5 [f4 eb4 d4]@3] [eb4 c4]/2".slow(8)\n)',tw="stack(\n timeCat([3, c3], [1, stack(eb3, g3, seq(c4, d4).slow(2))]),\n seq(c2, g2),\n seq(\n timeCat([5, eb4], [3, seq(f4, eb4, d4)]), \n seq(eb4, c4).slow(2)\n ).slow(4)\n)",nw="stack(\n seq(\n e5, [b4, c5], d5, [c5, b4],\n a4, [a4, c5], e5, [d5, c5],\n b4, [r, c5], d5, e5,\n c5, a4, a4, r,\n [r, d5], [r, f5], a5, [g5, f5],\n e5, [r, c5], e5, [d5, c5],\n b4, [b4, c5], d5, e5,\n c5, a4, a4, r,\n ).rev(),\n seq(\n e2, e3, e2, e3, e2, e3, e2, e3,\n a2, a3, a2, a3, a2, a3, a2, a3,\n gs2, gs3, gs2, gs3, e2, e3, e2, e3,\n a2, a3, a2, a3, a2, a3, b1, c2,\n d2, d3, d2, d3, d2, d3, d2, d3,\n c2, c3, c2, c3, c2, c3, c2, c3,\n b1, b2, b1, b2, e2, e3, e2, e3,\n a1, a2, a1, a2, a1, a2, a1, a2,\n ).rev()\n).slow(16)",rw="`[[e5 [b4 c5] d5 [c5 b4]]\n[a4 [a4 c5] e5 [d5 c5]]\n[b4 [~ c5] d5 e5]\n[c5 a4 a4 ~]\n[[~ d5] [~ f5] a5 [g5 f5]]\n[e5 [~ c5] e5 [d5 c5]]\n[b4 [b4 c5] d5 e5]\n[c5 a4 a4 ~]],\n[[e2 e3]*4]\n[[a2 a3]*4]\n[[g#2 g#3]*2 [e2 e3]*2]\n[a2 a3 a2 a3 a2 a3 b1 c2]\n[[d2 d3]*4]\n[[c2 c3]*4]\n[[b1 b2]*2 [e2 e3]*2]\n[[a1 a2]*4]`.slow(16)\n",iw="seq(e4, [b2, b3], c4)\n.every(4, fast(2))\n.every(3, slow(1.5))\n.fast(cat(1.25, 1, 1.5))\n.every(2, _ => seq(e4, r, e3, d4, r))",ow='stack(\n seq(\n "~",\n "~",\n "~",\n "A5 [F5@2 C5] [D5@2 F5] F5",\n "[C5@2 F5] [F5@2 C6] A5 G5",\n "A5 [F5@2 C5] [D5@2 F5] F5",\n "[C5@2 F5] [Bb5 A5 G5] F5@2",\n "A5 [F5@2 C5] [D5@2 F5] F5",\n "[C5@2 F5] [F5@2 C6] A5 G5",\n "A5 [F5@2 C5] [D5@2 F5] F5",\n "[C5@2 F5] [Bb5 A5 G5] F5@2",\n "A5 [F5@2 C5] A5 F5",\n "Ab5 [F5@2 Ab5] G5@2",\n "A5 [F5@2 C5] A5 F5",\n "Ab5 [F5@2 C5] C6@2",\n "A5 [F5@2 C5] [D5@2 F5] F5",\n "[C5@2 F5] [Bb5 A5 G5] F5@2"\n ),\n seq(\n "[F4,Bb4,D5] [[D4,G4,Bb4]@2 [Bb3,D4,F4]] [[G3,C4,E4]@2 [[Ab3,F4] [A3,Gb4]]] [Bb3,E4,G4]",\n "[~ [F3, A3, C3] [F3, A3, C3]] [~ [F3, A3, C3] [F3, A3, C3]] [~ [F3, Bb3, D3] [F3, Bb3, D3]] [~ [F3, Bb3, Db3] [F3, Bb3, Db3]]",\n "[~ [F3, A3, C3] [F3, A3, C3]] [~ [F3, A3, C3] [F3, A3, C3]] [~ [F3, Bb3, D3] [F3, Bb3, D3]] [~ [F3, B3, D3] [F3, B3, D3]]",\n "[~ [F3, A3, C3] [F3, A3, C3]] [~ [F3, A3, C3] [F3, A3, C3]] [~ [F3, Bb3, D3] [F3, Bb3, D3]] [~ [F3, B3, D3] [F3, B3, D3]]",\n "[~ [A3, C4, E4] [A3, C4, E4]] [~ [Ab3, C4, Eb4] [Ab3, C4, Eb4]] [~ [F3, Bb3, D3] [F3, Bb3, D3]] [~ [G3, C4, E4] [G3, C4, E4]]",\n "[~ [F3, A3, C4] [F3, A3, C4]] [~ [F3, A3, C4] [F3, A3, C4]] [~ [F3, Bb3, D3] [F3, Bb3, D3]] [~ [F3, B3, D3] [F3, B3, D3]]",\n "[~ [F3, Bb3, D4] [F3, Bb3, D4]] [~ [F3, Bb3, C4] [F3, Bb3, C4]] [~ [F3, A3, C4] [F3, A3, C4]] [~ [F3, A3, C4] [F3, A3, C4]]",\n "[~ [F3, A3, C3] [F3, A3, C3]] [~ [F3, A3, C3] [F3, A3, C3]] [~ [F3, Bb3, D3] [F3, Bb3, D3]] [~ [F3, B3, D3] [F3, B3, D3]]",\n "[~ [A3, C4, E4] [A3, C4, E4]] [~ [Ab3, C4, Eb4] [Ab3, C4, Eb4]] [~ [F3, Bb3, D3] [F3, Bb3, D3]] [~ [G3, C4, E4] [G3, C4, E4]]",\n "[~ [F3, A3, C3] [F3, A3, C3]] [~ [F3, A3, C3] [F3, A3, C3]] [~ [F3, Bb3, D3] [F3, Bb3, D3]] [~ [F3, B3, D3] [F3, B3, D3]]",\n "[~ [F3, Bb3, D4] [F3, Bb3, D4]] [~ [F3, Bb3, C4] [F3, Bb3, C4]] [~ [F3, A3, C4] [F3, A3, C4]] [~ [F3, A3, C4] [F3, A3, C4]]",\n "[~ [Bb3, D3, F4] [Bb3, D3, F4]] [~ [Bb3, D3, F4] [Bb3, D3, F4]] [~ [A3, C4, F4] [A3, C4, F4]] [~ [A3, C4, F4] [A3, C4, F4]]",\n "[~ [Ab3, B3, F4] [Ab3, B3, F4]] [~ [Ab3, B3, F4] [Ab3, B3, F4]] [~ [G3, Bb3, F4] [G3, Bb3, F4]] [~ [G3, Bb3, E4] [G3, Bb3, E4]]",\n "[~ [Bb3, D3, F4] [Bb3, D3, F4]] [~ [Bb3, D3, F4] [Bb3, D3, F4]] [~ [A3, C4, F4] [A3, C4, F4]] [~ [A3, C4, F4] [A3, C4, F4]]",\n "[~ [Ab3, B3, F4] [Ab3, B3, F4]] [~ [Ab3, B3, F4] [Ab3, B3, F4]] [~ [G3, Bb3, F4] [G3, Bb3, F4]] [~ [G3, Bb3, E4] [G3, Bb3, E4]]",\n "[~ [F3, A3, C3] [F3, A3, C3]] [~ [F3, A3, C3] [F3, A3, C3]] [~ [F3, Bb3, D3] [F3, Bb3, D3]] [~ [F3, B3, D3] [F3, B3, D3]]",\n "[~ [F3, Bb3, D4] [F3, Bb3, D4]] [~ [F3, Bb3, C4] [F3, Bb3, C4]] [~ [F3, A3, C4] [F3, A3, C4]] [~ [F3, A3, C4] [F3, A3, C4]]"\n ),\n seq(\n "[G3 G3 C3 E3]",\n "[F2 D2 G2 C2]",\n "[F2 D2 G2 C2]",\n "[F2 A2 Bb2 B2]",\n "[A2 Ab2 G2 C2]",\n "[F2 A2 Bb2 B2]",\n "[G2 C2 F2 F2]",\n "[F2 A2 Bb2 B2]",\n "[A2 Ab2 G2 C2]",\n "[F2 A2 Bb2 B2]",\n "[G2 C2 F2 F2]",\n "[Bb2 Bb2 A2 A2]",\n "[Ab2 Ab2 G2 [C2 D2 E2]]",\n "[Bb2 Bb2 A2 A2]",\n "[Ab2 Ab2 G2 [C2 D2 E2]]",\n "[F2 A2 Bb2 B2]",\n "[G2 C2 F2 F2]"\n )\n).slow(51);\n',aw='stack(\n // melody\n seq(\n "[F#5 D5] [B4 G4] Bb4 [B4 A4]",\n "[D5 Bb4] [G4 Eb4] F#4 [G4 F4]",\n "Bb4 [B4 A4] D5 [D#5 C#5]",\n "F#5 [G5 F5] Bb5 [F#5 F#5]",\n ),\n // chords\n seq(\n "[B^7 D7] [G^7 Bb7] Eb^7 [Am7 D7]",\n "[G^7 Bb7] [Eb^7 F#7] B^7 [Fm7 Bb7]",\n "Eb^7 [Am7 D7] G^7 [C#m7 F#7]",\n "B^7 [Fm7 Bb7] Eb^7 [C#m7 F#7]"\n ).voicings([\'E3\', \'G4\']),\n // bass\n seq(\n "[B2 D2] [G2 Bb2] [Eb2 Bb3] [A2 D2]",\n "[G2 Bb2] [Eb2 F#2] [B2 F#2] [F2 Bb2]",\n "[Eb2 Bb2] [A2 D2] [G2 D2] [C#2 F#2]",\n "[B2 F#2] [F2 Bb2] [Eb2 Bb3] [C#2 F#2]"\n )\n).slow(20)',sw='stack(\n // melody\n seq(\n "[F#5 D5] [B4 G4] Bb4 [B4 A4]",\n "[D5 Bb4] [G4 Eb4] F#4 [G4 F4]",\n "Bb4 [B4 A4] D5 [D#5 C#5]",\n "F#5 [G5 F5] Bb5 [F#5 [F#5 ~@3]]",\n ),\n // chords\n seq(\n "[B^7 D7] [G^7 Bb7] Eb^7 [Am7 D7]",\n "[G^7 Bb7] [Eb^7 F#7] B^7 [Fm7 Bb7]",\n "Eb^7 [Am7 D7] G^7 [C#m7 F#7]",\n "B^7 [Fm7 Bb7] Eb^7 [C#m7 F#7]"\n )\n .struct("~ [x ~]".fast(4*8))\n .voicings([\'E3\', \'G4\']),\n // bass\n seq(\n "[B2 D2] [G2 D2] [Eb2 Bb2] [A2 D2]",\n "[G2 Bb2] [Eb2 F#2] [B2 F#2] [F2 Bb2]",\n "[Eb2 Bb2] [A2 D2] [G2 D2] [C#2 F#2]",\n "[B2 F#2] [F2 Bb2] [Eb2 Bb2] [C#2 F#2]"\n )\n .struct("x ~".fast(4*8))\n).slow(25)',uw='stack(\n "c2 eb2 g2",\n "Cm7".voicings([\'g2\',\'c4\']).slow(2)\n).transpose(\n "<1 2 3 2>".slow(2)\n).transpose(5)',cw='"f2,f3,c4,ab4"\n.scale(seq(\'F minor\', \'F harmonic minor\').slow(4))\n.scaleTranspose("<0 -1 -2 -3>")\n.transpose("0 1".slow(16))',lw='stack(\n "c2 g2 a2 [e2@2 eb2] d2 a2 g2 [d2 ~ db2]",\n "[C^7 A7] [Dm7 G7]".struct("[x@2 x] [~@2 x] [~ x@2]@2 [x ~@2] ~ [~@2 x@4]@2")\n .voicings([\'G3\',\'A4\'])\n).slow(4)',fw='stack(\n "<C^7 F^7 ~> <Dm7 G7 A7 ~>"\n .every(2, fast(2))\n .voicings(),\n "<c2 f2 g2> <d2 g2 a2 e2>"\n).transpose("<0 2 3 4>")',hw="\"[g2 ~@1.3] [c3 ~@1.3]\"\n.superimpose(\n transpose(-12).late(0),\n transpose(7).late(0.1),\n transpose(10).late(0.2),\n transpose(12).late(0.3),\n transpose(24).late(0.4)\n)\n.scale(cat('C dorian', 'C mixolydian'))\n.scaleTranspose(\"<0 1 2 1>\")\n.slow(2)",pw="stack(\n // melody\n `[B3@2 D4] [A3@2 [G3 A3]] [B3@2 D4] [A3] \n [B3@2 D4] [A4@2 G4] [D4@2 [C4 B3]] [A3]\n [B3@2 D4] [A3@2 [G3 A3]] [B3@2 D4] [A3]\n [B3@2 D4] [A4@2 G4] D5@2 \n [D5@2 [C5 B4]] [[C5 B4] G4@2] [C5@2 [B4 A4]] [[B4 A4] E4@2]\n [D5@2 [C5 B4]] [[C5 B4] G4 C5] [G5] [~ ~ B3]`,\n // bass\n `[[C2 G2] E3@2] [[C2 G2] F#3@2] [[C2 G2] E3@2] [[C2 G2] F#3@2]\n [[B1 D3] G3@2] [[Bb1 Db3] G3@2] [[A1 C3] G3@2] [[D2 C3] F#3@2]\n [[C2 G2] E3@2] [[C2 G2] F#3@2] [[C2 G2] E3@2] [[C2 G2] F#3@2]\n [[B1 D3] G3@2] [[Bb1 Db3] G3@2] [[A1 C3] G3@2] [[D2 C3] F#3@2]\n [[F2 C3] E3@2] [[E2 B2] D3@2] [[D2 A2] C3@2] [[C2 G2] B2@2]\n [[F2 C3] E3@2] [[E2 B2] D3@2] [[Eb2 Bb2] Db3@2] [[D2 A2] C3 [F3,G2]]`\n).transpose(12).slow(48).tone(\n new PolySynth().chain(\n new Gain(0.3), \n new Chorus(2, 2.5, 0.5).start(), \n new Freeverb(), \n getDestination())\n)",dw='stack(\n "c1*2".tone(new MembraneSynth().toDestination()),\n "~ x".tone(new NoiseSynth().toDestination()),\n "[~ c4]*2".tone(new MetalSynth().set({envelope:{decay:0.06,sustain:0}}).chain(new Gain(0.5),getDestination()))\n)',mw='const delay = new FeedbackDelay(1/8, .4).chain(vol(0.5), out());\nconst kick = new MembraneSynth().chain(vol(.8), out());\nconst snare = new NoiseSynth().chain(vol(.8), out());\nconst hihat = new MetalSynth().set(adsr(0, .08, 0, .1)).chain(vol(.3).connect(delay),out());\nconst bass = new Synth().set({ ...osc(\'sawtooth\'), ...adsr(0, .1, .4) }).chain(lowpass(900), vol(.5), out());\nconst keys = new PolySynth().set({ ...osc(\'sawtooth\'), ...adsr(0, .5, .2, .7) }).chain(lowpass(1200), vol(.5), out());\n\nconst drums = stack(\n "c1*2".tone(kick).mask("<x@7 ~>/8"),\n "~ <x!7 [x@3 x]>".tone(snare).mask("<x@7 ~>/4"),\n "[~ c4]*2".tone(hihat)\n);\n\nconst thru = (x) => x.transpose("<0 1>/8").transpose(-1);\nconst synths = stack(\n "<eb4 d4 c4 b3>/2".scale(timeCat([3,\'C minor\'],[1,\'C melodic minor\']).slow(8)).struct("[~ x]*2")\n .edit(\n scaleTranspose(0).early(0),\n scaleTranspose(2).early(1/8),\n scaleTranspose(7).early(1/4),\n scaleTranspose(8).early(3/8)\n ).apply(thru).tone(keys).mask("<~ x>/16"),\n "<C2 Bb1 Ab1 [G1 [G2 G1]]>/2".struct("[x [~ x] <[~ [~ x]]!3 [x x]>@2]/2".fast(2)).apply(thru).tone(bass),\n "<Cm7 Bb7 Fm7 G7b13>/2".struct("~ [x@0.1 ~]".fast(2)).voicings().apply(thru).every(2, early(1/8)).tone(keys).mask("<x@7 ~>/8".early(1/4))\n)\nstack(\n drums.fast(2), \n synths\n).slow(2)',vw='const bpm = 90;\nconst lead = polysynth().set({...osc(\'sine4\'),...adsr(.004)}).chain(vol(0.15),out())\nconst bass = fmsynth({...osc(\'sawtooth6\'),...adsr(0.05,.6,0.8,0.1)}).chain(vol(0.6), out());\nconst s = scale(cat(\'F3 minor\', \'Ab3 major\', \'Bb3 dorian\', \'C4 phrygian dominant\').slow(4));\nstack(\n "0 2".struct("<x ~> [x ~]").apply(s).scaleTranspose(stack(0,2)).tone(lead),\n "<6 7 9 7>".struct("[~ [x ~]*2]*2").apply(s).scaleTranspose("[0,2] [2,4]".fast(2).every(4,rev)).tone(lead),\n\t"-14".struct("[~ x@0.8]*2".early(0.01)).apply(s).tone(bass),\n "c2*2".tone(membrane().chain(vol(0.6), out())),\n "~ c2".tone(noise().chain(vol(0.2), out())),\n "c4*4".tone(metal(adsr(0,.05,0)).chain(vol(0.03), out()))\n)\n.slow(120 / bpm)',yw='const f = fast("<1 <2 [4 8]>>");\nstack(\n "c3,g3,c4".struct("[x ~]*2").apply(f).transpose("<0 <3 [5 [7 [9 [11 13]]]]>>"),\n "c2 [c2 ~]*2".tone(synth(osc(\'sawtooth8\')).chain(vol(0.8),out())),\n "c1*2".tone(membrane().chain(vol(0.8),out()))\n).slow(1)',gw='stack(\n "c1*2".tone(membrane().chain(vol(0.8),out())),\n "~ c3".tone(noise().chain(vol(0.8),out())),\n "c3*4".transpose("[-24 0]*2").tone(metal(adsr(0,.015)).chain(vol(0.8),out()))\n)\n',_w="const drums = await players({\n bd: 'bd/BT0A0D0.wav',\n sn: 'sn/ST0T0S3.wav',\n hh: 'hh/000_hh3closedhh.wav'\n}, 'https://loophole-letters.vercel.app/samples/tidal/')\n\nstack(\n \"<bd!3 bd(3,4,2)>\",\n \"hh*4\",\n \"~ <sn!3 sn(3,4,1)>\"\n).tone(drums.chain(out()))\n",Ew='const t = x => x.scaleTranspose("<0 2 4 3>/4").transpose(-2)\nconst s = x => x.scale(cat(\'C3 minor pentatonic\',\'G3 minor pentatonic\').slow(4))\nconst delay = new FeedbackDelay(1/8, .6).chain(vol(0.1), out());\nconst chorus = new Chorus(1,2.5,0.5).start();\nstack(\n // melody\n "<<10 7> <8 3>>/4".struct("x*3").apply(s)\n .scaleTranspose("<0 3 2> <1 4 3>")\n .superimpose(scaleTranspose(2).early(1/8))\n .apply(t).tone(polysynth().set({\n ...osc(\'triangle4\'),\n ...adsr(0,.08,0)\n }).chain(vol(0.2).connect(delay),chorus,out())).mask("<~@3 x>/16".early(1/8)),\n // pad\n "[1,3]/4".scale(\'G3 minor pentatonic\').apply(t).tone(polysynth().set({\n ...osc(\'square2\'),\n ...adsr(0.1,.4,0.8)\n }).chain(vol(0.2),chorus,out())).mask("<~ x>/32"),\n // xylophone\n "c3,g3,c4".struct("<x*2 x>").fast("<1 <2!3 [4 8]>>").apply(s).scaleTranspose("<0 <1 [2 [3 <4 5>]]>>").apply(t).tone(polysynth().set({\n ...osc(\'sawtooth4\'),\n ...adsr(0,.1,0)\n }).chain(vol(0.4).connect(delay),out())).mask("<x@3 ~>/16".early(1/8)),\n // bass\n "c2 [c2 ~]*2".scale(\'C hirajoshi\').apply(t).tone(synth({\n ...osc(\'sawtooth6\'),\n ...adsr(0,.03,.4,.1)\n }).chain(vol(0.4),out())),\n // kick\n "<c1!3 [c1 ~]*2>*2".tone(membrane().chain(vol(0.8),out())),\n // snare\n "~ <c3!7 [c3 c3*2]>".tone(noise().chain(vol(0.8),out())),\n // hihat\n "c3*4".transpose("[-24 0]*2").tone(metal(adsr(0,.02)).chain(vol(0.5).connect(delay),out()))\n).slow(1)\n// strudel disable-highlighting',bw="// mixer\nconst mix = (key) => vol({\n chords: .2,\n lead: 0.8,\n bass: .4,\n snare: .95, \n kick: .9,\n hihat: .35,\n}[key]||0);\nconst delay = new FeedbackDelay(1/6, .3).chain(vol(.7), out());\nconst delay2 = new FeedbackDelay(1/6, .2).chain(vol(.15), out());\nconst chorus = new Chorus(1,2.5,0.5).start();\n// instruments\nconst instr = (instrument) => ({\n organ: polysynth().set({...osc('sawtooth4'), ...adsr(.01,.2,0)}).chain(mix('chords').connect(delay),out()),\n lead: polysynth().set({...osc('triangle4'),...adsr(0.01,.05,0)}).chain(mix('lead').connect(delay2), out()),\n bass: polysynth().set({...osc('sawtooth8'),...adsr(.02,.05,.3,.2)}).chain(mix('bass'),lowpass(3000), out()),\n pad: polysynth().set({...osc('square2'),...adsr(0.1,.4,0.8)}).chain(vol(0.15),chorus,out()),\n hihat: metal(adsr(0, .02, 0)).chain(mix('hihat'), out()),\n snare: noise(adsr(0, .15, 0.01)).chain(mix('snare'), lowpass(5000), out()),\n kick: membrane().chain(mix('kick'), out())\n}[instrument]);\n// harmony\nconst t = transpose(\"<0 0 1 0>/8\");\nconst sowhat = scaleTranspose(\"0,3,6,9,11\");\n// track\nstack(\n \"[<0 4 [3 [2 1]]>]/4\".struct(\"[x]*3\").mask(\"[~ x ~]\").scale('D5 dorian').off(1/6, scaleTranspose(-7)).off(1/3, scaleTranspose(-5)).apply(t).tone(instr('lead')).mask(\"<~ ~ x x>/8\"),\n \"<<e3 [~@2 a3]> <[d3 ~] [c3 f3] g3>>\".scale('D dorian').apply(sowhat).apply(t).tone(instr('organ')).mask(\"<x x x ~>/8\"),\n \"<[d2 [d2 ~]*3]!3 <a1*2 c2*3 [a1 e2]>>\".apply(t).tone(instr('bass')),\n \"c1*6\".tone(instr('hihat')),\n \"~ c3\".tone(instr('snare')),\n \"<[c1@5 c1] <c1 [[c1@2 c1] ~] [c1 ~ c1] [c1!2 ~ c1!3]>>\".tone(instr('kick')),\n \"[2,4]/4\".scale('D dorian').apply(t).tone(instr('pad')).mask(\"<x x x ~>/8\")\n).fast(6/8)\n// strudel disable-highlighting",Dw="backgroundImage(\n 'https://media.npr.org/assets/img/2017/02/03/barryharris_600dpi_wide-7eb49998aa1af377d62bb098041624c0a0d1a454.jpg',\n {style:'background-size:cover'})\n \n\"0,2,[7 6]\"\n .add(\"<0 1 2 3 4 5 7 8>\")\n .scale('C bebop major')\n .transpose(\"<0 1 2 1>/8\")\n .slow(2)\n .tone((await piano()).toDestination())\n",Ow="const delay = new FeedbackDelay(1/12, .4).chain(vol(0.3), out());\n\nconst drums = await players({\n bd: 'samples/tidal/bd/BT0A0D0.wav',\n sn: 'samples/tidal/sn/ST0T0S3.wav',\n hh: 'samples/tidal/hh/000_hh3closedhh.wav'\n}, 'https://loophole-letters.vercel.app/')\n\nconst rhodes = await sampler({\n E1: 'samples/rhodes/MK2Md2000.mp3',\n E2: 'samples/rhodes/MK2Md2012.mp3',\n E3: 'samples/rhodes/MK2Md2024.mp3',\n E4: 'samples/rhodes/MK2Md2036.mp3',\n E5: 'samples/rhodes/MK2Md2048.mp3',\n E6: 'samples/rhodes/MK2Md2060.mp3',\n E7: 'samples/rhodes/MK2Md2072.mp3'\n}, 'https://loophole-letters.vercel.app/')\n\nconst bass = synth(osc('sawtooth8')).chain(vol(.5),out())\nconst scales = cat('C major', 'C mixolydian', 'F lydian', ['F minor', cat('Db major','Db mixolydian')])\n\nstack(\n \"<bd sn> <hh hh*2 hh*3>\"\n .tone(drums.chain(out())),\n \"<g4 c5 a4 [ab4 <eb5 f5>]>\"\n .scale(scales)\n .struct(\"x*8\")\n .scaleTranspose(\"0 [-5,-2] -7 [-9,-2]\")\n .legato(.3)\n .slow(2)\n .tone(rhodes.chain(vol(0.5).connect(delay), out())),\n //\"<C^7 C7 F^7 [Fm7 <Db^7 Db7>]>\".slow(2).voicings().struct(\"~ x\").legato(.25).tone(rhodes),\n \"<c2 c3 f2 [[F2 C2] db2]>\"\n .legato(\"<1@3 [.3 1]>\")\n .slow(2)\n .tone(bass),\n).fast(3/2)",kw='const delay = new FeedbackDelay(1/3, .5).chain(vol(.2), out())\nlet kalimba = await sampler({\n C5: \'https://freesound.org/data/previews/536/536549_11935698-lq.mp3\'\n})\nkalimba = kalimba.chain(vol(0.6).connect(delay),out());\nconst scales = cat(\'C major\', \'C mixolydian\', \'F lydian\', [\'F minor\', \'Db major\'])\n\nstack(\n "[0 2 4 6 9 2 0 -2]*3"\n .add("<0 2>/4")\n .scale(scales)\n .struct("x*8")\n .velocity("<.8 .3 .6>*8")\n .slow(2)\n .tone(kalimba),\n "<c2 c2 f2 [[F2 C2] db2]>"\n .scale(scales)\n .scaleTranspose("[0 <2 4>]*2")\n .struct("x*4")\n .velocity("<.8 .5>*4")\n .velocity(0.8)\n .slow(2)\n .tone(kalimba)\n)\n .legato("<.4 .8 1 1.2 1.4 1.6 1.8 2>/8")\n .fast(1)',Aw='const delay = new FeedbackDelay(1/8, .6).chain(vol(0.15), out());\nconst snare = noise({type:\'white\',...adsr(0,0.2,0)}).chain(lowpass(5000),vol(1.8),out());\nconst s = polysynth().set({...osc(\'sawtooth4\'),...adsr(0.01,.2,.6,0.2)}).chain(vol(.23).connect(delay),out());\nstack(\n stack(\n "0 1 4 [3!2 5]".edit(\n // chords\n x=>x.add("0,3").duration("0.05!3 0.02"),\n // bass\n x=>x.add("-8").struct("x*8").duration(0.1) \n ),\n // melody\n "12 11*3 12 ~".duration(0.005) \n )\n .add("<0 1>")\n .tune("jemblung2")\n //.mul(22/5).round().xen("22edo")\n //.mul(12/5).round().xen("12edo")\n .tone(s),\n // kick\n "[c2 ~]*2".duration(0.05).tone(membrane().chain(out())), \n // snare\n "[~ c1]*2".early(0.001).tone(snare),\n // hihat\n "c2*8".tone(noise().chain(highpass(6000),vol(0.5).connect(delay),out())),\n).slow(3)',ww='stack(\n "2,6"\n .scale(\'F3 dorian\')\n .transpose(sine2.struct("x*64").slow(4).mul(2).round())\n .fast(2)\n .struct("x x*3")\n .legato(".9 .3"),\n "0@3 -3*3".legato(".95@3 .4").scale(\'F2 dorian\')\n)\n .transpose("<0 1 2 1>/2".early(0.5))\n .transpose(5)\n .fast(2 / 3)\n .tone((await piano()).toDestination())',xw='const chords = "<Cm7 Fm7 G7 F#7>";\nstack(\n chords.voicings().struct("x(3,8,-1)").velocity(.5).off(1/7,x=>x.transpose(12).velocity(.2)),\n chords.rootNotes(2).struct("x(4,8,-2)"),\n chords.rootNotes(4)\n .scale(cat(\'C minor\',\'F dorian\',\'G dorian\',\'F# mixolydian\'))\n .struct("x(3,8,-2)".fast(2))\n .scaleTranspose("0 4 0 6".early(".125 .5")).layer(scaleTranspose("0,<2 [4,6] [5,7]>/4"))\n).slow(2)\n .velocity(sine.struct("x*8").add(3/5).mul(2/5).fast(8))\n .tone((await piano()).chain(out()))',Cw='const chords = "<Cm7 Fm7 G7 F#7 >";\nconst scales = cat(\'C minor\',\'F dorian\',\'G dorian\',\'F# mixolydian\')\nstack(\n chords.voicings().struct("x(3,8,-1)").velocity(.5).off(1/7,x=>x.transpose(12).velocity(.2)),\n chords.rootNotes(2).struct("x(4,8)"),\n chords.rootNotes(4)\n .scale(scales)\n .struct("x(3,8,-2)".fast(2))\n .scaleTranspose("0 4 0 6".early(".125 .5")).layer(scaleTranspose("0,<2 [4,6] [5,7]>/3"))\n).slow(2).transpose(-1) \n .legato(cosine.struct("x*8").add(4/5).mul(4/5).fast(8))\n .velocity(sine.struct("x*8").add(3/5).mul(2/5).fast(8))\n .tone((await piano()).chain(out())).fast(3/4)',Sw="backgroundImage('https://images.nintendolife.com/news/2016/08/video_exploring_the_funky_inspiration_for_the_super_mario_bros_underground_theme/large.jpg',{ className:'darken' })\n\nconst drums = await players({\n bd: 'bd/BT0A0D0.wav',\n sn: 'sn/ST0T0S3.wav',\n hh: 'hh/000_hh3closedhh.wav',\n cp: 'cp/HANDCLP0.wav',\n}, 'https://loophole-letters.vercel.app/samples/tidal/')\nstack(\n\"<<bd*2 bd> sn> hh\".fast(4).slow(2).tone(drums.chain(vol(.5),out())),\n stack(\n \"[c2 a1 bb1 ~] ~\"\n .stut(2, .6, 1/16)\n .legato(.4)\n .slow(2)\n .tone(synth({...osc('sawtooth7'),...adsr(0,.3,0)}).chain(out())),\n \"[g2,[c3 eb3]]\".iter(4)\n .stutWith(4, 1/8, (x,n)=>x.transpose(n*12).velocity(Math.pow(.4,n)))\n .legato(.1)\n )\n .transpose(\"<0@2 5 0 7 5 0 -5>/2\")\n \n)\n .fast(2/3)\n .pianoroll({minMidi:21,maxMidi:180, background:'transparent',inactive:'#3F8F90',active:'#DE3123'})",Tw='const breaks = (await players({mad:\'https://freesound.org/data/previews/22/22274_109943-lq.mp3\'})).chain(out())\nstack(\n stack(\n "c3*2 [[c3@1.4 bb2] ab2] gb2*2 <[[gb2@1.4 ab2] bb2] gb2>".legato(".5 1".fast(2)).velocity(.8),\n "0 ~".scale(\'c4 whole tone\')\n .euclidLegato(3,8).slow(2).mask("x ~")\n .stutWith(8, 1/16, (x,n)=>x.scaleTranspose(n).velocity(Math.pow(.7,n)))\n .scaleTranspose("<0 1 2 3 4 3 2 1>")\n .fast(2)\n .velocity(.7)\n .legato(.5)\n .stut(3, .5, 1/8)\n ).transpose(-1).tone((await piano()).chain(out())),\n "mad".slow(2).tone(breaks)\n).cpm(78).slow(4).pianoroll()\n',Fw='const scale = cat(\'C3 dorian\',\'Bb2 major\').slow(4);\nstack(\n "2*4".add(12).scale(scale)\n .off(1/8,x=>x.scaleTranspose("2")).fast(2)\n .scaleTranspose("<0 1 2 1>").hush(),\n "<0 1 2 3>(3,8,2)"\n .scale(scale)\n .off(1/4,x=>x.scaleTranspose("2,4")),\n "<0 4>(5,8)".scale(scale).transpose(-12)\n)\n .velocity(".6 .7".fast(4))\n .legato("2")\n .scale(scale)\n.scaleTranspose("<0>".slow(4))\n.tone((await piano()).chain(out()))\n//.midi()\n.velocity(.8)\n.transpose(5)\n.slow(2)\n.pianoroll({maxMidi:100,minMidi:20})',qw="\"<0 2 [4 6](3,4,1) 3*2>\"\n.scale('D minor')\n.color('salmon')\n.off(1/4, x=>x.scaleTranspose(2).color('green'))\n.off(1/2, x=>x.scaleTranspose(6).color('steelblue'))\n.legato(.5)\n.echo(4, 1/8, .5)\n.tone((await piano()).chain(out()))\n.pianoroll()",Bw="\nstack(\n // melody\n `<\n [e5 ~] [[d5@2 c5] [~@2 e5]] ~ [~ [c5@2 d5]] [e5 e5] [d5 c5] [e5 f5] [g5 a5]\n [~ c5] [c5 d5] [e5 [c5@2 c5]] [~ c5] [f5 e5] [c5 d5] [~ g6] [g6 ~]\n [e5 ~] [[d5@2 c5] [~@2 e5]] ~ [~ [c5@2 d5]] [e5 e5] [d5 c5] [a5 g5] [c6 [e5@2 d5]]\n [~ c5] [c5 d5] [e5 [c5@2 c5]] [~ c5] [f5 e5] [c5 d5] [~ [g6@2 ~] ~@2] [g5 ~] \n [~ a5] [b5 c6] [b5@2 ~@2 g5] ~\n [f5 ~] [[g5@2 f5] ~] [[e5 ~] [f5 ~]] [[f#5 ~] [g5 ~]]\n [~ a5] [b5 c6] [b5@2 ~@2 g5] ~\n [eb6 d6] [~ c6] ~!2\n >`\n .legato(.95),\n // sub melody\n `<\n [~ g4]!2 [~ ab4]!2 [~ a4]!2 [~ bb4]!2 \n [~ a4]!2 [~ g4]!2 [d4 e4] [f4 gb4] ~!2\n [~ g4]!2 [~ ab4]!2 [~ a4]!2 [~ bb4]!2 \n [~ a4]!2 [~ g4]!2 [d4 e4] [f4 gb4] ~!2\n [~ c5]!4 [~ a4]!2 [[c4 ~] [d4 ~]] [[eb4 ~] [e4 ~]]\n [~ c5]!4 [~ eb5]!2 [g4*2 [f4 ~]] [[e4 ~] [d4 ~]]\n >`,\n // bass\n `<\n c3!7 a3 f3!2\n e3!2 ~!4\n c3!7 a3 f3!2\n e3!2 ~!4\n f3!2 e3!2 d3!2 ~!2\n f3!2 e3!2 ab3!2 ~!2\n >`\n .legato(.5)\n).fast(2) //.tone((await piano()).chain(out()))",Pw="backgroundImage('https://external-content.duckduckgo.com/iu/?u=https%3A%2F%2Fi.ytimg.com%2Fvi%2FXR0rKqW3VwY%2Fmaxresdefault.jpg&f=1&nofb=1', \n{ className:'darken', style:'background-size:cover'})\nstack(\n \"[g3,bb3,d4] [f3,a3,c4] [c3,e3,g3]@2\".slow(2).late(.1),\n cat(\n 'Baker man',\n 'is baking bread',\n 'Baker man',\n 'is baking bread',\n 'Sagabona',\n 'kunjani wena',\n 'Sagabona',\n 'kunjani wena',\n 'The night train, is coming',\n 'got to keep on running',\n 'The night train, is coming',\n 'got to keep on running',\n ).speak(\"en zu en\".slow(12), \"<0 2 3 4 5 6>\".slow(2)),\n).slow(4)",Mw="const delay = new FeedbackDelay(1/3, .8).chain(vol(.2), out());\nlet bell = await sampler({\n C6: 'https://freesound.org/data/previews/411/411089_5121236-lq.mp3'\n})\nconst bass = await sampler({\n d2: 'https://freesound.org/data/previews/608/608286_13074022-lq.mp3'\n});\nbell = bell.chain(vol(0.6).connect(delay),out());\n\n\"0\".euclidLegato(3,8)\n .echo(3, 1/16, .5)\n .add(rand.range(0,12))\n .velocity(rand.range(.5,1))\n .legato(rand.range(.4,3))\n .scale(cat('D minor pentatonic')).tone(bell)\n .stack(\"<D2 A2 G2 F2>\".euclidLegato(6,8,1).tone(bass.toDestination()))\n .slow(6)\n .pianoroll({minMidi:20,maxMidi:120,background:'transparent'})",Rw='"a4 [a3 c3] a3 c3"\n.sub("<7 12>/2")\n.off(1/8, add("12"))\n.off(1/4, add("7"))\n.legato(.5)\n.slow(2)\n.wave("sawtooth square")\n.filter(\'lowpass\', "<2000 1000 500>")\n.out()',Iw="\"a4 [a3 c3] a3 c3\".color('#F9D649')\n.sub(\"<7 12 5 12>\".slow(2))\n.off(1/4,x=>x.add(7).color(\"#FFFFFF #0C3AA1 #C63928\"))\n.off(1/8,x=>x.add(12).color('#215CB6'))\n.slow(2)\n.legato(sine.range(0.3, 2).slow(28))\n.wave(\"sawtooth square\".fast(2))\n.filter('lowpass', cosine.range(500,4000).slow(16))\n.out()\n.pianoroll({minMidi:20,maxMidi:120,background:'#202124'})",Nw="const lfo = cosine.slow(15);\nconst lfo2 = sine.slow(16);\nconst filter1 = x=>x.filter('lowpass', lfo2.range(300,3000));\nconst filter2 = x=>x.filter('highpass', lfo.range(1000,6000)).filter('lowpass',4000)\nconst scales = cat('D3 major', 'G3 major').slow(8)\n\nconst drums = await players({\n bd: '344/344757_1676145-lq.mp3',\n sn: '387/387186_7255534-lq.mp3',\n hh: '561/561241_12517458-lq.mp3',\n hh2:'44/44944_236326-lq.mp3',\n hh3: '44/44944_236326-lq.mp3',\n}, 'https://freesound.org/data/previews/')\n\nstack(\n \"-7 0 -7 7\".struct(\"x(5,8,2)\").fast(2).sub(7)\n .scale(scales).wave(\"sawtooth,square\").velocity(.3).adsr(0.01,0.1,.5,0)\n .apply(filter1),\n \"~@3 [<2 3>,<4 5>]\"\n .echo(8,1/16,.7)\n .scale(scales)\n .wave('square').velocity(.7).adsr(0.01,0.1,0).apply(filter1),\n \"6 5 4\".add(14)\n .superimpose(sub(\"5\"))\n .fast(1).euclidLegato(3,8)\n .mask(\"<1 0@7>\")\n .fast(2)\n .echo(32, 1/8, .9)\n .scale(scales)\n .wave(\"sawtooth\")\n .velocity(.2)\n .adsr(.01,.5,0)\n .apply(filter2)\n //.echo(4,1/16,.5)\n).out().stack(\n stack(\n \"bd <~@7 [~ bd]>\".fast(2),\n \"~ sn\",\n \"[~ hh3]*2\"\n ).tone(drums.chain(vol(.18),out())).fast(2)\n).slow(2)\n\n//.pianoroll({minMidi:20, maxMidi:160})\n// strudel disable-highlighting",Lw="\"[-7*3],0,2,6,[8 7]\"\n.echoWith(4,1/4, (x,n)=>x\n .add(n*7)\n .velocity(1/(n+1))\n .legato(1/(n+1)))\n.velocity(perlin.range(.5,.9).slow(8))\n.stack(\"[22 25]*3\"\n .legato(sine.range(.5,2).slow(8))\n .velocity(sine.range(.4,.8).slow(5))\n .echo(4,1/12,.5))\n.scale(cat('D dorian','G mixolydian','C dorian','F mixolydian'))\n.legato(1)\n.slow(2)\n.tone((await piano()).toDestination())\n//.pianoroll({maxMidi:160})",jw="\nconst scales = sequence('C minor', ['D locrian', 'G phrygian'], 'Bb2 minor', ['C locrian','F phrygian']).slow(4)\nstack(\n \"<Cm7 [Dm7b5 G7b9] Bbm7 [Cm7b5 F7b9]>\".fast(2).struct(\"x ~ x@3 x ~ x ~ ~ ~ x ~ x@3\".late(1/8)).early(1/8).slow(2).voicings(),\n \"[~ [0 ~]] 0 [~ [4 ~]] 4\".sub(7).restart(scales).scale(scales).early(.25)\n).tone((await piano()).toDestination()).slow(2)";var Zw=function(e){var t=e.onEvent,n=e.onQuery,r=e.onSchedule,i=e.ready,o=void 0===i||i,a=e.onDraw,s=(0,u.useState)(!1),c=(0,f.Z)(s,2),p=c[0],d=c[1],m=function(){return Math.floor(pA.getTransport().seconds/1)},v=function e(){var i=arguments.length>0&&void 0!==arguments[0]?arguments[0]:m(),o=new Hd.TimeSpan(i,i+1),s=(null===n||void 0===n?void 0:n(new Hd.State(o)))||[];null===r||void 0===r||r(s,i);var u=o.begin.valueOf();pA.getTransport().cancel(u);var c=1*(i+1)-.5,l=Math.max(pA.getTransport().seconds,c)+.1;pA.getTransport().schedule((function(){e(i+1)}),l),null===s||void 0===s||s.filter((function(e){var t;return e.part.begin.equals(null===(t=e.whole)||void 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Kw=__webpack_require__(104),Jw=["replicate"],ex=Hd.pure,tx=Hd.Pattern,nx=Hd.Fraction,rx=Hd.stack,ix=Hd.slowcat,ox=Hd.sequence,ax=Hd.timeCat,sx=Hd.silence,ux=Hd.reify;function cx(e){switch(e.type_){case"pattern":!function(e){e.source_=e.source_.map((function(e){var t=e.options_||{},n=t.replicate,r=Lv(t,Jw);return n?(0,Vd.Z)((0,Vd.Z)({},e),{},{options_:(0,Vd.Z)((0,Vd.Z)({},r),{},{weight:n}),source_:{type_:"pattern",arguments_:{alignment:"h"},source_:[{type_:"element",source_:e.source_,location_:e.location_,options_:{operator:{type_:"stretch",arguments_:{amount:nx(n).inverse().toString()}}}}]}}):e}))}(e);var t=e.source_.map(cx).map((l=e,function(e,t){var n=l.source_[t].options_,r=null===n||void 0===n?void 0:n.operator;if(r){switch(r.type_){case"stretch":var i=nx(r.arguments_.amount).inverse();return ux(e).fast(i);case"bjorklund":return e.euclid(r.arguments_.pulse,r.arguments_.step,r.arguments_.rotation)}console.warn('operator "'.concat(r.type_,'" not implemented'))}if(null!==n&&void 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t.query(n).map((function(t){return(0,Hd.reify)(e(t)).query(n).map((function(e){return new Hd.Hap(t.whole,t.part,e.value,e.context)}))})).flat()}))},vx.prototype.voicings=function(e){var t,n;return null!==(t=e)&&void 0!==t&&t.length||(e=["F3","A4"]),this.fmapNested((function(t){return n=function(e,t){return px({chord:e,dictionary:mx,range:arguments.length>2&&void 0!==arguments[2]?arguments[2]:["F3","A4"],picker:dx,lastVoicing:t})}(t.value,n,e),Hd.stack.apply(void 0,(0,A.Z)(n))._withContext((function(){return{locations:t.context.locations||[]}}))}))},vx.prototype._rootNotes=function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:2;return this.fmap((function(t){var n=t.match(/^([a-gA-G][b#]?).*$/),r=(0,f.Z)(n,2);r[0];return r[1]+e}))},vx.prototype.define("voicings",(function(e,t){return t.voicings(e)}),{composable:!0}),vx.prototype.define("rootNotes",(function(e,t){return t.rootNotes(e)}),{composable:!0,patternified:!0});var yx=function(){document.getElementById("header").style="display:none"};function gx(e){window.strudelAnimation&&cancelAnimationFrame(window.strudelAnimation);requestAnimationFrame((function t(n){var r=pA.getTransport().seconds;e(n,r),window.strudelAnimation=requestAnimationFrame(t)}))}var _x=function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{},n=document.getElementById("code"),r="background-image:url("+e+");background-size:contain;";n.style=r;var i=n.className,o=function(e,t){({style:function(){return n.style=r+";"+t},className:function(){return n.className=t+" "+i}})[e]()},a=Object.entries(t).filter((function(e){var t=(0,f.Z)(e,2);t[0];return"function"===typeof t[1]})),s=Object.entries(t).filter((function(e){var t=(0,f.Z)(e,2);t[0];return"string"===typeof t[1]}));s.forEach((function(e){var t=(0,f.Z)(e,2),n=t[0],r=t[1];return o(n,r)})),0!==a.length&&gx((function(e,t){return a.forEach((function(e){var n=(0,f.Z)(e,2),r=n[0],i=n[1];o(r,i(t))}))}))},Ex=function(){var e=document.getElementById("code");e&&(e.style="",e.className="grow relative")},bx=function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:"test-canvas",t=document.querySelector("#"+e);return t||((t=document.createElement("canvas")).id=e,t.width=window.innerWidth,t.height=window.innerHeight,t.style="pointer-events:none;width:100%;height:100%;position:fixed;top:0;left:0;z-index:5",document.body.prepend(t)),t.getContext("2d")};Hd.Pattern.prototype.draw=function(e,t){var n=this,r=arguments.length>2&&void 0!==arguments[2]?arguments[2]:1;window.strudelAnimation&&cancelAnimationFrame(window.strudelAnimation);var i,o=bx(),a=[],s=function s(u){var c=pA.getTransport().seconds;if(t){var l=Math.floor(c/t);if(i!==l){i=l;var f=l*t,h=(l+r)*t;a=n._asNumber(!0).query(new State(new TimeSpan(f,h))).filter((function(e){return e.part.begin.equals(e.whole.begin)}))}}e(o,a,c,t,u),window.strudelAnimation=requestAnimationFrame(s)};return requestAnimationFrame(s),this};var Dx=function(){bx().clearRect(0,0,window.innerWidth,window.innerHeight),window.strudelAnimation&&cancelAnimationFrame(window.strudelAnimation),window.strudelScheduler&&clearInterval(window.strudelScheduler)},Ox=__webpack_require__(242),kx=__webpack_require__(2062);function Ax(e,t,n){var r=kx.Scale.tokenize(e),i=(0,f.Z)(r,2),o=i[0],a=i[1],s=kx.Scale.get("".concat(o," ").concat(a)).notes;if(s=s.map((function(e){return kx.Note.get(e).pc})),t=Number(t),isNaN(t))throw new Error('scale offset "'.concat(t,'" not a number'));var u=kx.Note.get(n),c=u.pc,l=u.oct,h=void 0===l?3:l,p=s.indexOf(c);if(-1===p)throw new Error('note "'.concat(n,'" is not in scale "').concat(e,'"'));for(var d=p,m=h,v=c,y=Math.sign(t);Math.abs(d-p)<Math.abs(t);){d+=y;var g=(0,Hd.mod)(d,s.length);y<0&&"C"===v[0]&&(m+=y),v=s[g],y>0&&"C"===v[0]&&(m+=y)}return v+m}Hd.Pattern.prototype._transpose=function(e){return this._withHap((function(t){var n=isNaN(Number(e))?String(e):kx.Interval.fromSemitones(e);if("number"===typeof 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t.transpose(e)}),{composable:!0,patternified:!0}),Hd.Pattern.prototype.define("scale",(function(e,t){return t.scale(e)}),{composable:!0,patternified:!0}),Hd.Pattern.prototype.define("scaleTranspose",(function(e,t){return t.scaleTranspose(e)}),{composable:!0,patternified:!0});var wx={"12ji":[1,16/15,9/8,1.2,5/4,4/3,45/32,1.5,1.6,5/3,16/9,15/8]};function xx(e,t){if("string"===typeof e)if(/^[1-9]+[0-9]*edo$/.test(e))e=function(e){if(!/^[1-9]+[0-9]*edo$/.test(e))throw new Error('not an edo scale: "'+e+'"');var t=e.match(/^([1-9]+[0-9]*)edo$/),n=(0,f.Z)(t,2),r=(n[0],n[1]);return Array.from({length:r},(function(e,t){return Math.pow(2,t/r)}))}(e);else{if(!wx[e])throw new Error('unknown scale name: "'+e+'"');e=wx[e]}return e=function(e,t){return t.map((function(t){return t*e}))}(220,e),t?e.filter((function(e,n){return t.includes(n)})):e}function Cx(e,t){var n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:0,r=(0,Hd.mod)(n+t,e.length),i=Math.floor(t/e.length);return e[r]*Math.pow(2,i)}function Sx(){this.scale=[],this.mode={output:"frequency",input:"step"},this.etmajor=[261.62558,293.664764,329.627563,349.228241,391.995422,440,493.883301,523.25116],this.tonic=440}Hd.Pattern.prototype._xen=function(e,t){return this._asNumber()._withHap((function(n){var r=xx(e);t=t||r.length;var i=Cx(r,n.value);return n.withValue((function(){return i})).setContext((0,Vd.Z)((0,Vd.Z)({},n.context),{},{type:"frequency"}))}))},Hd.Pattern.prototype.tuning=function(e){return this._asNumber()._withHap((function(t){var n=Cx(e,t.value);return t.withValue((function(){return n})).setContext((0,Vd.Z)((0,Vd.Z)({},t.context),{},{type:"frequency"}))}))},Hd.Pattern.prototype.define("xen",(function(e,t){return t.xen(e)}),{composable:!0,patternified:!0}),Sx.prototype.tonicize=function(e){this.tonic=e},Sx.prototype.note=function(e,t){return"frequency"==this.mode.output?this.frequency(e,t):"ratio"==this.mode.output?this.ratio(e,t):"MIDI"==this.mode.output?this.MIDI(e,t):this.frequency(e,t)},Sx.prototype.frequency=function(e,t){"midi"!=this.mode.input&&"MIDI"!=this.mode.input||(this.stepIn+=60);var n=Math.floor(e/this.scale.length);t&&(n+=t);for(var r=e%this.scale.length;r<0;)r+=this.scale.length;var i=this.tonic*this.scale[r];return i*=Math.pow(2,n),i=Math.floor(1e11*i)/1e11},Sx.prototype.ratio=function(e,t){"midi"!=this.mode.input&&"MIDI"!=this.mode.input||(this.stepIn+=60);var n=Math.floor(e/this.scale.length);t&&(n+=t);var r=e%this.scale.length,i=Math.pow(2,n)*this.scale[r];return i=Math.floor(1e11*i)/1e11},Sx.prototype.MIDI=function(e,t){var n=this.frequency(e,t),r=69+12*Math.log(n/440)/Math.log(2);return r=Math.floor(1e9*r)/1e9},Sx.prototype.loadScale=function(e){var t=Fx[e].frequencies;this.scale=[];for(var n=0;n<t.length-1;n++)this.scale.push(t[n]/t[0]);var r=[];for(n=0;n<100;n++)r[n]=" ";for(n=0;n<this.scale.length;n++){var i=Math.round(100*this.scale[n]-100);n<10?r.splice(i,1,n+1):r.splice(i,5,n+1)}for(n=0;n<r.length;n++)r[n];for(r=[],n=0;n<100;n++)r[n]=" ";for(n=0;n<this.etmajor.length;n++){i=Math.round(this.etmajor[n]/this.etmajor[0]*100-100);n<10?r.splice(i,1,n+1):r.splice(i,5,n+1)}for(n=0;n<r.length;n++)r[n]},Sx.prototype.search=function(e){var t=[];for(var n in Fx)-1!=n.toLowerCase().indexOf(e.toLowerCase())&&t.push(n);return t},Sx.prototype.isValidScale=function(e){return!!Fx[e]},Sx.prototype.chord=function(e){for(var t=[],n=0;n<e.length;n++)t.push(this.note(e[n]));return t},Sx.prototype.root=function(e,t){this.rootFreq=t};var Tx,Fx={"05-19":{frequencies:[261.6255653006,302.72962012827,350.29154279212,405.32593044476,469.00678383895,523.2511306012],description:"5 out of 19-tET"},"05-22":{frequencies:[261.6255653006,306.26409645618,358.51885197895,394.05926325844,461.29362042034,523.2511306012],description:'Pentatonic "generator" of 09-22'},"05-24":{frequencies:[261.6255653006,277.18263097687,359.46139971304,380.8360868427,493.88330125613,523.2511306012],description:"5 out of 24-tET, symmetrical"},"06-41":{frequencies:[261.6255653006,315.09704114501,325.93328493945,392.54808136619,406.04788267915,505.85469387238,523.2511306012],description:"Hexatonic scale in 41-tET"},"07-19":{frequencies:[261.6255653006,291.88463270656,325.64340264099,350.29154279212,390.80553229045,436.00528786292,486.43275040712,523.2511306012],description:"Nineteen-tone equal major"},"07-37":{frequencies:[261.6255653006,287.31606401601,315.5292585677,346.51286877509,380.53893346763,417.90621051558,458.9427925181,523.2511306012],description:"Miller's Porcupine-7"},"08-11":{frequencies:[261.6255653006,296.76515515861,316.06708432391,336.62443200122,381.83730669135,406.67242132093,433.12283887627,491.29666030217,523.2511306012],description:"8 out of 11-tET"},"08-13":{frequencies:[261.6255653006,275.95377065157,307.00725675226,341.55523561635,360.2608752926,400.8015646157,422.75189319389,470.32478922042,523.2511306012],description:"8 out of 13-tET"},"08-19":{frequencies:[261.6255653006,281.42815779395,313.97755176024,337.74269681563,363.30663963964,405.32593044476,436.00528786292,469.00678383895,523.2511306012],description:"8 out of 19-tET, Mandelbaum"},"08-19a":{frequencies:[261.6255653006,271.34627406517,313.97755176024,325.64340264099,376.80531512858,390.80553229045,452.20508247496,469.00678383895,523.2511306012],description:"Kleismic, generator is 6/5, in 19-tET"},"08-37":{frequencies:[261.6255653006,287.31606401601,315.5292585677,346.51286877509,380.53893346763,417.90621051558,458.9427925181,504.00899225951,523.2511306012],description:"Miller's Porcupine-8"},"09-15":{frequencies:[261.6255653006,286.95745534843,314.74210513576,329.62755691287,361.54373841775,396.55020354877,415.30469757995,455.51656649021,499.62194879119,523.2511306012],description:"Charyan scale of Andal, 1/1=a. Boudewijn Rempt, 1999."},"09-19":{frequencies:[261.6255653006,281.42815779395,302.72962012827,337.74269681563,363.30663963964,390.80553229045,420.38583225541,452.20508247496,486.43275040712,523.2511306012],description:"9 out of 19-tET, Mandelbaum. Negri[9]"},"09-19a":{frequencies:[261.6255653006,281.42815779395,313.97755176024,325.64340264099,363.30663963964,390.80553229045,420.38583225541,452.20508247496,486.43275040712,523.2511306012],description:"Second strictly proper 9 out of 19 scale"},"09-22":{frequencies:[261.6255653006,278.64197723942,306.26409645618,326.18384711731,358.51885197895,394.05926325844,419.68930726506,461.29362042034,476.05883716226,523.2511306012],description:'Three interval "Tryhill" scale in 22-tET, TL 05-12-2000'},"09-23":{frequencies:[261.6255653006,286.38150165492,304.17357654595,332.95555429273,353.64114370102,387.10391954126,411.15359414416,450.05839886634,478.01925769169,523.2511306012],description:"9 out of 23-tET, Dan Stearns"},"09-29":{frequencies:[261.6255653006,281.0743490329,301.96892109338,324.41675883995,348.53332930799,374.44268531179,402.2780950448,432.1827401118,464.31044382305,523.2511306012],description:"Cycle of g=124.138 in 29-tET"},"10-13":{frequencies:[261.6255653006,291.06667557248,307.00725675226,323.82083922433,360.2608752926,379.99095163062,400.8015646157,445.90435511492,470.32478922042,496.08263193681,523.2511306012],description:"Carl Lumma, 10 out of 13-tET MOS, TL 21-12-1999"},"10-19":{frequencies:[261.6255653006,281.42815779395,302.72962012827,313.97755176024,337.74269681563,363.30663963964,390.80553229045,420.38583225541,452.20508247496,486.43275040712,523.2511306012],description:"10 out of 19-tET. Negri[10]"},"10-29":{frequencies:[261.6255653006,281.0743490329,301.96892109338,324.41675883995,340.3015837153,365.59900408717,392.77699240278,421.97534223334,453.34424596425,487.04505874954,523.2511306012],description:"10 out of 29-tET, chain of 124.138 cents intervals, Keenan"},"10-48":{frequencies:[261.6255653006,281.2143451833,302.26980244078,324.90175210669,339.28638158975,364.68988616898,391.99543598175,421.34544350737,452.89298412314,486.80259447109,523.2511306012],description:"Chain of 10 g=125 generators, in 48-tET"},"10-72":{frequencies:[261.6255653006,279.86396690685,299.37379946195,320.24370022528,342.56848033562,366.44956000397,391.99543598175,419.32216217931,448.5538823653,479.82340237272,523.2511306012],description:"Chain of 10 Miracle generators g=116.667, in 72-tET"},"11-19-gould":{frequencies:[261.6255653006,281.42815779395,302.72962012827,313.97755176024,337.74269681563,363.30663963964,390.80553229045,405.32593044476,436.00528786292,469.00678383895,504.50618240233,523.2511306012],description:"11 out of 19-tET, Mark Gould, 2002"},"11-19-krantz":{frequencies:[261.6255653006,281.42815779395,302.72962012827,325.64340264099,350.29154279212,376.80531512858,390.80553229045,420.38583225541,436.00528786292,469.00678383895,504.50618240233,523.2511306012],description:"11 out of 19-tET, Richard Krantz"},"11-19-mandel":{frequencies:[261.6255653006,281.42815779395,291.88463270656,313.97755176024,337.74269681563,363.30663963964,376.80531512858,405.32593044476,436.00528786292,469.00678383895,486.43275040712,523.2511306012],description:"11 out of 19-tET, Joel Mandelbaum"},"11-19-mclaren":{frequencies:[261.6255653006,291.88463270656,302.72962012827,313.97755176024,350.29154279212,363.30663963964,376.80531512858,390.80553229045,405.32593044476,452.20508247496,469.00678383895,523.2511306012],description:"11 out of 19-tET, Brian McLaren. Asc: 311313313 Desc: 313131313"},"11-23":{frequencies:[261.6255653006,277.87962369591,295.14349918609,313.47993226845,332.95555429273,353.64114370102,387.10391954126,411.15359414416,436.69740466987,463.82818261364,492.64451641666,523.2511306012],description:"11 out of 23-tET, Dan Stearns"},"11-31":{frequencies:[261.6255653006,279.77706779472,299.18791603519,327.17991022208,349.87955533643,357.79083283678,382.6142546815,409.15991580663,447.44088028055,478.48419305869,511.68128147674,523.2511306012],description:'Jon Wild, 11 out of 31-tET, chain of "7/6"s. TL 9-9-99'},"12-19":{frequencies:[261.6255653006,271.34627406517,291.88463270656,302.72962012827,325.64340264099,350.29154279212,363.30663963964,390.80553229045,405.32593044476,436.00528786292,452.20508247496,486.43275040712,523.2511306012],description:"12 out of 19-tET scale from Mandelbaum's dissertation"},"12-22":{frequencies:[261.6255653006,278.64197723942,296.76515515861,316.06708432391,336.62443200122,347.39920007397,369.99442271164,394.05926325844,419.68930726506,446.9863572706,476.05883716226,507.02222283506,523.2511306012],description:"Hexachordal 12-tone scale in 22-tET"},"12-22a":{frequencies:[261.6255653006,269.99974887146,296.76515515861,306.26409645618,316.06708432391,347.39920007397,358.51885197895,394.05926325844,406.67242132093,419.68930726506,461.29362042034,476.05883716226,523.2511306012],description:"12 out of 22-tET, Pythagorean. Paul Erlich, TL 4-4-2000"},"12-27":{frequencies:[261.6255653006,282.57123920205,297.45856239026,313.13022722746,329.62755691287,356.01745236555,374.77430422696,394.51936464224,415.30469757995,448.5538823653,472.18603485525,497.0632521039,523.2511306012],description:"12 out of 27, Herman Miller's Galticeran scale"},"12-31":{frequencies:[261.6255653006,273.59078691818,292.57243455474,312.87102146627,327.17991022208,349.87955533643,365.88099775759,391.26571058456,409.15991580663,437.54730686196,467.90420651233,489.30340830564,523.2511306012],description:"12 out of 31-tET, meantone Eb-G#"},"12-43":{frequencies:[261.6255653006,274.58845431354,292.87686251249,312.38333131717,327.86114002713,349.69766762761,367.0243078905,391.46921901549,410.86553463261,438.23040192475,467.41784811314,490.57722736109,523.2511306012],description:"12 out of 43-tET (1/5-comma meantone)"},"12-46":{frequencies:[261.6255653006,277.87962369591,295.14349918609,308.79169616863,327.97605323154,348.35227827259,369.99442271164,392.98113253789,417.39593939523,436.69740466987,463.82818261364,492.64451641666,523.2511306012],description:"12 out of 46-tET, diaschismic"},"12-50":{frequencies:[261.6255653006,272.73569398658,292.31087910123,313.29104303136,326.59518553839,350.03605285217,364.90060015836,391.09077971329,407.69874723177,436.9606979923,468.32288027948,488.21056770985,523.2511306012],description:"12 out of 50-tET, meantone Eb-G#"},"12-55":{frequencies:[261.6255653006,275.15237829755,293.0485888979,312.10878854255,328.24573110938,349.59519124833,367.67029324081,391.58396987353,411.83001550364,438.61588607285,467.14394139401,491.29666030217,523.2511306012],description:"12 out of 55-tET (1/6-comma meantone)"},"12-70":{frequencies:[261.6255653006,280.40333801024,288.85804291902,318.92513586406,322.09885310804,352.12189786394,369.99442271164,388.77409689134,425.01198472693,429.24140321153,473.92093172942,488.21056770985,523.2511306012],description:"Mix of 7-tET and 5-tET shifted 120 cents"},"12-91":{frequencies:[261.6255653006,275.95377065157,293.29219730929,311.72001129947,328.79169474006,349.44997425711,368.58797778247,391.74669601491,413.2011249795,439.16292786927,466.75593177597,492.31832217762,523.2511306012],description:"12 out of 91-tET (1/7-comma meantone)"},"13-19":{frequencies:[261.6255653006,281.42815779395,291.88463270656,313.97755176024,325.64340264099,350.29154279212,363.30663963964,390.80553229045,405.32593044476,436.00528786292,452.20508247496,486.43275040712,504.50618240233,523.2511306012],description:"13 out of 19-tET, Mandelbaum"},"13-31":{frequencies:[261.6255653006,286.10322937235,292.57243455474,319.94548489658,327.17991022208,357.79083283678,365.88099775759,400.11279059885,409.15991580663,447.44088028055,457.55816161244,500.36726155789,511.68128147674,523.2511306012],description:"13 out of 31-tET"},"14-19":{frequencies:[261.6255653006,271.34627406517,291.88463270656,302.72962012827,313.97755176024,337.74269681563,350.29154279212,363.30663963964,390.80553229045,405.32593044476,420.38583225541,452.20508247496,469.00678383895,504.50618240233,523.2511306012],description:"14 out of 19-tET, Mandelbaum"},"14-26":{frequencies:[261.6255653006,275.95377065157,291.06667557248,307.00725675226,323.82083922433,341.55523561635,350.78339307139,369.99442271164,390.25756504344,411.63044014946,434.173826246,457.95182261008,483.03204650818,509.4858158312,523.2511306012],description:"Two interlaced diatonic in 26-tET, tetrachordal. Paul Erlich (1996)"},"14-26a":{frequencies:[261.6255653006,275.95377065157,291.06667557248,307.00725675226,323.82083922433,341.55523561635,360.2608752926,369.99442271164,390.25756504344,411.63044014946,434.173826246,457.95182261008,483.03204650818,509.4858158312,523.2511306012],description:"Two interlaced diatonic in 26-tET, maximally even. Paul Erlich (1996)"},"15-27-gram":{frequencies:[261.6255653006,275.36796165301,289.83220434826,297.34679120863,312.96551506771,329.40464305489,346.70726850735,364.91874832438,374.38013180806,394.04518308797,414.74317978616,436.52837938824,459.45788936076,471.37042415325,496.1300809172,522.19028725247],description:"15 out of 27-ET, Gram tuning"},"15-27":{frequencies:[261.6255653006,275.40936140075,289.91935960089,297.45856239026,313.13022722746,329.62755691287,346.99405176691,365.2755039332,374.77430422696,394.51936464224,415.30469757995,437.18511000944,460.21829641639,472.18603485525,497.0632521039,523.2511306012],description:"15 out of 27-tET"},"15-37":{frequencies:[261.6255653006,276.75024747352,287.31606401601,303.92592454865,315.5292585677,333.77013555008,346.51286877509,366.54491896522,380.53893346763,402.53804665256,417.90621051558,442.06554144669,458.9427925181,485.47446523293,504.00899225951,523.2511306012],description:"Miller's Porcupine-15"},"16-139":{frequencies:[261.6255653006,273.63480085543,286.19528887844,299.33233489773,313.07240083829,327.44316847739,342.47358852272,358.19394058828,374.63589419436,391.83257483085,409.81862173644,428.63027096321,448.30541962085,468.88370438651,490.40658135509,512.91741251752,523.2511306012],description:'g=9 steps of 139-tET. Gene Ward Smith "Quartaminorthirds" 7-limit temperament'},"17-31":{frequencies:[261.6255653006,273.59078691818,279.77706779472,292.57243455474,305.95298478736,312.87102146627,327.17991022208,349.87955533643,365.88099775759,374.15409293384,391.26571058456,409.15991580663,418.41160951721,437.54730686196,457.55816161244,467.90420651233,489.30340830564,523.2511306012],description:"17 out of 31, with split C#/Db, D#/Eb, F#/Gb, G#/Ab and A#/Bb"},"17-53":{frequencies:[261.6255653006,275.67629620338,290.48162858661,294.30556868769,310.11139540064,326.76608188608,331.06767743197,348.8478314504,367.58287746967,387.32409620162,392.42288612931,413.49815209867,435.70527569249,441.44096240275,465.14876849982,490.12981126508,516.45247616827,523.2511306012],description:"17 out of 53-tET, Arabic Pythagorean scale"},"19-31":{frequencies:[261.6255653006,273.59078691818,279.77706779472,292.57243455474,305.95298478736,312.87102146627,327.17991022208,342.14320575162,349.87955533643,365.88099775759,374.15409293384,391.26571058456,409.15991580663,418.41160951721,437.54730686196,457.55816161244,467.90420651233,489.30340830564,511.68128147674,523.2511306012],description:"19 out of 31-tET, meantone Gb-B#"},"19-31ji":{frequencies:[261.6255653006,272.52663052146,279.06726965397,294.32876096318,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,366.27579142084,373.75080757229,392.4383479509,406.97310157871,418.60090448096,436.04260883433,457.84473927605,465.11211608996,490.54793493862,504.56359022259,523.2511306012],description:"A septimal interpretation of 19 out of 31 tones, after Wilson, XH7+8"},"19-36":{frequencies:[261.6255653006,271.89678302796,282.57123920205,293.66476791741,305.19382000629,317.17549194805,329.62755691287,342.56848033562,349.22823143301,362.93866220634,377.18735172911,391.99543598175,407.38487419079,423.37848741825,440,457.27406033445,475.22628419761,493.88330125613,503.48470957687,523.2511306012],description:"19 out of 36-tET, Tomasz Liese, Tuning List, 1997"},"19-50":{frequencies:[261.6255653006,272.73569398658,280.40333801024,292.31087910123,304.72408298441,313.29104303136,326.59518553839,340.46429857933,350.03605285217,364.90060015836,375.1593523779,391.09077971329,407.69874723177,419.16071913933,436.9606979923,455.51656649021,468.32288027948,488.21056770985,508.94280091833,523.2511306012],description:"19 out of 50-tET, meantone Gb-B#"},"19-53":{frequencies:[261.6255653006,272.09440643071,282.98215400248,294.30556868769,302.10513166763,314.19374626607,326.76608188608,339.84149442859,348.8478314504,362.80683626646,377.32440283229,392.42288612931,408.12552912594,418.94150105041,435.70527569249,453.1398459935,471.27205084813,490.12981126508,503.11902634639,523.2511306012],description:"19 out of 53-tET by Larry H. Hanson, 1978"},"19-55":{frequencies:[261.6255653006,275.15237829755,278.64197723942,293.0485888979,308.20006306951,312.10878854255,328.24573110938,345.21700307457,349.59519124833,367.67029324081,372.33324354561,391.58396987353,411.83001550364,417.05301810033,438.61588607285,461.29362042034,467.14394139401,491.29666030217,516.69814597997,523.2511306012],description:"19 out of 55-tET, meantone Gb-B#"},"19-any":{frequencies:[261.6255653006,279.06726965397,286.15296204753,299.00064605783,305.22982618403,313.95067836072,327.03195662575,343.38355445704,348.83408706747,366.27579142084,373.75080757229,392.4383479509,398.6675280771,418.60090448096,436.04260883433,448.50096908674,457.84473927605,478.40103369253,490.54793493862,523.2511306012],description:"2 out of 1/7 1/5 1/3 1 3 5 7 CPS"},"20-31":{frequencies:[261.6255653006,273.59078691818,279.77706779472,292.57243455474,305.95298478736,312.87102146627,327.17991022208,334.57791819083,349.87955533643,365.88099775759,374.15409293384,391.26571058456,400.11279059885,409.15991580663,427.87249484695,437.54730686196,457.55816161244,467.90420651233,489.30340830564,511.68128147674,523.2511306012],description:"20 out of 31-tET"},"20-55":{frequencies:[261.6255653006,275.15237829755,278.64197723942,293.0485888979,296.76515515861,308.20006306951,312.10878854255,328.24573110938,332.40868242763,349.59519124833,367.67029324081,372.33324354561,391.58396987353,411.83001550364,417.05301810033,438.61588607285,444.17860098504,461.29362042034,467.14394139401,491.29666030217,523.2511306012],description:"20 out of 55-tET, J. Chesnut: Mozart's teaching of intonation, JAMS 30/2 (1977)"},"21-any":{frequencies:[261.6255653006,269.80136421624,283.42769574232,294.32876096318,299.7792935736,305.22982618403,318.85615771011,327.03195662575,343.38355445704,354.2846196779,359.73515228832,381.53728273004,389.71308164569,392.4383479509,419.69101100305,425.14154361347,436.04260883433,457.84473927605,479.64686971777,490.54793493862,495.99846754905,523.2511306012],description:"1.3.5.7.9.11.13 2)7 21-any, 1.3 tonic"},"22-41":{frequencies:[261.6255653006,270.62291700757,279.9296876913,289.55652156164,299.51442230393,309.81477882942,320.46936467484,325.93328493945,337.14219105014,348.73657352057,360.72968687058,373.13524769639,385.96743583006,399.24092752271,406.04788267915,420.01194466269,434.45623081785,449.39726116197,464.85211362523,480.83846401576,497.37458508781,514.47938930296,523.2511306012],description:"22 out of 41 by Stephen Soderberg, TL 17-11-98"},"22-46":{frequencies:[261.6255653006,273.72380653152,277.87962369591,290.72949452855,295.14349918609,308.79169616863,313.47993226845,327.97605323154,332.95555429273,348.35227827259,353.64114370102,369.99442271164,375.61187043063,392.98113253789,411.15359414416,417.39593939523,436.69740466987,443.32757174584,463.82818261364,470.87026054824,492.64451641666,500.12410163511,523.2511306012],description:"22 shrutis out of 46-tET by Graham Breed"},"22-53":{frequencies:[261.6255653006,275.67629620338,279.3053384865,290.48162858661,294.30556868769,310.11139540064,314.19374626607,326.76608188608,331.06767743197,348.8478314504,353.4401143131,367.58287746967,372.42178901277,392.42288612931,413.49815209867,418.94150105041,435.70527569249,441.44096240275,465.14876849982,471.27205084813,490.12981126508,496.58195036371,523.2511306012],description:"22 shrutis out of 53-tET"},"24-36":{frequencies:[261.6255653006,271.8968348557,277.18263097687,282.57118533961,293.66476791741,305.19387818096,311.12698372208,317.1754314895,329.62755691287,342.56854563448,349.22823143301,356.01738450312,369.99442271164,384.52019141924,391.99543598175,399.61600264311,415.30469757995,431.60932167676,440,448.55379686399,466.16376151809,484.46508327871,493.88330125613,503.4846136049,523.2511306012],description:"12 and 18-tET mixed"},"24-41":{frequencies:[261.6255653006,266.08621391654,275.2369681566,284.70241688741,289.55652156164,299.51442230393,309.81477882942,320.46936467484,325.93328493945,337.14219105014,348.73657352057,354.68244242758,366.8800352764,379.49710772441,392.54808136619,399.24092752271,412.97089467071,427.17304032046,434.45623081785,449.39726116197,464.85211362523,480.83846401576,489.03663618802,505.85469387238,523.2511306012],description:"24 out of 41-tET neutral third generator, 22 neutral triads, Op de Coul, 2001"},"24-60":{frequencies:[261.6255653006,273.99891691894,277.18263097687,286.95745534843,293.66476791741,300.52885648597,311.12698372208,314.74210513576,329.62755691287,345.21700307457,349.22823143301,361.54373841775,369.99442271164,378.64263238751,391.99543598175,396.55020354877,415.30469757995,434.94616895528,440,455.51656649021,466.16376151809,477.05982293263,493.88330125613,499.62194879119,523.2511306012],description:"12 and 15-tET mixed"},"24-94":{frequencies:[261.6255653006,265.51256119135,275.48458755707,279.57748987366,290.07776015425,294.38747470873,309.98198497505,314.58741860623,326.40257913196,331.25197518754,348.79929894143,353.98144532328,367.27615246113,372.73281132023,386.73177548245,392.47748849606,413.26809526256,419.40806105693,435.16003737285,441.62525396027,465.0193523796,471.92819182319,489.65270022124,496.92751979948,523.2511306012],description:"24 tone schismic temperament in 94-et, Gene Ward Smith, 2002"},"28-any":{frequencies:[261.6255653006,265.71346475842,280.31310567921,283.42769574232,289.86923428191,303.67253115248,309.19384990071,318.85615771011,327.03195662575,331.27912489362,340.11323489078,354.2846196779,356.76213450082,364.40703738298,377.90359432309,386.49231237589,392.4383479509,404.89670820331,425.14154361347,436.04260883433,455.50879672872,463.79077485106,472.37949290386,485.87604984397,490.54793493862,515.32308316785,523.2511306012],description:"6)8 28-any from 1.3.5.7.9.11.13.15, only 26 tones"},"30-29-min3":{frequencies:[261.6255653006,270.64713651786,280.31310567921,290.69507255622,348.83408706747,392.4383479509,405.97070477679,420.46965851882,436.04260883433,523.2511306012],description:"30/29 x 29/28 x 28/27 plus 6/5"},"56-any":{frequencies:[261.6255653006,265.71346475842,269.80136421624,272.79915715198,274.70684356563,283.42769574232,286.15296204753,287.78812183066,292.28481123426,294.32876096318,297.59908052943,305.22982618403,311.77046531655,314.76825825228,318.85615771011,323.76163705949,327.03195662575,335.75280880244,340.11323489078,343.38355445704,350.74177348112,359.73515228832,366.27579142084,367.91095120397,371.99885066179,377.72190990274,382.62738925213,389.71308164569,392.4383479509,396.79877403924,404.70204632437,412.06026534844,419.69101100305,425.14154361347,431.68218274599,441.49314144476,446.39862079415,449.66894036041,457.84473927605,467.65569797482,470.92601754108,478.28423656516,479.64686971777,490.54793493862,495.99846754905,503.62921320365,510.16985233617,515.07533168556,523.2511306012],description:"3)8 56-any from 1.3.5.7.9.11.13.15, 1.3.5 tonic, only 48 notes"},"7-31strange":{frequencies:[261.6255653006,279.77706779472,327.17991022208,334.57791819083,391.26571058456,418.41160951721,467.90420651233,523.2511306012],description:"Strange diatonic-like strictly proper scale"},"70-any":{frequencies:[220,222.0625,222.37351190476,224.71428571429,226.41666666667,232.6369047619,233.75,238.33333333333,238.75892857143,239.47916666667,240.56770833333,242,242.58928571429,244.88095238095,253.22916666667,253.78571428571,257.125,261.25,262.16666666667,266.84821428571,267.14285714286,273.69047619048,274.93452380952,278.55208333333,280.89285714286,283.02083333333,286,287.375,289.40476190476,290.79613095238,293.85714285714,296.08333333333,298.57142857143,302.5,303.875,311.32291666667,311.66666666667,317.23214285714,318.34523809524,323.45238095238,327.70833333333,328.42857142857,339.625,342.83333333333,343.6681547619,345.71428571429,347.28571428571,348.33333333333,348.95535714286,355.79761904762,357.5,367.32142857143,370.10416666667,374,374.52380952381,378.0349702381,383.16666666667,388.14285714286,393.25,397.93154761905,403.33333333333,405.16666666667,407.11458333333,408.57142857143,410.53571428571,412.40178571429,418,422.97619047619,428.54166666667,434.10714285714,440],description:"1.3.5.7.11.13.17.19 4)8 70-any, tonic 1.3.5.7"},"79-159":{frequencies:[130.8127826503,131.95830396199,133.11385654929,134.2795282556,135.45540769356,136.64158425179,137.83814810169,139.04519020427,140.26280231709,141.49107700124,142.73010762833,143.97998838766,145.24081429331,146.5126811914,147.79568491369,149.08992469221,150.39549806687,151.71250428543,153.04104346477,154.38121659847,155.73312556452,157.09687313304,158.47256297411,159.86029966564,161.26018870133,162.67233649868,164.09685040708,165.53383871598,166.98341066311,168.44567644278,169.9207472143,171.40873511035,172.90975324559,174.4239157252,175.95133765357,177.49213514308,179.04642532287,180.61432634779,182.19595740736,183.79143873484,185.40089054545,187.02443731988,188.66220141615,190.31430733466,191.98088066606,193.66204810081,196.21144306466,197.92965733298,199.66291792187,201.41135659124,203.17510625483,204.95430099027,206.74907604934,208.55956786817,210.38591407769,212.22825351405,214.08672622916,215.96147350138,217.85263784625,219.76036302727,221.6847940669,223.62607725755,225.58436017271,227.55979167816,229.55252194328,231.56270245249,233.59048466747,235.63602542406,237.69947888371,239.78100190709,241.88075272852,243.99889096796,246.13557764315,248.29097518186,250.46524743423,252.65856003828,254.87107866722,257.10297257263,259.35441106675,261.6255653006],description:"79 out of 159 MOS by Ozan Yarman"},b10_13:{frequencies:[261.6255653006,281.75060878526,299.00064605783,322.00069575458,348.83408706747,370.63621750918,392.4383479509,425.14154361347,457.84473927605,485.87604984397,523.2511306012],description:"10-tET approximation with minimal order 13 beats"},b12_17:{frequencies:[261.6255653006,277.01530443593,294.32876096318,310.68035879446,327.03195662575,348.83408706747,370.63621750918,392.4383479509,415.52295665389,436.04260883433,465.11211608996,494.18162334558,523.2511306012],description:"12-tET approximation with minimal order 17 beats"},b14_19:{frequencies:[261.6255653006,275.39533189537,289.16509849014,305.22982618403,319.76457981184,336.37572681506,348.83408706747,370.63621750918,392.4383479509,408.78994578219,429.81342870813,450.57736246214,474.19633710734,497.08857407114,523.2511306012],description:"14-tET approximation with minimal order 19 beats"},b15_21:{frequencies:[261.6255653006,274.08392555301,287.78812183066,300.86940009569,313.95067836072,327.03195662575,348.83408706747,361.29244731988,377.90359432309,392.4383479509,415.52295665389,436.04260883433,457.84473927605,477.08191319521,499.46698830115,523.2511306012],description:"15-tET approximation with minimal order 21 beats"},b8_11:{frequencies:[261.6255653006,285.40970760065,313.95067836072,340.11323489078,366.27579142084,404.33041910093,436.04260883433,479.64686971777,523.2511306012],description:"8-tET approximation with minimal order 11 beats"},bach2:{frequencies:[261.6255653006,275.93341798027,293.66476791741,310.42509491746,327.77163799145,349.22823143301,367.9112241576,391.99543598175,413.90012676351,438.75957425603,465.63764214343,491.10256480205,523.2511306012],description:"Well-temperament for Bach, from Jacob Breetvelt's Tuner"},badings1:{frequencies:[261.6255653006,294.32876096318,327.03195662575,359.73515228832,392.4383479509,425.14154361347,457.84473927605,523.2511306012,588.65752192635,654.0639132515],description:"Henk Badings, harmonic scale, Lydomixolydisch"},badings2:{frequencies:[261.6255653006,290.69507255622,327.03195662575,373.75080757229,402.50086969323,436.04260883433,475.68284600109,523.2511306012,581.39014511244,654.0639132515],description:"Henk Badings, subharmonic scale, Dorophrygisch"},bagpipe1:{frequencies:[261.6255653006,271.79210016793,294.00421879736,314.01573591759,329.43721154897,351.04845788167,378.64263238751,393.35634555235,416.02498968576,442.54889406986,469.13512554326,491.60634075178,523.2511306012],description:"Bulgarian bagpipe tuning"},bagpipe2:{frequencies:[261.6255653006,232.55605804498,261.6255653006,294.32876096318,327.03195662575,353.19451315581,392.4383479509,436.04260883433,470.92601754108,523.2511306012],description:"Highland Bagpipe, from Acustica4: 231 (1954) J.M.A Lenihan and S. McNeill"},bagpipe3:{frequencies:[261.6255653006,235.46300877054,261.6255653006,294.32876096318,327.03195662575,348.83408706747,392.4383479509,436.04260883433,470.92601754108,523.2511306012],description:"Highland Bagpipe, Allan Chatto, 1991. From Australian Pipe Band College"},bagpipe4:{frequencies:[261.6255653006,228.92236963802,261.6255653006,294.32876096318,327.03195662575,348.83408706747,392.4383479509,436.04260883433,457.84473927605,520.23742585195],description:"Highland Bagpipe, Ewan Macpherson in 'NZ Pipeband', Winter 1998"},bailey_ebwt:{frequencies:[261.6255653006,275.62199471997,292.46556106397,310.07474405997,327.68392705597,348.83408706747,367.49599295996,391.13440709046,413.43299207996,437.93272494396,465.11211608996,489.99465727995,523.2511306012],description:"Paul Bailey's equal beating well temperament"},balafon:{frequencies:[261.6255653006,291.46787011619,321.35550581422,354.51258839996,385.70651737906,428.95813651779,462.1422075194,529.94287640131],description:"Observed balafon tuning from Patna, Helmholtz/Ellis p. 518, nr.81"},balafon2:{frequencies:[261.6255653006,285.63448939555,308.79945157961,355.94891173479,397.46748834812,437.46578647972,476.78434194296,523.2511306012],description:"Observed balafon tuning from West-Africa, Helmholtz/Ellis p. 518, nr.86"},balafon3:{frequencies:[261.6255653006,292.81785438923,309.15639683494,351.8604897792,388.83826257328,414.34624765043,468.32288027948,525.97838877075],description:"Pitt-River's balafon tuning from West-Africa, Helmholtz/Ellis p. 518, nr.87"},balafon4:{frequencies:[261.6255653006,285.46954808622,319.3201344739,354.51258839996,383.0422478503,430.1988069325,472.94426956511,505.71930677521],description:"Mandinka balafon scale from Gambia"},balafon5:{frequencies:[261.6255653006,288.45311779165,320.24370022528,358.01090280364,394.03857108971,438.47771564426,477.05982293263,524.76452349887],description:"An observed balafon tuning from Singapore, Helmholtz/Ellis p. 518, nr.82"},balafon6:{frequencies:[261.6255653006,279.43321615854,320.24370022528,359.46139971304,389.06292924114,424.52127512829,474.86042406195,522.04355935974],description:"Observed balafon tuning from Burma, Helmholtz/Ellis p. 518, nr.84"},balafon7:{frequencies:[261.6255653006,294.00421879736,323.96475278212,388.6137256405,440.76312290327,523.2511306012],description:"Observed South Pacific pentatonic balafon tuning, Helmholtz/Ellis p. 518, nr.93"},bamboo:{frequencies:[261.6255653006,268.98086109226,277.50302994288,286.29520819723,294.34406205295,303.66981774726,313.29104303136,323.21709932123,332.30396882382,342.83241505062,353.69443592699,363.63813998786,375.1593523779,387.04559340587,397.92692612688,410.5345162762,423.54155496477,435.44892882269,449.24533531117,463.47885582013,478.16333951147,491.60634075178,507.1819925915,523.2511306012],description:"Pythagorean scale with fifth average from Chinese bamboo tubes"},bapere:{frequencies:[261.6255653006,369.78076726459,418.43499793376,469.13512554326,528.41454941006,625.85864800681],description:"African, Bapere Horns Aerophone, made of reed, one note each"},barbour_chrom1:{frequencies:[261.6255653006,266.47048317654,290.69507255622,348.83408706747,392.4383479509,399.70572476481,436.04260883433,523.2511306012],description:"Barbour's #1 Chromatic"},barbour_chrom2:{frequencies:[261.6255653006,268.33391312882,290.69507255622,348.83408706747,392.4383479509,402.50086969323,436.04260883433,523.2511306012],description:"Barbour's #2 Chromatic"},barbour_chrom3:{frequencies:[261.6255653006,265.7783520514,299.00064605783,348.83408706747,392.4383479509,398.6675280771,448.50096908674,523.2511306012],description:"Barbour's #3 Chromatic"},barbour_chrom3p:{frequencies:[261.6255653006,294.32876096318,299.00064605783,348.83408706747,392.4383479509,441.49314144476,448.50096908674,523.2511306012],description:"permuted Barbour's #3 Chromatic"},barbour_chrom3p2:{frequencies:[261.6255653006,305.22982618403,310.07474405997,348.83408706747,392.4383479509,457.84473927605,465.11211608996,523.2511306012],description:"permuted Barbour's #3 Chromatic"},barbour_chrom4:{frequencies:[261.6255653006,264.89588486686,294.32876096318,348.83408706747,392.4383479509,397.34382730029,441.49314144476,523.2511306012],description:"Barbour's #4 Chromatic"},barbour_chrom4p:{frequencies:[261.6255653006,290.69507255622,294.32876096318,348.83408706747,392.4383479509,436.04260883433,441.49314144476,523.2511306012],description:"permuted Barbour's #4 Chromatic"},barbour_chrom4p2:{frequencies:[261.6255653006,310.07474405997,313.95067836072,348.83408706747,392.4383479509,465.11211608996,470.92601754108,523.2511306012],description:"permuted Barbour's #4 Chromatic"},barca:{frequencies:[261.6255653006,275.93341798027,293.22293791529,310.42509491746,328.38911303185,348.83408706747,367.9112241576,391.5530240856,413.90012676351,438.84215955761,465.11211608996,491.4724221873,523.2511306012],description:"Barca"},barca_a:{frequencies:[261.6255653006,275.93341798027,293.66476791741,310.42509491746,329.13161950368,348.83408706747,368.60431645622,392.4383479509,413.90012676351,439.83440665307,465.63764214343,492.58366930154,523.2511306012],description:"Barca A"},barkechli:{frequencies:[261.6255653006,265.19499215873,275.62199471997,279.38237857051,290.36720431405,294.32876096318,298.34436617857,310.07474405997,314.30517589183,326.6631048533,331.11985608357,348.83408706747,353.59332287831,367.49599295996,372.50983809402,387.15627241873,392.4383479509,397.79248823809,413.43299207996,419.07356785577,435.55080647107,441.49314144476,465.11211608996,471.45776383774,489.99465727995,496.67978412536,516.20836322497,523.2511306012],description:"Mehdi Barkechli, 27-tone pyth. Arabic scale"},barlow_13:{frequencies:[261.6255653006,275.93321340298,294.32876096318,305.22982618403,327.03195662575,343.38355445704,358.80077526939,378.42269266694,397.34382730029,418.60090448096,448.50096908674,470.92601754108,496.67978412536,523.2511306012],description:"7-limit rational 13-equal, Barlow, On the Quantification of Harmony and Metre"},barlow_17:{frequencies:[261.6255653006,272.52663052146,282.55561052465,294.32876096318,310.07474405997,319.76457981184,334.88072358477,348.83408706747,363.36884069528,376.74081403286,392.4383479509,408.78994578219,428.11456140098,441.49314144476,465.11211608996,484.4917875937,502.32108537715,523.2511306012],description:"11-limit rational 17-equal, Barlow, On the Quantification of Harmony and Metre"},barnes:{frequencies:[261.6255653006,276.24519242498,293.00227310437,310.77584116741,328.14198392915,349.6228209638,368.32692341742,391.5530240856,414.36778843034,438.51190905657,466.16376151809,492.21297564769,523.2511306012],description:"John Barnes' temperament (1979) made after analysis of Wohltemperierte Klavier"},barton:{frequencies:[261.6255653006,279.79400733536,285.40970760065,294.32876096318,305.22982618403,332.97799220076,359.73515228832,392.4383479509,428.11456140098,439.67629724129,457.84473927605,479.64686971777,523.2511306012],description:"Jacob Barton, tetratetradic scale on 6:7:9:11"},barton2:{frequencies:[261.6255653006,289.6217982776,304.72408298441,337.33223582731,354.92237405774,373.42974737602,413.39000965417,434.94616895528,481.48922855473,506.59641128799,560.80667602048,590.04985501151],description:"Jacob Barton, mode of 88CET, TL 17-01-2007"},beardsley_8:{frequencies:[261.6255653006,294.32876096318,305.22982618403,336.37572681506,359.73515228832,392.4383479509,425.14154361347,457.84473927605,523.2511306012],description:'David Beardsley\'s scale used in "Sonic Bloom", 1999'},becket:{frequencies:[261.6255653006,277.21176919085,293.63180098233,311.16627887077,329.63881547742,349.36510452864,370.14670828388,392.04008509316,415.41939014292,440.0494382652,466.3511549761,494.0599599767,523.2511306012],description:"Quasi-equal temperament by the Becket and Co. plan (1840)"},beep:{frequencies:[261.6255653006,283.70770825602,305.4389165642,328.83467208739,356.58950853951,383.90325446871,416.30607857962,448.19394456221,486.02313559974,523.2511306012],description:"Beep temperament, g=268.056439, 5-limit"},belet:{frequencies:[261.6255653006,279.06726965397,290.69507255622,294.32876096318,313.95067836072,327.03195662575,348.83408706747,359.73515228832,392.4383479509,418.60090448096,425.14154361347,457.84473927605,490.54793493862,523.2511306012],description:"Belet, Brian 1992 Proceedings of the ICMC pp.158-161."},bellingwolde:{frequencies:[261.6255653006,275.62199471997,293.00227310437,311.47852302926,328.14198392915,349.6228209638,367.49599295996,391.5530240856,414.36778843034,438.51190905657,466.16376151809,491.10256480205,523.2511306012],description:"Current 1/6-P. comma mod.mean of Freytag organ in Bellingwolde. Ortgies,2002"},bellingwolde_org:{frequencies:[261.6255653006,275.62199471997,293.00227310437,311.47852302926,328.14198392915,349.6228209638,367.49599295996,392.4383479509,414.36778843034,438.51190905657,466.16376151809,492.21297564769,523.2511306012],description:"Original tuning of the Freytag organ in Bellingwolde"},bemetzrieder2:{frequencies:[261.6255653006,278.12325072816,294.32876096318,311.47852302926,331.11985608357,348.83408706747,371.66947115233,392.4383479509,416.24372513446,441.49314144476,466.16376151809,496.67978412536,523.2511306012],description:"Anton Bemetzrieder temperament 2 (1808), is Vallotti in F#."},bendeler:{frequencies:[261.6255653006,275.62199471997,292.75527993287,310.07474405997,328.19316432552,348.83408706747,367.49599295996,392.4383479509,413.43299207996,437.5908859861,465.11211608996,492.2897462422,523.2511306012],description:"J. Ph. Bendeler well temperament"},bendeler1:{frequencies:[261.6255653006,275.62199471997,291.68176209937,310.07474405997,328.14198392915,348.83408706747,367.49599295996,390.66969766777,413.43299207996,437.52264545758,465.11211608996,492.21297564769,523.2511306012],description:"Bendeler I temperament (c.1690), three 1/3P comma tempered fifths"},bendeler2:{frequencies:[261.6255653006,275.62199471997,293.00227310437,310.07474405997,328.14198392915,348.83408706747,369.15973155124,390.66969766777,413.43299207996,437.52264545758,465.11211608996,492.21297564769,523.2511306012],description:"Bendeler II temperament (c.1690), three 1/3P comma tempered fifths"},bendeler3:{frequencies:[261.6255653006,276.55731914056,292.34127285051,310.07474405997,328.88393162803,348.83408706747,368.74309237173,391.11111150212,414.83597850347,438.51190905657,465.11211608996,491.65745674141,523.2511306012],description:"Bendeler III temperament (c.1690), four 1/4P tempered fifths"},bermudo:{frequencies:[261.6255653006,277.19910487213,293.6996776193,310.07474405997,329.70593120198,348.83408706747,369.59880668093,392.4383479509,415.7986595021,440.54951620873,465.11211608996,494.55889655576,523.2511306012],description:"Irregular temperament of Fr.J. Bermudo (1555)"},bethisy:{frequencies:[261.6255653006,275.07789113252,292.50629850443,309.11318452678,327.03195662575,348.47319596298,367.18493208474,391.22137338448,412.1509129084,437.39882871549,464.15023763114,489.99437596255,523.2511306012],description:"Bethisy temperament ordinaire, see Pierre-Yves Asselin: Musique et temperament"},biezen:{frequencies:[261.6255653006,275.07759559501,292.50627485027,311.03921839762,327.03195662575,349.91912034749,366.77012764335,391.22147055517,412.61639318626,437.39890198442,466.55882736321,490.54793493862,523.2511306012],description:"Jan van Biezen modified meantone (1974)"},biezen2:{frequencies:[261.6255653006,275.07784982081,292.50638298357,310.07474405997,327.03219768913,348.83408706747,366.77046661108,391.22154286826,412.61677690833,437.39914452994,465.11211608996,489.02728905922,523.2511306012],description:"Jan van Biezen 2, also Siracusa (early 17th cent.), modified 1/4 comma MT"},biezen3:{frequencies:[261.6255653006,275.62199471997,293.00227310437,310.77584116741,328.14198392915,349.6228209638,367.49599295996,391.5530240856,413.43299207996,438.51190905657,466.16376151809,491.10256480205,523.2511306012],description:"Jan van Biezen 3 (2004)"},biggulp:{frequencies:[261.6255653006,269.80136421624,294.32876096318,305.22982618403,327.03195662575,343.38355445704,359.73515228832,392.4383479509,404.70204632437,441.49314144476,457.84473927605,490.54793493862,523.2511306012],description:"Big Gulp"},bigler12:{frequencies:[261.6255653006,272.52663052146,294.32876096318,305.22982618403,327.03195662575,348.83408706747,359.73515228832,392.4383479509,408.78994578219,436.04260883433,457.84473927605,490.54793493862,523.2511306012],description:"Kurt Bigler, JI organ tuning, TL 28-3-2004"},billeter:{frequencies:[261.6255653006,276.08926119362,293.33333347996,310.60041853231,328.14198392915,349.42547049952,368.11901510884,391.77416758435,414.13389158342,438.75957425603,465.90062756558,491.65745674141,523.2511306012],description:"Organ well temperament of Otto Bernhard Billeter"},blackbeat15:{frequencies:[261.6255653006,274.44824879236,286.487643165,300.52885648597,315.2582519196,329.08788443061,345.21700307457,362.13663537929,378.0227114949,396.55020354877,415.98575734435,434.23406684571,455.51656649021,477.84215516365,498.80395826933,523.2511306012],description:"generator g is unique real root of 9g^5+20g^4+80g^3-128 = 0"},blackchrome2:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,348.83408706747,353.19451315581,392.4383479509,418.60090448096,465.11211608996,470.92601754108,523.2511306012],description:"Second 25/24&256/245 scale"},blackjack:{frequencies:[261.6255653006,274.52698453615,279.86396690685,293.66476791741,299.37379946195,314.13668154225,320.24370022528,326.46944327063,342.56848033562,349.22823143301,366.44956000397,373.57357677338,391.99543598175,399.61607881612,419.32216217931,427.47405410759,448.5538823653,457.27406033445,479.82340237272,489.15147723638,513.27277840175,523.2511306012],description:'21 note MOS of "MIRACLE" temperament, Erlich & Keenan, miracle1,TL 2-5-2001'},blackjack_r:{frequencies:[261.6255653006,274.70684356563,280.31310567921,294.32876096318,299.00064605783,313.95067836072,319.76457981184,327.03195662575,343.38355445704,348.83408706747,366.27579142084,373.75080757229,392.4383479509,398.6675280771,418.60090448096,428.11456140098,448.50096908674,457.84473927605,479.64686971777,490.54793493862,515.07533168556,523.2511306012],description:'Rational "Wilson/Grady"-style version, Paul Erlich, TL 28-11-2001'},blackjack_r2:{frequencies:[261.6255653006,267.07609791103,279.79400733536,285.40970760065,299.00064605783,305.22982618403,321.08592105074,326.18252297218,343.38355445704,348.83408706747,366.9553383437,374.60024122586,392.4383479509,400.61414686654,419.69101100305,428.11456140098,448.50096908674,457.84473927605,479.64686971777,489.27378445826,499.46698830115,523.2511306012],description:"Another rational Blackjack maximising 1:3:7:9:11, Paul Erlich, TL 5-12-2001"},blackjack_r3:{frequencies:[261.6255653006,274.70684356563,279.06726965397,293.02063313667,299.00064605783,313.95067836072,320.49131749323,327.03195662575,343.38355445704,348.83408706747,366.27579142084,373.75080757229,392.4383479509,398.6675280771,418.60090448096,427.32175665765,448.50096908674,457.84473927605,480.73697623985,488.36772189445,512.78610798918,523.2511306012],description:"7-Limit rational Blackjack, Dave Keenan, TL 5-12-2001"},blackjackg:{frequencies:[261.6255653006,274.52693220706,279.86402025325,293.66476791741,299.37374239667,314.13674142156,320.24370022528,336.03566410061,342.56854563448,359.46139971304,366.44949015302,384.52019141924,391.99543598175,411.32564531909,419.32224210861,440,448.55379686399,470.67330277891,479.82340237272,489.15138399655,513.2728762395,523.2511306012],description:"Blackjack on G-D"},blackwood:{frequencies:[261.6255653006,272.52663052146,283.88190618179,286.18545789024,298.10985250896,300.52885648597,313.0508927399,326.09467864444,328.7407647026,342.43829718545,345.21700307457,359.60104552068,374.58442093216,377.62397563434,393.35830866491,396.55020354877,413.07312944482,430.28450813229,433.77603961861,451.8500420878,455.51656649021,474.49642428674,494.26710667227,498.27782314702,519.0394000516,523.2511306012],description:"Blackwood temperament, g=84.663787, p=240, 5-limit"},blackwood_6:{frequencies:[261.6255653006,294.32876096318,327.03195662575,359.73515228832,425.14154361347,457.84473927605,523.2511306012],description:"Easley Blackwood, whole tone scale, arrangement of 4:5:7:9:11:13, 1/1=G, p.114"},blackwood_9:{frequencies:[261.6255653006,290.69507255622,294.32876096318,327.03195662575,343.38355445704,348.83408706747,392.4383479509,436.04260883433,490.54793493862,523.2511306012],description:"Blackwood, scale with pure triads on I II III IV VI and dom.7th on V. page 83"},blasquinten:{frequencies:[261.6255653006,286.29520819723,313.29104303136,342.83241505062,375.1593523779,387.04559340587,410.5345162762,423.54155496477,449.24533531117,463.47885582013,491.60634075178,507.1819925915,537.96172218451,555.00605988575,588.68812410589,607.33963549452,644.19770621608,664.60793764765,704.94149227887,727.27627997571,795.85385225376,870.89785764539,953.01804006282,1042.8816384286],description:"Blasquintenzirkel. 23 fifths in 2 oct. C. Sachs, Vergleichende Musikwiss. p. 28"},boeth_chrom:{frequencies:[261.6255653006,275.62199471997,293.75502068839,348.83408706747,392.4383479509,413.43299207996,440.63253103259,523.2511306012],description:"Boethius's Chromatic. The CI is 19/16"},boeth_enh:{frequencies:[261.6255653006,268.4414617914,275.62199471997,348.83408706747,392.4383479509,402.6621926871,465.11211608996,413.43299207996,523.2511306012],description:"Boethius's Enharmonic, with a CI of 81/64 and added 16/9"},"bohlen-eg":{frequencies:[261.6255653006,284.8811711051,311.45900631024,336.37572681506,366.27579142084,400.44729382745,436.04260883433,470.92601754108,512.78610798918,560.62621135843,610.45965236807,659.29642455751,720.80512888941,784.8766959018],description:"Bohlen-Pierce with two tones altered by minor BP diesis, slightly more equal"},"bohlen-p":{frequencies:[261.6255653006,282.55561052465,311.45900631024,336.37572681506,366.27579142084,400.44729382745,436.04260883433,470.92601754108,512.78610798918,560.62621135843,610.45965236807,659.29642455751,726.73768139056,784.8766959018],description:"See Bohlen, H. 13-Tonstufen in der Duodezime, Acustica 39: 76-86 (1978)"},"bohlen-p_9":{frequencies:[261.6255653006,284.69629445872,337.12043918596,366.84847565362,434.40017432099,472.70655602525,559.75102196641,609.11112257023,721.27320639821,784.8766959018],description:"Bohlen-Pierce subscale by J.R. Pierce with 3:5:7 triads"},"bohlen-p_9a":{frequencies:[261.6255653006,284.8811711051,336.37572681506,366.27579142084,432.48307733364,470.92601754108,560.62621135843,610.45965236807,720.80512888941,784.8766959018],description:"Pierce's 9 of 3\\13, see Mathews et al., J. Acoust. Soc. Am. 84, 1214-1222"},"bohlen-p_eb":{frequencies:[261.6255653006,285.64716577792,310.52539481251,337.57037483941,366.97081743676,400.66487311199,435.56048445912,473.4953033161,514.73403019061,561.99521570136,610.94177766889,664.15130078898,721.99506804518,784.8766959018],description:"Bohlen-Pierce scale with equal beating 5/3 and 7/3"},"bohlen-p_ebt":{frequencies:[261.6255653006,284.53203461485,309.6799254451,337.28855896472,366.73973410417,399.07273713742,434.56955282349,472.43534898815,514.00634985613,559.64511399305,608.32971008946,661.77814155808,720.45654909781,784.8766959018],description:"Bohlen-Pierce scale with equal beating 7/3 tenth"},"bohlen-p_ebt2":{frequencies:[261.6255653006,284.5954076419,309.70820737029,337.16389368188,367.18104441618,399.33882219306,434.49674384919,472.93470278192,514.95871195695,559.97960434325,609.2006926244,663.01383819518,721.84745072846,784.8766959018],description:"Bohlen-Pierce scale with equal beating 7/5 tritone"},"bohlen-p_et":{frequencies:[261.6255653006,284.69629445872,309.80145226022,337.12043918596,366.84847565362,399.19799705513,434.40017432099,472.70655602525,514.39088038704,559.75102196641,609.11112257023,662.82390755693,721.27320639821,784.8766959018],description:"13-tone equal division of 3/1. Bohlen-Pierce equal approximation"},bohlen47:{frequencies:[261.6255653006,277.52349357863,303.19994295657,321.62417814738,341.1679796516,351.38081900843,372.73281132023,395.38227791356,419.40806105693,458.21165822114,486.05532888913,563.29337300176,597.52243480304,652.80515826392,692.47348950549,734.55230492227,779.18807989593,802.51301999392,851.2784929682,903.00724665589,986.55339821839,1046.5022612024],description:"Heinz Bohlen, mode of 4\\47 (1998), members.aol.com/bpsite/pythagorean.html"},bohlen47r:{frequencies:[261.6255653006,277.6434570537,303.42373253797,322.00069575458,340.11323489078,341.71502406609,352.18826098158,373.75080757229,394.45085229937,418.60090448096,457.84473927605,485.87604984397,563.50121757052,598.00129211566,654.0639132515,694.10864263424,732.55158284168,777.40167975035,801.22829373309,805.00173938646,850.28308722695,902.34123542452,986.12713074842,1046.5022612024],description:"Rational version, with alt.9 64/49 and alt.38 40/13"},bohlen5:{frequencies:[261.6255653006,282.55561052465,313.95067836072,339.06673262958,363.36884069528,406.88007915549,436.04260883433,470.92601754108,504.67894541011,565.1112210493,605.61473449213,654.0639132515,726.73768139056,784.8766959018],description:"5-limit version of Bohlen-Pierce"},bohlen_11:{frequencies:[261.6255653006,290.69507255622,313.95067836072,348.83408706747,392.4383479509,436.04260883433,470.92601754108,523.2511306012,588.65752192635,654.0639132515,706.38902631162,784.8766959018],description:"11-tone scale by Bohlen, generated from the 1/1 3/2 5/2 triad"},bohlen_12:{frequencies:[261.6255653006,287.78812183066,313.95067836072,341.25073734861,373.75080757229,411.12588832951,457.84473927605,499.46698830115,549.41368713126,601.73880019138,654.0639132515,719.47030457665,784.8766959018],description:"12-tone scale by Bohlen generated from the 4:7:10 triad, Acustica 39/2, 1978"},bohlen_8:{frequencies:[261.6255653006,290.69507255622,313.95067836072,336.37572681506,366.27579142084,406.97310157871,436.04260883433,470.92601754108,523.2511306012],description:"See Bohlen, H. 13-Tonstufen in der Duodezime, Acustica 39: 76-86 (1978)"},bohlen_coh:{frequencies:[261.6255653006,283.77689858316,309.9519127565,336.21627777233,367.18939245566,398.3454921225,434.93712711029,471.95440542227,515.13731812109,559.16292835593,609.72961640823,662.48023246135,721.80170799679,784.8766959018],description:"Differentially coherent Bohlen-Pierce, interval=2"},bohlen_d_ji:{frequencies:[261.6255653006,311.45900631024,336.37572681506,400.44729382745,436.04260883433,470.92601754108,560.62621135843,610.45965236807,726.73768139056,784.8766959018],description:'Bohlen\'s delta scale, just version. "Dur" form, "moll" is inversion.'},bohlen_delta:{frequencies:[261.6255653006,309.80145226022,337.12043918596,399.19799705513,434.40017432099,472.70655602525,559.75102196641,609.11112257023,721.27320639821,784.8766959018],description:"Bohlen's delta scale, a mode B-P, see Acustica 39: 76-86 (1978)"},bohlen_enh:{frequencies:[261.6255653006,282.55561052465,284.8811711051,286.03378130532,288.38796880578,305.16005936662,307.67166479351,308.91648380975,311.45900631024,332.28539797699,335.02025721959,336.37572681506,339.14425131559,363.28578496026,366.27579142084,367.75771882113,370.78453132171,395.57785473451,398.83363954714,400.44729382745,403.74315632809,427.22408311327,430.74033071091,432.48307733364,436.04260883433,470.92601754108,474.80195184183,476.7229688422,480.64661467629,508.60009894437,512.78610798918,514.86080634958,519.0983438504,553.80899662831,558.36709536599,560.62621135843,565.24041885932,605.4763082671,610.45965236807,612.92953136854,617.97421886952,659.29642455751,664.72273257856,667.41215637908,672.90526054681,712.04013852211,717.90055118485,720.80512888941,726.73768139056,784.8766959018],description:"Bohlen-Pierce scale, all enharmonic tones"},bohlen_eq:{frequencies:[261.6255653006,284.8811711051,308.91648380975,336.37572681506,366.27579142084,398.83363954714,436.04260883433,470.92601754108,514.86080634958,560.62621135843,610.45965236807,664.72273257856,720.80512888941,784.8766959018],description:"Most equal selection from all enharmonic Bohlen-Pierce tones"},bohlen_g_ji:{frequencies:[261.6255653006,282.55561052465,336.37572681506,366.27579142084,436.04260883433,470.92601754108,512.78610798918,610.45965236807,726.73768139056,784.8766959018],description:"Bohlen's gamma scale, just version"},bohlen_gamma:{frequencies:[261.6255653006,284.69629445872,337.12043918596,366.84847565362,434.40017432099,472.70655602525,514.39088038704,609.11112257023,721.27320639821,784.8766959018],description:"Bohlen's gamma scale, a mode of the Bohlen-Pierce scale"},bohlen_h_ji:{frequencies:[261.6255653006,282.55561052465,336.37572681506,366.27579142084,436.04260883433,470.92601754108,560.62621135843,610.45965236807,659.29642455751,784.8766959018],description:"Bohlen's harmonic scale, just version"},bohlen_harm:{frequencies:[261.6255653006,284.69629445872,337.12043918596,366.84847565362,434.40017432099,472.70655602525,559.75102196641,609.11112257023,662.82390755693,784.8766959018],description:"Bohlen's harmonic scale, inverse of lambda"},bohlen_l_ji:{frequencies:[261.6255653006,311.45900631024,336.37572681506,366.27579142084,436.04260883433,470.92601754108,560.62621135843,610.45965236807,726.73768139056,784.8766959018],description:"Bohlen's lambda scale, just version"},bohlen_lambda:{frequencies:[261.6255653006,309.80145226022,337.12043918596,366.84847565362,434.40017432099,472.70655602525,559.75102196641,609.11112257023,721.27320639821,784.8766959018],description:"Bohlen's lambda scale, a mode of the Bohlen-Pierce scale"},bohlen_lambda_pyth:{frequencies:[261.6255653006,306.39471659497,336.37572681506,369.29040698809,432.48307733364,474.80195184183,556.04967085754,610.45965236807,714.92100538827,784.8766959018],description:"Dave Benson's BP-Pythagorean scale, lambda mode of bohlen_pyth"},bohlen_mean:{frequencies:[261.6255653006,284.10386475185,310.60934614102,337.29604814052,366.27579142084,400.44729382745,434.85285530295,472.21446668638,512.78610798918,560.62621135843,608.79399650832,661.10025236644,722.77724674138,784.8766959018],description:"1/3 minor BP diesis (245/243) tempered 7/3 meantone scale"},bohlen_pyth:{frequencies:[261.6255653006,287.22587210185,306.39471659497,336.37572681506,369.29040698809,393.93606419354,432.48307733364,474.80195184183,521.26176788854,556.04967085754,610.45965236807,670.19370157098,714.92100538827,784.8766959018],description:"Cycle of 13 7/3 BP tenths"},bohlen_t:{frequencies:[261.6255653006,311.12698372208,349.22823143301,391.99543598175,440,523.2511306012,587.32953583482,659.25511382574,783.9908719635],description:"Bohlen, scale based on the twelfth"},bohlen_t_ji:{frequencies:[261.6255653006,313.95067836072,348.83408706747,392.4383479509,436.04260883433,523.2511306012,588.65752192635,654.0639132515,784.8766959018],description:"Bohlen, scale based on twelfth, just version"},bolivia:{frequencies:[261.6255653006,315.83481057014,401.62159853282,478.71605466184,581.25458464818,714.36935367713,884.07587347381,1042.8816384286],description:"Observed scale from pan-pipe from La Paz. 1/1=171 Hz."},boomsliter:{frequencies:[261.6255653006,294.32876096318,305.22982618403,313.95067836072,327.03195662575,348.83408706747,366.27579142084,392.4383479509,418.60090448096,436.04260883433,457.84473927605,470.92601754108,523.2511306012],description:"Boomsliter & Creel basic set of their referential tuning."},bossard:{frequencies:[261.6255653006,274.07014518412,292.83688305781,312.18279369479,327.40170814054,349.6228209638,366.25311135453,391.77416758435,410.40944475691,437.76975193523,466.42704408487,489.71807046353,523.2511306012],description:"Ferdinand Bossard's Modified meantone (1743/44), organ in Klosterkirche Muri"},boulliau:{frequencies:[261.6255653006,277.01530443593,294.32876096318,311.64221749042,331.11985608357,348.83408706747,369.35373924791,392.4383479509,415.52295665389,441.49314144476,465.11211608996,492.47165233054,523.2511306012],description:"Monsieur Boulliau's irregular temp. (1373), reported by Mersenne in 1636."},bourdelle1:{frequencies:[77.78174593052,82.41186975189,87.31759847613,92.51538399642,98.02257993096,103.85754467225,110.03990941077,116.59022661317,123.53053420608,130.88397994,138.67507673308,146.93003699824,155.6763931983,164.9433015576,174.76193971839,185.16494846488,196.1873277423,207.86584008347,220.23941613767,233.34968563863,247.24037478201,261.95778857067,277.5514423601,294.07317522211,311.57857297415,330.12602072012,349.77734689864,370.59866654974,392.65942424866,416.03316015153,440.79851299607,467.03808174515,494.83933673906,524.29581268736,555.50543380924,588.57320194179,623.6094067857,660.73084251502,700.06240071147,741.73526246244,785.8883454244,832.67019849533,882.23634185498,934.75353613429,990.39693998366,1049.35204225451,1111.81719184765,1178.00072645989,1248.12327076493,1322.42074547275,1401.14661752202,1484.56517224177,1572.95648748265,1666.61834118016,1765.86443947114,1871.02814716353,1982.4639004832,2100.54510070733,2225.66855292323,2358.25478587764,2498.75091546573,2647.62799199112,2805.38659708793,2972.55896637664,3149.70583568718,3337.42310123723,3536.34230443913,3747.13493124262,3970.50843983823,4207.21463738183,4458.05040600126,4723.86290431955,5005.54478612738,5304.04468163215,5620.37124601817,5955.5872100105,6310.82198625592,6687.27260148396,7086.21184259809,7508.98076179243,7957.00457703055,8431.79872482328,8934.95478673967,9468.17975097327,10033.27316050886,10632.13012906637,11266.78319627398,11939.36824676477,12652.16258838844],description:"Compromis Cordier, piano tuning by Jean-Pierre Chainais"},bpg55557777:{frequencies:[261.6255653006,263.77886213435,282.55561052465,284.8811711051,311.45900631024,336.37572681506,339.14425131559,363.28578496026,366.27579142084,400.44729382745,432.48307733364,436.04260883433,439.63143689058,467.08172352034,470.92601754108,474.80195184183,512.78610798918,560.62621135843,565.24041885932,605.4763082671,610.45965236807,659.29642455751,720.80512888941,726.73768139056,778.46953920056,784.8766959018],description:"Bohlen-Pierce extended to [55557777]"},bps_temp17:{frequencies:[261.6255653006,268.97076226838,290.20623663174,313.11827006656,337.83922836189,347.32414117195,374.745682582,404.3321784083,436.25455367489,448.50249902056,483.91215931052,522.11744291271,563.33906670606,579.15493852212,624.87972193605,674.21451655629,727.44433589053,784.8766959018],description:"Bohlen-Pierce-Stearn temperament. Highest 7-limit error 8.4 cents, 2001"},brac:{frequencies:[261.6255653006,275.94406097886,292.35259906814,310.43706860122,327.70305998733,349.24170217637,365.66485594685,391.09614122774,413.9160914683,438.08068437887,465.65560290183,489.83968338734,523.2511306012],description:"Circulating temperament with simple beat ratios: 4 3/2 4 3/2 2 2 177/176 4 3/2 2 3/2 2"},"breed-blues1":{frequencies:[261.6255653006,296.76515515861,326.18384711731,336.62443200122,394.05926325844,433.12283887627,446.9863572706,523.2511306012],description:"Graham Breed's blues scale in 22-tET"},"breed-blues2":{frequencies:[261.6255653006,294.83694510625,301.96892109338,324.41675883995,340.3015837153,392.77699240278,432.1827401118,453.34424596425,523.2511306012],description:"Graham Breed's blues scale in 29-tET"},"breed-dias13":{frequencies:[261.6255653006,265.18282201878,268.7884458579,272.44309445349,277.80723207771,281.58450683115,285.41314023519,289.29383060041,294.98974271112,299.00064372092,303.06607993849,307.18679286528,313.2349998737,317.49397703593,321.8108624347,326.18644343368,332.60873494833,337.13113189207,341.71501872458,346.36123150834,353.18074483545,357.98285420062,362.85025663369,369.99442271164,375.02514340732,380.12426554142,385.29271915102,392.87875532962,398.22062851476,403.6351338001,409.12325874596,417.17849490302,422.85076550841,428.60016054426,434.42772865197,442.98118503133,449.00428829598,455.10928617413,461.29729216616,470.37978392769,476.77541901996,483.25801394687,489.82875107935,499.47299931533,506.26420750755,513.14775404192,523.2511306012],description:"13-limit Diaschismic temperament, g=103.897, oct=1/2, 13-limit"},"breed-ht":{frequencies:[261.6255653006,279.05070483877,285.7030274277,292.513933828,311.99634404065,319.43405975416,327.04908589289,348.8316511822,357.14748996224,365.66156888935,390.0158549635,399.31348882368,408.83277007153,436.06240284112,446.45774319568,457.10090187102,487.54535399853,499.16800506264,511.06772692108,523.2511306012],description:"Hemithird temperament, g=193.202, 5-limit"},"breed-kleismic":{frequencies:[261.6255653006,272.15636435185,314.21163216373,326.8590947849,377.36736126409,392.55693131015,453.21723193171,523.2511306012],description:"Kleismic temperament, g=317.080, 5-limit"},"breed-magic":{frequencies:[261.6255653006,294.31638753142,304.49289511862,315.02127520293,325.91369075655,366.63748819917,379.31462743886,392.4300989097,405.99906091177,456.72974203193,472.52198019909,488.86026009219,505.76346771665,523.2511306012],description:"Graham Breed's Magic temperament, g=380.384, 9-limit, close to 41-tET"},"breed-magic5":{frequencies:[261.6255653006,273.91776595284,283.59320662662,293.61040566482,303.98143643885,314.71879896063,325.83542931914,341.14446256364,353.19451315581,365.67019921176,378.58655645252,391.95915298383,405.80409975455,424.87037645406,439.87782990318,455.41538042156,471.50175486263,488.15633901682,505.39920634693,523.2511306012],description:"Magic temperament, g=379.967949, 5-limit"},"breed-mult29":{frequencies:[261.6255653006,263.9880285521,267.95417262175,270.37378281992,274.43586616969,276.91400567404,281.0743490329,283.61243364159,287.87341387594,290.47289363467,294.83694510625,297.49930513669,301.96892109338,304.69568244164,309.2734164419,312.06613694752,316.75460431924,319.61487950522,324.41675883995,327.34622282429,332.26425750751,335.2645839368,340.3015837153,343.3744867209,348.53332930799,351.68056448536,356.96419720496,360.18756261663,365.59900408717,368.90034129001,374.44268531179,377.82387824627,383.50028913155,386.96327163554,392.77699240278,396.32374292998,402.2780950448,405.91063990684,412.00902517967,415.72943970377,421.97534223334,425.78575194796,432.1827401118,436.08532196101,442.63705045414,446.63403404133,453.34424596425,457.43791746817,464.31044382305,468.50313943963,475.54190918343,479.83602426238,487.04505874954,491.44304658302,498.82646444278,503.33083766704,510.89285715645,515.50618918729,523.2511306012],description:"Multiple-29 temperament, g=15.563, oct=1/29, 15-limit"},breed:{frequencies:[261.6255653006,265.19499215873,268.81311753311,279.38237857051,283.19406633357,294.32876096318,298.34436617857,310.07474405997,314.30517589183,318.59332496145,331.11985608357,335.63741195089,348.83408706747],description:"Graham Breed's fourth based 12-tone keyboard scale. Tuning List 23-10-97"},"breed4-3":{frequencies:[261.6255653006,293.66476791741,320.24370022528,349.22823143301,391.99543598175,427.47405410759,479.82340237272,523.2511306012],description:"Graham Breed's neutral third chain subset of 7+3 scale in 24-tET"},"breed7-3":{frequencies:[261.6255653006,285.30470202322,293.66476791741,320.24370022528,349.22823143301,380.8360868427,391.99543598175,427.47405410759,466.16376151809,479.82340237272,523.2511306012],description:"Graham Breed's 7 + 3 scale in 24-tET"},breedball3:{frequencies:[261.6255653006,267.07609791103,274.70684356563,280.31310567921,320.49131749323,327.03195662575,366.27579142084,373.75080757229,392.4383479509,400.61414686654,448.50096908674,457.84473927605,523.2511306012],description:"Third Breed ball around 49/40-7/4"},breedball4:{frequencies:[261.6255653006,267.07609791103,274.70684356563,280.31310567921,313.95067836072,320.49131749323,327.03195662575,366.27579142084,373.75080757229,392.4383479509,400.61414686654,448.50096908674,457.84473927605,467.18850946536,523.2511306012],description:"Fourth Breed ball around 49/40-7/4"},breedpump:{frequencies:[261.6255653006,266.96486255163,274.82130475045,280.42990280658,305.10270005901,311.3292857745,320.49131749323,327.03195662575,366.27579142084,373.75080757229,392.60186392921,400.61414686654,427.14378008261,435.8610000843,457.84473927605,467.18850946536,523.2511306012],description:"Comma pump in breed (2401/2400 planar) [[1, 1, -2]->[1, 1, -1]->[0, 1, -1]->[0, 0, -1]->[0, 0, 0]->[0, -1, 0],[0, -1, 1]->[0, -2, 1]->[-1, -2, 1]"},breedt1:{frequencies:[261.6255653006,275.62199471997,292.34127285051,310.07474405997,326.6631048533,348.83408706747,367.49599295996,391.11111150212,413.43299207996,437.02884834934,465.11211608996,489.99465727995,523.2511306012],description:"Graham Breed's 1/4 P temperament, TL 10-06-99"},breedt2:{frequencies:[261.6255653006,276.37000081643,293.53214922797,310.91625060765,328.43856194079,349.78078158391,368.4933346061,392.4383479509,414.55500101742,439.10654054756,466.37437567834,492.65784266492,523.2511306012],description:"Graham Breed's 1/5 P temperament, TL 10-06-99"},breedt3:{frequencies:[261.6255653006,276.55731914056,293.33333347996,311.12698372208,328.88393162803,350.01785633742,368.74309237173,392.4383479509,414.83597850347,438.51190905657,466.69047534984,491.65745674141,523.2511306012],description:"Graham Breed's other 1/4 P temperament, TL 10-06-99"},brown:{frequencies:[261.6255653006,272.52663052146,275.62199471997,275.93321340298,279.38237857051,287.10624449997,290.69507255622,291.02331101095,294.32876096318,306.24666079997,306.59245933664,310.07474405997,310.42486507835,322.99452506247,327.03195662575,331.11985608357,344.52749339997,344.91651675372,348.83408706747,349.22797321314,363.36884069528,367.49599295996,367.91095120397,372.50983809402,382.80832599996,387.59343007496,388.03108134794,392.4383479509,408.78994578219,413.43299207996,413.89982010446,430.65936674996,436.04260883433,436.53496651643,441.49314144476,459.36999119996,459.88868900496,465.11211608996,465.63729761752,484.4917875937,489.99465727995,490.54793493862,496.67978412536,516.79124009995,517.37477513058,523.2511306012],description:"Tuning of Colin Brown's Voice Harmonium, Glasgow. Helmholtz/Ellis p. 470-473"},bruder:{frequencies:[261.6255653006,276.38325105256,293.66476791741,310.22971009486,327.53979283172,349.02656754477,368.60786575306,391.65594491223,414.34624765043,439.23819834286,465.62553897253,491.60634075178,523.2511306012],description:"Ignaz Bruder organ temperament (1829) according to P. Vier"},burma3:{frequencies:[261.6255653006,287.71029735626,317.68827763215,350.39147881787,389.32370520689,429.81331927092,476.14308821464,523.2511306012],description:"Burmese scale, von Hornbostel"},"burt-forks":{frequencies:[261.6255653006,271.31540105247,279.06726965397,290.69507255622,294.32876096318,313.95067836072,327.03195662575,336.37572681506,348.83408706747,366.27579142084,373.75080757229,392.4383479509,406.97310157871,418.60090448096,436.04260883433,465.11211608996,470.92601754108,490.54793493862,504.56359022259,523.2511306012],description:"Warren Burt 19-tone Forks. Interval 5(3): pp. 13+23 Winter 1986-87"},burt1:{frequencies:[261.6255653006,272.09058791262,283.42769574232,295.75063903546,309.19384990071,340.11323489078,358.01393146398,377.90359432309,415.52295665389,425.14154361347,453.48431318771,485.87604984397,523.2511306012],description:"W. Burt's 13diatsub #1"},burt10:{frequencies:[261.6255653006,265.11390617127,268.69652652494,272.3773008609,276.16031892841,355.06326719367,368.21375857121,382.37582620857,386.08821287079,389.87339142835,393.73352401674,397.67085925691,523.2511306012],description:"W. Burt's 19enhsub #10"},burt11:{frequencies:[261.6255653006,344.24416486921,347.6866065179,351.12904816659,354.57148981529,358.01393146398,371.78369805875,385.55346465352,495.71159741166,502.59648070905,509.48136400643,516.36624730382,523.2511306012],description:"W. Burt's 19enhharm #11"},burt12:{frequencies:[261.6255653006,302.93486508491,316.70463167967,330.47439827444,344.24416486921,358.01393146398,371.78369805875,385.55346465352,440.63253103259,468.17206422213,495.71159741166,509.48136400643,523.2511306012],description:"W. Burt's 19diatharm #12"},burt13:{frequencies:[261.6255653006,273.51763645063,286.54228580542,293.53112204458,300.86940009569,334.29933343966,353.96400011258,376.08675011961,401.15920012759,429.81342870813,445.73244458621,462.87600014722,523.2511306012],description:"W. Burt's 23diatsub #13"},burt14:{frequencies:[261.6255653006,264.50057151269,267.43946675172,270.4444045804,273.51763645063,334.29933343966,353.96400011258,376.08675011961,382.05638107389,388.21858076863,394.58281979763,401.15920012759,523.2511306012],description:"W. Burt's 23enhsub #14"},burt15:{frequencies:[261.6255653006,341.25073734861,346.93824963775,352.6257619269,358.31327421604,364.00078650518,386.75083566176,409.50088481833,500.50108144463,506.18859373377,511.87610602291,517.56361831206,523.2511306012],description:"W. Burt's 23enhharm #15"},burt16:{frequencies:[261.6255653006,295.75063903546,307.12566361375,318.50068819203,341.25073734861,364.00078650518,386.75083566176,409.50088481833,455.00098313148,466.37600770977,477.75103228805,500.50108144463,523.2511306012],description:"W. Burt's 23diatharm #16"},burt17:{frequencies:[261.6255653006,262.27760655527,262.77528702311,280.51080915002,281.04308772525,281.33584094163,286.12102533302,286.66394947976,306.91182648178,308.56189006502,309.14739649778,336.61297098002,337.2517052703,337.60300912996,338.42271813583,339.41807907152,363.01398831179,369.18841978454,370.27426807802,396.01525997649,398.14437427744,399.31538714296,403.93556517602,406.10726176299,434.33931739357,434.79175418253,435.61678597414,437.95881170519,475.21831197179,476.86837555503,477.77324913293,478.27092960078,479.17846457156,521.20718087229,521.75010501903,522.74014316897,523.2511306012],description:"W. Burt's \"2 out of 3,5,11,17,31 dekany\" CPS with 1/1=3/1. 1/1 vol. 10(1) '98"},burt18:{frequencies:[261.6255653006,268.26840191956,269.80136421624,270.50397193556,275.42222597075,281.04308772525,286.15296204753,295.09524211152,300.46061014991,306.59245933664,309.14739649778,314.76825825228,321.92208230347,324.60476632267,337.2517052703,343.38355445704,344.27778246344,354.11429053382,357.69120255941,367.91095120397,370.97687579734,375.57576268738,393.46032281536,404.70204632437,413.13333895612,421.56463158788,429.2294430713,432.80635509689,449.66894036041,463.72109474667,472.15238737843,490.54793493862,491.82540351919,500.76768358318,505.87755790546,515.07533168556,523.2511306012],description:"W. Burt's \"2 out of 1,3,5,7,11 dekany\" CPS with 1/1=1/1. 1/1 vol. 10(1) '98"},burt19:{frequencies:[261.6255653006,268.26840191956,286.15296204753,294.32876096318,300.46061014991,306.59245933664,321.92208230347,327.03195662575,343.38355445704,357.69120255941,367.91095120397,375.57576268738,392.4383479509,400.61414686654,408.78994578219,429.2294430713,457.84473927605,490.54793493862,500.76768358318,515.07533168556,523.2511306012],description:"W. Burt's \"2 out of 2,3,4,5,7 dekany\" CPS with 1/1=1/1. 1/1 vol. 10(1) '98"},burt2:{frequencies:[261.6255653006,264.16561933264,266.75547834571,269.39662169567,272.09058791262,340.11323489078,344.41846571218,348.83408706747,353.36439988652,358.01393146398,412.25846653428,485.87604984397,523.2511306012],description:"W. Burt's 13enhsub #2"},burt20:{frequencies:[261.6255653006,269.10058145205,279.06726965397,279.38237857051,294.32876096318,298.00787047521,330.74639366397,335.25885428462,367.91095120397,376.74081403286,412.06026534844,418.60090448096,523.2511306012],description:'Warren Burt tuning for "Commas" (1993) 1/1=263. XH 16'},burt3:{frequencies:[261.6255653006,281.75060878526,332.06321749692,382.37582620857,387.40708707973,392.4383479509,397.46960882207,402.50086969323,503.12608711654,508.1573479877,513.18860885887,518.21986973003,523.2511306012],description:"W. Burt's 13enhharm #3"},burt4:{frequencies:[261.6255653006,281.75060878526,301.87565226992,322.00069575458,342.12573923925,362.25078272391,382.37582620857,402.50086969323,442.75095666255,462.87600014722,483.00104363188,503.12608711654,523.2511306012],description:"W. Burt's 13diatharm #4, see his post 3/30/94 in Tuning Digest #57"},burt5:{frequencies:[261.6255653006,277.97716313189,296.50897400735,317.68818643644,342.12573923925,277.97716313189,386.75083566176,404.33041910093,423.58424858192,444.76346101102,468.17206422213,494.18162334558,523.2511306012],description:"W. Burt's 17diatsub #5"},burt6:{frequencies:[261.6255653006,265.53042448419,269.55361273395,273.7005913914,277.97716313189,370.63621750918,386.75083566176,404.33041910093,408.97789518255,413.73345210327,418.60090448096,423.58424858192,523.2511306012],description:"W. Burt's 17enhsub #6"},burt7:{frequencies:[261.6255653006,323.18452184192,327.03195662575,330.87939140958,334.72682619341,338.57426097725,353.96400011258,369.35373924791,492.47165233054,500.16652189821,507.86139146587,515.55626103354,523.2511306012],description:"W. Burt's 17enhharm #7"},burt8:{frequencies:[261.6255653006,277.01530443593,292.40504357126,307.79478270659,323.18452184192,338.57426097725,353.96400011258,369.35373924791,400.13321751856,430.91269578922,461.69217405988,492.47165233054,523.2511306012],description:"W. Burt's 17diatharm #8"},burt9:{frequencies:[261.6255653006,268.69652652494,276.16031892841,292.40504357126,310.68035879446,355.06326719367,368.21375857121,382.37582620857,397.67085925691,414.24047839262,432.2509339749,451.89870370104,523.2511306012],description:"W. Burt's 19diatsub #9"},burt_fibo:{frequencies:[261.6255653006,277.97716313189,294.32876096318,311.70233365892,327.03195662575,343.38355445704,363.82305174615,385.28452389971,392.4383479509,425.14154361347,449.66894036041,476.24028683625,523.2511306012],description:'Warren Burt, 3/2+5/3+8/5+etc. "Recurrent Sequences", 2002'},burt_fibo23:{frequencies:[261.6255653006,267.05480676802,277.97716313189,282.81557538079,294.32876096318,299.5065008038,311.70233365892,327.03195662575,330.09788121912,343.38355445704,349.5792770728,363.82305174615,370.21039464899,385.28452389971,392.4383479509,408.02346463385,425.14154361347,432.10374737758,449.66894036041,457.60521391719,476.24028683625,484.61169812829,504.34459560877,523.2511306012],description:'Warren Burt, 23-tone Fibonacci scale. "Recurrent Sequences", 2002'},burt_primes:{frequencies:[261.6255653006,267.75741448733,273.88926367407,277.97716313189,280.0211128608,284.10901231862,290.24086150535,298.416660421,302.50455987882,304.54850960773,308.63640906555,310.68035879446,320.90010743902,322.94405716793,327.03195662575,333.16380581248,335.20775554139,339.29565499922,341.33960472813,351.55935337268,353.60330310159,359.73515228832,363.82305174615,365.86700147506,369.95490093288,376.08675011961,384.26254903526,390.39439822199,392.4383479509,394.48229767981,396.52624740872,402.65809659545,406.74599605328,412.87784524001,421.05364415565,425.14154361347,431.27339280021,433.31734252912,437.40524198694,445.58104090258,455.80078954714,457.84473927605,461.93263873387,463.97658846278,468.0644879206,474.19633710734,476.24028683625,482.37213602298,488.50398520971,492.59188466754,498.72373385427,506.89953276991,513.03138195665,519.16323114338,523.2511306012],description:'Warren Burt, primes until 251. "Some Numbers", Dec. 2002'},bushmen:{frequencies:[261.6255653006,347.0163224393,394.26624244126,453.9405988926,523.2511306012],description:"Observed scale of South-African bushmen, almost (4 notes) equal pentatonic"},dan_semantic:{frequencies:[261.6255653006,272.52663052146,275.62199471997,279.06726965397,290.69507255622,294.32876096318,297.67175429757,306.59245933664,310.07474405997,313.95067836072,322.99452506247,327.03195662575,331.11985608357,344.91651675372,348.83408706747,353.19451315581,363.36884069528,367.91095120397,372.08969287196,387.59343007496,392.4383479509,397.34382730029,408.78994578219,413.43299207996,418.60090448096,430.65936674996,436.04260883433,441.49314144476,459.88868900496,465.11211608996,470.92601754108,484.4917875937,490.54793493862,496.67978412536,516.79124009995,523.2511306012],description:'The Semantic Scale, from Alain Dani\xef\xbf\xbdlou: "S\xef\xbf\xbdmantique Musicale" (1967)'},danielou5_53:{frequencies:[261.6255653006,264.89588486686,267.90457886781,272.52663052146,275.62199471997,279.06726965397,282.55561052465,285.76488412567,290.69507255622,294.32876096318,297.67175429757,301.39265122629,306.59245933664,310.07474405997,313.95067836072,317.87506184023,322.99452506247,327.03195662575,331.11985608357,334.88072358477,340.65828815182,344.52749339997,348.83408706747,353.19451315581,357.20610515709,363.36884069528,367.91095120397,372.08969287196,376.74081403286,383.2405741708,387.59343007496,392.4383479509,397.34382730029,401.85686830172,408.78994578219,413.43299207996,418.60090448096,423.83341578697,430.65936674996,436.04260883433,441.49314144476,446.50763144636,454.2110508691,459.88868900496,465.11211608996,470.92601754108,479.0507177135,484.4917875937,490.54793493862,496.67978412536,502.32108537715,510.98743222773,516.79124009995,523.2511306012],description:"Dani\xef\xbf\xbdlou's Harmonic Division in 5-limit, symmetrized"},danielou_53:{frequencies:[261.6255653006,264.89588486686,267.43946675172,272.52663052146,275.62199471997,279.06726965397,282.55561052465,287.78812183066,290.69507255622,294.32876096318,297.67175429757,301.87565226992,306.59245933664,310.07474405997,313.95067836072,318.93402246168,322.99452506247,327.03195662575,331.11985608357,334.88072358477,340.65828815182,344.52749339997,348.83408706747,353.19451315581,357.20610515709,363.36884069528,367.91095120397,372.08969287196,376.74081403286,383.2405741708,387.59343007496,392.4383479509,397.34382730029,401.85686830172,408.78994578219,413.43299207996,418.60090448096,423.83341578697,430.65936674996,436.04260883433,441.49314144476,446.50763144636,454.2110508691,459.88868900496,465.11211608996,470.92601754108,479.64686971777,484.4917875937,490.54793493862,496.67978412536,502.32108537715,510.98743222773,516.79124009995,523.2511306012],description:"Dani\xef\xbf\xbdlou's Harmonic Division of the Octave, see p. 153"},darreg:{frequencies:[261.6255653006,272.52663052146,279.06726965397,290.69507255622,294.32876096318,306.59245933664,313.95067836072,327.03195662575,348.83408706747,367.91095120397,372.08969287196,392.4383479509,408.78994578219,418.60090448096,436.04260883433,441.49314144476,459.88868900496,470.92601754108,490.54793493862,523.2511306012],description:"This set of 19 ratios in 5-limit JI is for his megalyra family"},darreg_ennea:{frequencies:[261.6255653006,269.29177952703,277.18263097687,293.66476791741,349.22823143301,391.99543598175,403.48177901006,415.30469757995,440,523.2511306012],description:"Ivor Darreg's Mixed Enneatonic, a mixture of chromatic and enharmonic"},darreg_genus:{frequencies:[261.6255653006,271.31540105247,279.06726965397,290.69507255622,348.83408706747,392.4383479509,406.97310157871,418.60090448096,436.04260883433,523.2511306012],description:"Ivor Darreg's Mixed JI Genus (Archytas Enh, Ptolemy Soft Chrom, Didymos Chrom"},darreg_genus2:{frequencies:[261.6255653006,271.31540105247,279.06726965397,294.32876096318,348.83408706747,392.4383479509,406.97310157871,418.60090448096,441.49314144476,523.2511306012],description:"Darreg's Mixed JI Genus 2 (Archytas Enharmonic and Chromatic Genera)"},david11:{frequencies:[261.6255653006,269.80136421624,274.70684356563,285.40970760065,294.32876096318,305.22982618403,314.76825825228,327.03195662575,332.97799220076,343.38355445704,359.73515228832,366.27579142084,374.60024122586,392.4383479509,406.97310157871,419.69101100305,428.11456140098,441.49314144476,457.84473927605,479.64686971777,490.54793493862,499.46698830115,523.2511306012],description:"11-limit system from Gary David, 1967"},david7:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,336.37572681506,348.83408706747,366.27579142084,392.4383479509,418.60090448096,448.50096908674,470.92601754108,488.36772189445,523.2511306012],description:"Gary David's Constant Structure, 1967. A mode of Fokker's 7-limit scale"},ddimlim1:{frequencies:[261.6255653006,294.32876096318,306.59245933664,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,408.78994578219,418.60090448096,436.04260883433,490.54793493862,502.32108537715,510.98743222773,523.2511306012],description:"First 27/25&2048/1875 scale"},de_caus:{frequencies:[261.6255653006,272.52663052146,290.69507255622,306.59245933664,327.03195662575,348.83408706747,363.36884069528,392.4383479509,408.78994578219,436.04260883433,465.11211608996,490.54793493862,523.2511306012],description:"De Caus (a mode of Ellis's duodene) (1615)"},degung1:{frequencies:[261.6255653006,286.1303811777,319.28416942365,390.63652710512,420.90734643474,523.2511306012],description:"Gamelan Degung, Kabupaten Sukabumi. 1/1=363 Hz"},degung2:{frequencies:[261.6255653006,276.67939184371,325.99375993805,390.36201910543,415.27879033283,523.2511306012],description:"Gamelan Degung, Kabupaten Bandung. 1/1=252 Hz"},degung3:{frequencies:[261.6255653006,282.83850205216,320.55017368416,393.28023705203,426.95140008307,523.2511306012],description:"Gamelan Degung, Kabupaten Sumedang. 1/1=388.5 Hz"},degung4:{frequencies:[261.6255653006,284.6485709981,319.18312009646,379.88037698982,415.46137490477,523.2511306012],description:"Gamelan Degung, Kasepuhan Cheribon. 1/1=250 Hz"},degung5:{frequencies:[261.6255653006,284.24274449773,317.86283634652,388.77066331187,430.33748813761,523.2511306012],description:"Gamelan Degung, Kanoman Cheribon. 1/1=428 Hz"},degung6:{frequencies:[261.6255653006,273.29426590363,298.47415715355,379.54129348313,409.02013274169,523.2511306012],description:"Gamelan Degung, Kacherbonan Cheribon. 1/1=426 Hz"},dekany:{frequencies:[261.6255653006,299.7792935736,305.22982618403,327.03195662575,359.73515228832,381.53728273004,419.69101100305,436.04260883433,457.84473927605,479.64686971777,523.2511306012],description:"2)5 Dekany 1.3.5.7.11 (1.3 tonic)"},dekany2:{frequencies:[261.6255653006,279.06726965397,299.00064605783,313.95067836072,348.83408706747,358.80077526939,398.6675280771,418.60090448096,448.50096908674,465.11211608996,523.2511306012],description:"3)5 Dekany 1.3.5.7.9 (1.3.5.7.9 tonic)"},dekany3:{frequencies:[261.6255653006,294.32876096318,305.22982618403,327.03195662575,343.38355445704,381.53728273004,392.4383479509,436.04260883433,457.84473927605,490.54793493862,523.2511306012],description:"2)5 Dekany 1.3.5.7.9 and 3)5 Dekany 1 1/3 1/5 1/7 1/9"},dekany4:{frequencies:[261.6255653006,270.96933548991,288.48890459486,310.68035879446,321.77608589426,355.06326719367,425.14154361347,440.3251701711,474.19633710734,485.87604984397,523.2511306012],description:"2)5 Dekany 1.7.13.19.29 (1.7 tonic)"},dekany_union:{frequencies:[261.6255653006,274.70684356563,294.32876096318,305.22982618403,327.03195662575,343.38355445704,366.27579142084,381.53728273004,392.4383479509,412.06026534844,436.04260883433,457.84473927605,470.92601754108,490.54793493862,523.2511306012],description:"Union of 2)5 and 3)5 [ 1 3 5 7 9] dekanies"},dent:{frequencies:[261.6255653006,276.73939277812,293.41671964988,311.13637945111,328.33487278761,349.18153137729,368.9858570375,391.91718148616,414.84850593482,438.82216331296,465.92281947955,491.98114271667,523.2511306012],description:"Tom Dent, well temperament with A=421 Hz. Integer Hz beat rates from A"},dent2:{frequencies:[261.6255653006,276.57667301797,293.18838124587,310.79781949647,328.55897053596,349.10502918563,369.05532299592,391.67735584266,414.54302837239,438.92977277749,465.83490899549,492.45596147139,523.2511306012],description:"Tom Dent, well-temperament, 2/32 and 5/32 comma. TL 3 & 5-9-2005"},dent3:{frequencies:[261.6255653006,276.38325105256,293.15632631094,310.94732162256,328.48713220126,349.22823143301,368.7143392539,391.76907592069,414.58565256441,438.73106346722,466.16376151809,492.17459484008,523.2511306012],description:'Tom Dent, Bach harpsichord "sine wave" temperament, TL 10-10-2005'},deporcy:{frequencies:[261.6255653006,272.52663052146,286.15296204753,299.00064605783,313.95067836072,327.03195662575,348.83408706747,358.80077526939,381.53728273004,392.4383479509,418.60090448096,436.04260883433,457.84473927605,478.40103369253,502.32108537715,523.2511306012],description:"A 15-note chord-based detempering of 7-limit porcupine"},diab19_612:{frequencies:[261.6255653006,267.01398215014,280.33982809972,299.03492334906,305.19382000629,313.95883772326,320.42510414137,327.02455105776,348.83292260574,366.24210002542,373.7851897098,392.43965797471,418.61038382265,427.23204601759,436.03127668087,448.5538823653,457.79225819026,488.32116993744,512.69177642068,523.2511306012],description:"diab19a in 612-tET"},diab19_72:{frequencies:[261.6255653006,266.71173418545,279.86396690685,299.37379946195,305.19382000629,314.13668154225,320.24370022528,326.46944327063,349.22823143301,366.44956000397,373.57357677338,391.99543598175,419.32216217931,427.47405410759,435.78442404634,448.5538823653,457.27406033445,489.15147723638,513.27277840175,523.2511306012],description:"diab19a in 72-tET"},diablack:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,331.11985608357,372.08969287196,392.4383479509,418.60090448096,441.49314144476,470.92601754108,523.2511306012],description:"Unique 256/245&2048/2025 Fokker block"},diachrome1:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,334.88072358477,367.91095120397,392.4383479509,418.60090448096,441.49314144476,470.92601754108,523.2511306012],description:"First 25/24&2048/2025 scale"},diacycle13:{frequencies:[261.6255653006,268.33391312882,275.39533189537,282.83844897362,290.69507255622,299.00064605783,307.79478270659,317.12189733406,327.03195662575,337.58137458142,348.83408706747,360.86284869048,373.75080757229,387.59343007496,402.50086969323,413.09299784305,424.25767346043,436.04260883433,448.50096908674,461.69217405988,475.68284600109,490.54793493862,506.37206187213,523.2511306012],description:"Diacycle on 20/13, 13/10; there are also nodes at 3/2, 4/3; 13/9, 18/13"},diaddim1:{frequencies:[261.6255653006,275.93321340298,294.32876096318,313.95067836072,334.88072358477,344.91651675372,357.20610515709,367.91095120397,392.4383479509,418.60090448096,446.50763144636,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"First 2048/2025&2048/1875 scale"},dialim1:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,334.88072358477,348.83408706747,353.19451315581,367.91095120397,392.4383479509,418.60090448096,441.49314144476,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"First 27/25&2048/2025 scale"},diamisty:{frequencies:[261.6255653006,275.93321340298,294.32876096318,310.42486507835,330.74639366397,348.83408706747,372.08969287196,392.4383479509,413.89982010446,436.53496651643,470.39487098876,496.11959049595,523.2511306012],description:"Diamisty scale 2048/2025 and 67108864/66430125"},diamond11a:{frequencies:[261.6255653006,279.06726965397,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,319.76457981184,327.03195662575,332.97799220076,336.37572681506,348.83408706747,359.73515228832,366.27579142084,373.75080757229,380.54627680087,392.4383479509,406.97310157871,411.12588832951,418.60090448096,428.11456140098,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,490.54793493862,523.2511306012],description:"11-limit Diamond with added 16/15 & 15/8, Zoomoozophone tuning: 1/1 = 392 Hz"},diamond11ak:{frequencies:[261.6255653006,279.72330032405,285.63317938628,287.78812183066,290.69507255622,293.86839138568,299.07491977616,305.39295512204,314.19649759716,319.76457981184,326.52043447049,333.41680553884,335.93301933283,349.10721912206,359.17247822875,366.75848641051,373.2589099097,381.14243472333,392.13131479202,407.50942884268,410.58480125643,419.25667855894,428.11456140098,435.70146034294,448.26139746089,457.73103588952,465.84075338014,470.92601754108,475.68284600109,479.27160679251,489.39746055879,523.2511306012],description:"microtempered version of diamond11a, Dave Keenan TL 11-1-2000, 225/224&385/384"},diamond11at:{frequencies:[261.6255653006,279.83704120119,285.33574350137,287.98268367985,290.84948650387,293.82121114493,299.2738827313,305.22380787491,314.19079532693,320.23980272009,326.48518221507,332.71524733285,336.02719554531,349.1122100506,359.53680125564,366.52331521885,373.4984028396,380.75621844446,392.12570885984,407.39521875769,411.45055399509,419.30194782174,427.47925671618,435.70936791853,448.50981249085,457.42672761267,465.91555560021,470.67599975252,475.36147343465,479.7712027167,489.19854301666,523.2511306012],description:"microtempered version of diamond11a, OdC"},diamond11map:{frequencies:[195.99771799087,228.66400432268,261.33029065449,293.99657698631,326.66286331812,359.32914964993,391.99543598174,457.32800864536,522.66058130899,587.99315397261,653.32572663623,718.65829929986,213.81569235368,249.45164107929,285.0875898049,320.72353853051,356.35948725613,391.99543598174,427.63138470735,498.90328215858,570.1751796098,641.44707706103,712.71897451225,783.99087196348,235.19726158904,274.39680518722,313.59634878539,352.79589238357,391.99543598174,431.19497957991,470.39452317809,548.79361037444,627.19269757078,705.59178476713,783.99087196348,862.38995915983,261.33029065449,304.88533909691,348.44038753932,391.99543598174,435.55048442416,479.10553286657,522.66058130899,609.77067819382,696.88077507865,783.99087196348,871.10096884831,958.21106573314,293.99657698631,342.99600648402,391.99543598174,440.99486547946,489.99429497718,538.99372447489,587.99315397261,685.99201296804,783.99087196348,881.98973095892,979.98858995435,1077.98744894978,335.99608798435,391.99543598174,447.99478397913,503.99413197652,559.99347997391,615.99282797131,671.9921759687,783.99087196348,895.98956795826,1007.98826395305,1119.98695994783,1231.98565594261,783.99087196348],description:"11-limit diamond on a 'centreless' map"},diamond15:{frequencies:[261.6255653006,269.80136421624,279.06726965397,280.31310567921,281.75060878526,283.42769574232,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,301.87565226992,305.22982618403,309.19384990071,310.07474405997,313.95067836072,318.85615771011,319.76457981184,322.00069575458,327.03195662575,332.97799220076,336.37572681506,340.11323489078,343.38355445704,348.83408706747,356.76213450082,359.73515228832,362.25078272391,366.27579142084,367.91095120397,372.08969287196,373.75080757229,377.90359432309,380.54627680087,383.71749577421,392.4383479509,398.6675280771,402.50086969323,406.97310157871,411.12588832951,418.60090448096,425.14154361347,428.11456140098,429.33426100611,436.04260883433,441.49314144476,442.75095666255,448.50096908674,453.48431318771,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,483.00104363188,485.87604984397,488.36772189445,490.54793493862,507.3950357345,523.2511306012],description:"15-limit Diamond + 2nd ratios. See Novaro, 1927, Sistema Natural..."},diamond17:{frequencies:[261.6255653006,277.97716313189,281.75060878526,283.42769574232,285.40970760065,287.78812183066,299.00064605783,305.22982618403,307.79478270659,309.19384990071,313.95067836072,317.68818643644,322.00069575458,327.03195662575,332.97799220076,338.57426097725,340.11323489078,342.12573923925,348.83408706747,359.73515228832,366.27579142084,369.35373924791,370.63621750918,373.75080757229,380.54627680087,392.4383479509,400.13321751856,402.50086969323,404.33041910093,411.12588832951,418.60090448096,425.14154361347,430.91269578922,436.04260883433,442.75095666255,444.76346101102,448.50096908674,457.84473927605,475.68284600109,479.64686971777,483.00104363188,485.87604984397,492.47165233054,523.2511306012],description:"17-limit Diamond"},diamond17a:{frequencies:[261.6255653006,277.01530443593,277.97716313189,281.75060878526,283.42769574232,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,305.22982618403,307.79478270659,309.19384990071,313.95067836072,317.68818643644,319.76457981184,322.00069575458,327.03195662575,332.97799220076,336.37572681506,338.57426097725,340.11323489078,342.12573923925,348.83408706747,359.73515228832,362.25078272391,366.27579142084,369.35373924791,370.63621750918,373.75080757229,377.90359432309,380.54627680087,392.4383479509,400.13321751856,402.50086969323,404.33041910093,406.97310157871,411.12588832951,418.60090448096,425.14154361347,428.11456140098,430.91269578922,436.04260883433,442.75095666255,444.76346101102,448.50096908674,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,483.00104363188,485.87604984397,492.47165233054,494.18162334558,523.2511306012],description:"17-limit, +9 Diamond"},diamond19:{frequencies:[261.6255653006,275.39533189537,277.97716313189,281.75060878526,283.42769574232,285.40970760065,287.78812183066,292.40504357126,299.00064605783,302.93486508491,305.22982618403,307.79478270659,309.19384990071,310.68035879446,313.95067836072,317.68818643644,322.00069575458,327.03195662575,330.47439827444,332.97799220076,338.57426097725,340.11323489078,342.12573923925,348.83408706747,355.06326719367,358.01393146398,359.73515228832,366.27579142084,369.35373924791,370.63621750918,373.75080757229,380.54627680087,382.37582620857,385.55346465352,392.4383479509,400.13321751856,402.50086969323,404.33041910093,411.12588832951,414.24047839262,418.60090448096,425.14154361347,430.91269578922,436.04260883433,440.63253103259,442.75095666255,444.76346101102,448.50096908674,451.89870370104,457.84473927605,468.17206422213,475.68284600109,479.64686971777,483.00104363188,485.87604984397,492.47165233054,497.08857407114,523.2511306012],description:"19-limit Diamond"},diamond7:{frequencies:[261.6255653006,299.00064605783,305.22982618403,313.95067836072,327.03195662575,348.83408706747,366.27579142084,373.75080757229,392.4383479509,418.60090448096,436.04260883433,448.50096908674,457.84473927605,523.2511306012],description:"7-limit Diamond, also double-tie circular mirroring of 4:5:6:7"},diamond9:{frequencies:[261.6255653006,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,366.27579142084,373.75080757229,392.4383479509,406.97310157871,418.60090448096,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,523.2511306012],description:"9-limit Diamond"},diamond_chess:{frequencies:[261.6255653006,299.00064605783,313.95067836072,336.37572681506,348.83408706747,366.27579142084,373.75080757229,392.4383479509,406.97310157871,436.04260883433,457.84473927605,523.2511306012],description:"9-limit chessboard pattern diamond. OdC"},diamond_chess11:{frequencies:[261.6255653006,287.78812183066,299.00064605783,313.95067836072,319.76457981184,336.37572681506,348.83408706747,359.73515228832,366.27579142084,373.75080757229,380.54627680087,392.4383479509,406.97310157871,428.11456140098,436.04260883433,457.84473927605,475.68284600109,523.2511306012],description:"11-limit chessboard pattern diamond. OdC"},diamond_dup:{frequencies:[261.6255653006,274.70684356563,280.31310567921,294.32876096318,299.00064605783,305.22982618403,313.95067836072,327.03195662575,336.37572681506,343.38355445704,348.83408706747,366.27579142084,373.75080757229,392.4383479509,418.60090448096,436.04260883433,448.50096908674,457.84473927605,470.92601754108,490.54793493862,523.2511306012],description:"Two 7-limit diamonds 3/2 apart"},diamond_mod:{frequencies:[261.6255653006,269.10058145205,271.31540105247,279.06726965397,327.03195662575,336.37572681506,348.83408706747,392.4383479509,406.97310157871,418.60090448096,490.54793493862,504.56359022259,508.71637697339,523.2511306012],description:"13-tone Octave Modular Diamond, based on Archytas's Enharmonic"},diamond_tetr:{frequencies:[261.6255653006,271.31540105247,279.06726965397,327.03195662575,336.37572681506,339.14425131559,348.83408706747,358.80077526939,523.2511306012],description:"Tetrachord Modular Diamond based on Archytas's Enharmonic"},diaphonic_10:{frequencies:[261.6255653006,277.01530443593,294.32876096318,313.95067836072,336.37572681506,362.25078272391,392.4383479509,418.60090448096,448.50096908674,483.00104363188,523.2511306012],description:"10-tone Diaphonic Cycle"},diaphonic_12:{frequencies:[261.6255653006,274.70684356563,289.16509849014,305.22982618403,323.18452184192,343.38355445704,366.27579142084,392.4383479509,413.09299784305,436.04260883433,461.69217405988,490.54793493862,523.2511306012],description:"12-tone Diaphonic Cycle, conjunctive form on 3/2 and 4/3"},diaphonic_12a:{frequencies:[261.6255653006,274.70684356563,289.16509849014,305.22982618403,323.18452184192,343.38355445704,366.27579142084,385.55346465352,406.97310157871,430.91269578922,457.84473927605,488.36772189445,523.2511306012],description:"2nd 12-tone Diaphonic Cycle, conjunctive form on 10/7 and 7/5"},diaphonic_5:{frequencies:[261.6255653006,299.00064605783,348.83408706747,392.4383479509,448.50096908674,523.2511306012],description:"D5-tone Diaphonic Cycle"},diaphonic_7:{frequencies:[261.6255653006,285.40970760065,313.95067836072,348.83408706747,380.54627680087,418.60090448096,465.11211608996,523.2511306012],description:"7-tone Diaphonic Cycle, disjunctive form on 4/3 and 3/2"},diaschismic:{frequencies:[261.6255653006,266.61097723855,278.05603152599,283.35453458855,295.51835494038,301.14961170579,314.07733767684,320.06224556188,333.80185153667,340.16262034629,354.76509561975,369.99442271164,377.04485988831,393.23061088369,400.72382577504,417.92606548687,425.88986517773,444.17243057662,452.63636847719,472.06710558841,481.06259110609,501.71360968203,523.2511306012],description:"diaschismic temperament, g=105.446531, p=600, 5-limit"},diat13:{frequencies:[261.6255653006,279.06726965397,322.00069575458,348.83408706747,392.4383479509,418.60090448096,483.00104363188,523.2511306012],description:"This genus is from K.S's diatonic Hypodorian harmonia"},diat15:{frequencies:[261.6255653006,301.87565226992,327.03195662575,356.76213450082,373.75080757229,392.4383479509,436.04260883433,490.54793493862,523.2511306012],description:"Tonos-15 Diatonic and its own trite synemmenon Bb"},diat15_inv:{frequencies:[261.6255653006,279.06726965397,313.95067836072,348.83408706747,366.27579142084,383.71749577421,418.60090448096,453.48431318771,523.2511306012],description:"Inverted Tonos-15 Harmonia, a harmonic series from 15 from 30."},diat17:{frequencies:[261.6255653006,296.50897400735,342.12573923925,370.63621750918,386.75083566176,404.33041910093,444.76346101102,494.18162334558,523.2511306012],description:"Tonos-17 Diatonic and its own trite synemmenon Bb"},diat19:{frequencies:[261.6255653006,276.16031892841,310.68035879446,355.06326719367,368.21375857121,382.37582620857,414.24047839262,451.89870370104,523.2511306012],description:"Tonos-19 Diatonic and its own trite synemmenon Bb"},diat21:{frequencies:[261.6255653006,289.16509849014,305.22982618403,343.38355445704,366.27579142084,392.4383479509,422.62591317789,457.84473927605,523.2511306012],description:"Tonos-21 Diatonic and its own trite synemmenon Bb"},diat21_inv:{frequencies:[261.6255653006,299.00064605783,323.91736656265,348.83408706747,373.75080757229,398.6675280771,448.50096908674,473.41768959156,523.2511306012],description:"Inverted Tonos-21 Harmonia, a harmonic series from 21 from 42."},diat23:{frequencies:[261.6255653006,286.54228580542,300.86940009569,334.29933343966,353.96400011258,376.08675011961,429.81342870813,462.87600014722,523.2511306012],description:"Tonos-23 Diatonic and its own trite synemmenon Bb"},diat25:{frequencies:[261.6255653006,297.30177875068,327.03195662575,363.36884069528,384.74347838324,408.78994578219,467.18850946536,503.12608711654,523.2511306012],description:"Tonos-25 Diatonic and its own trite synemmenon Bb"},diat27:{frequencies:[261.6255653006,294.32876096318,336.37572681506,353.19451315581,371.78369805875,392.4383479509,441.49314144476,504.56359022259,523.2511306012],description:"Tonos-27 Diatonic and its own trite synemmenon Bb"},diat27_inv:{frequencies:[261.6255653006,271.31540105247,310.07474405997,348.83408706747,377.90359432309,387.59343007496,406.97310157871,465.11211608996,523.2511306012],description:"Inverted Tonos-27 Harmonia, a harmonic series from 27 from 54"},diat29:{frequencies:[261.6255653006,291.81313052759,316.13089140489,344.87006335079,361.29244731988,379.35706968587,421.50785520652,474.19633710734,523.2511306012],description:"Tonos-29 Diatonic and its own trite synemmenon Bb"},diat31:{frequencies:[261.6255653006,289.65687586852,311.93817401225,337.93302184661,352.6257619269,368.65420565085,405.51962621593,450.57736246214,523.2511306012],description:"Tonos-31 Diatonic. The disjunctive and conjunctive diatonic forms are the same"},diat33:{frequencies:[261.6255653006,287.78812183066,319.76457981184,359.73515228832,375.37581108347,392.4383479509,431.68218274599,479.64686971777,523.2511306012],description:"Tonos-33 Diatonic. The conjunctive form is 23 (Bb instead of B) 20 18 33/2"},diat_chrom:{frequencies:[261.6255653006,280.31310567921,301.87565226992,348.83408706747,392.4383479509,420.46965851882,452.81347840488,523.2511306012],description:"Diatonic- Chromatic, on the border between the chromatic and diatonic genera"},diat_dies2:{frequencies:[261.6255653006,266.71168334607,311.12698372208,349.22823143301,391.99543598175,399.61600264311,466.16376151809,523.2511306012],description:"Dorian Diatonic, 2 part Diesis"},diat_dies5:{frequencies:[261.6255653006,274.52693220706,311.12698372208,349.22823143301,391.99543598175,411.32564531909,466.16376151809,523.2511306012],description:"Dorian Diatonic, 5 part Diesis"},diat_enh:{frequencies:[261.6255653006,269.29177952703,311.12698372208,349.22823143301,391.99543598175,403.48177901006,466.16376151809,523.2511306012],description:"Diat. + Enharm. Diesis, Dorian Mode"},diat_enh2:{frequencies:[261.6255653006,269.29177952703,302.26980244078,349.22823143301,391.99543598175,403.48177901006,452.89298412314,523.2511306012],description:"Diat. + Enharm. Diesis, Dorian Mode 3 + 12 + 15 parts"},diat_enh3:{frequencies:[261.6255653006,302.26980244078,311.12698372208,349.22823143301,391.99543598175,452.89298412314,466.16376151809,523.2511306012],description:"Diat. + Enharm. Diesis, Dorian Mode, 15 + 3 + 12 parts"},diat_enh4:{frequencies:[261.6255653006,302.26980244078,339.28638158975,349.22823143301,391.99543598175,452.89298412314,508.3551866238,523.2511306012],description:"Diat. + Enharm. Diesis, Dorian Mode, 15 + 12 + 3 parts"},diat_enh5:{frequencies:[261.6255653006,293.66476791741,339.28638158975,349.22823143301,391.99543598175,440,508.3551866238,523.2511306012],description:"Dorian Mode, 12 + 15 + 3 parts"},diat_enh6:{frequencies:[261.6255653006,293.66476791741,302.26980244078,349.22823143301,391.99543598175,440,452.89298412314,523.2511306012],description:"Dorian Mode, 12 + 3 + 15 parts"},diat_eq:{frequencies:[261.6255653006,288.06466200271,317.1754314895,349.22823143301,391.99543598175,431.60932167676,475.22619361214,523.2511306012],description:"Equal Diatonic, Islamic form, similar to 11/10 x 11/10 x 400/363"},diat_eq2:{frequencies:[261.6255653006,287.78812183066,317.12189733406,348.83408706747,392.4383479509,431.68218274599,475.68284600109,523.2511306012],description:"Equal Diatonic, 11/10 x 400/363 x 11/10"},diat_gold:{frequencies:[261.6255653006,292.38332274669,326.75708630452,349.99258496952,391.13935185123,437.1232727958,488.51296691354,523.2511306012],description:"Diatonic scale with ratio between whole and half tone the Golden Section"},diat_hemchrom:{frequencies:[261.6255653006,273.20871865617,311.12698372208,349.22823143301,391.99543598175,409.35055662695,466.16376151809,523.2511306012],description:"Diat. + Hem. Chrom. Diesis, Another genus of Aristoxenos, Dorian Mode"},diat_smal:{frequencies:[261.6255653006,299.00064605783,327.03195662575,348.83408706747,392.4383479509,436.04260883433,457.84473927605,523.2511306012],description:'"Smallest number" diatonic scale'},diat_sofchrom:{frequencies:[261.6255653006,271.8968348557,311.12698372208,349.22823143301,391.99543598175,407.38495184466,466.16376151809,523.2511306012],description:"Diat. + Soft Chrom. Diesis, Another genus of Aristoxenos, Dorian Mode"},diat_soft:{frequencies:[261.6255653006,274.52693220706,302.26980244078,349.22823143301,391.99543598175,411.32564531909,452.89298412314,523.2511306012],description:"Soft Diatonic genus 5 + 10 + 15 parts"},diat_soft2:{frequencies:[261.6255653006,281.2143451833,302.26980244078,349.22823143301,391.99543598175,421.34544350737,452.89298412314,523.2511306012],description:"Soft Diatonic genus with equally divided Pyknon; Dorian Mode"},diat_soft3:{frequencies:[261.6255653006,281.2143451833,324.90175210669,349.22823143301,391.99543598175,421.34544350737,486.80259447109,523.2511306012],description:"New Soft Diatonic genus with equally divided Pyknon; Dorian Mode; 1:1 pyknon"},diat_soft4:{frequencies:[261.6255653006,302.26980244078,324.90175210669,349.22823143301,391.99543598175,452.89298412314,486.80259447109,523.2511306012],description:"New Soft Diatonic genus with equally divided Pyknon; Dorian Mode; 1:1 pyknon"},dicot:{frequencies:[261.6255653006,270.35822989652,294.32876096318,320.42456924675,331.11985608357,360.47764004221,392.4383479509,405.53734464206,441.49314144476,480.63685362987,523.2511306012],description:"Dicot temperament, g=350.9775, 5-limit"},didy_chrom:{frequencies:[261.6255653006,279.06726965397,290.69507255622,348.83408706747,392.4383479509,418.60090448096,436.04260883433,523.2511306012],description:"Didymus Chromatic"},didy_chrom1:{frequencies:[261.6255653006,279.06726965397,334.88072358477,348.83408706747,392.4383479509,418.60090448096,502.32108537715,523.2511306012],description:"Permuted Didymus Chromatic"},didy_chrom2:{frequencies:[261.6255653006,313.95067836072,327.03195662575,348.83408706747,392.4383479509,470.92601754108,490.54793493862,523.2511306012],description:"Didymos's Chromatic, 6/5 x 25/24 x 16/15"},didy_chrom3:{frequencies:[261.6255653006,272.52663052146,290.69507255622,348.83408706747,392.4383479509,408.78994578219,436.04260883433,523.2511306012],description:"Didymos's Chromatic, 25/24 x 16/15 x 6/5"},didy_diat:{frequencies:[261.6255653006,279.06726965397,310.07474405997,348.83408706747,392.4383479509,418.60090448096,465.11211608996,523.2511306012],description:"Didymus Diatonic"},didy_diatinv:{frequencies:[261.6255653006,294.32876096318,327.03195662575,348.83408706747,392.4383479509,441.49314144476,490.54793493862,523.2511306012],description:"Inverse Didymus Diatonic, variant of Ptolemy with 2 identical triads"},didy_enh:{frequencies:[261.6255653006,270.06509966514,279.06726965397,348.83408706747,392.4383479509,405.0976494977,418.60090448096,523.2511306012],description:"Dorian mode of Didymos's Enharmonic"},didy_enh2:{frequencies:[261.6255653006,275.62199471997,279.06726965397,348.83408706747,392.4383479509,413.43299207996,418.60090448096,523.2511306012],description:"Permuted Didymus Enharmonic"},"diesic-m":{frequencies:[261.6255653006,289.62525622617,320.62153003931,354.93508703008,392.92094947462,434.97213484265,481.52372211906,523.2511306012],description:"Minimal Diesic temperament, g=176.021, 5-limit"},"diesic-t":{frequencies:[261.6255653006,272.92239980638,281.87304203955,294.04415210774,303.68749398125,316.80053726141,327.19018747082,337.92057205022,352.51178108166,364.07260143821,379.79303732838,392.24856169057,409.18561859271,422.60509148244,436.46466102477,455.31094249407,470.24311865111,490.54793493862,506.63572944675,523.2511306012],description:"Tiny Diesic temperament, g=443.017, 5-limit"},diff31_72:{frequencies:[261.6255653006,269.29177952703,274.52698453615,279.86396690685,285.30470202322,293.66476791741,299.37379946195,305.19382000629,314.13668154225,320.24370022528,326.46944327063,336.03572815422,342.56848033562,352.60650301302,356.01745236555,366.44956000397,373.57357677338,384.52011812375,388.23978476841,399.61607881612,407.38487419079,419.32216217931,427.47405410759,435.78442404634,448.5538823653,457.27406033445,466.16376151809,479.82340237272,489.15147723638,498.66089874196,508.3551866238,523.2511306012],description:"Diff31, 11/9, 4/3, 7/5, 3/2, 7/4, 9/5 difference diamond, tempered to 72-et"},dimteta:{frequencies:[261.6255653006,282.55561052465,307.12566361375,336.37572681506,406.97310157871,439.53094970501,477.75103228805,523.2511306012],description:"A heptatonic form on the 9/7"},dimtetb:{frequencies:[261.6255653006,294.32876096318,336.37572681506,406.97310157871,457.84473927605,523.2511306012],description:"A pentatonic form on the 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160"},dkring1:{frequencies:[261.6255653006,274.70684356563,305.22982618403,313.95067836072,320.49131749323,327.03195662575,366.27579142084,392.4383479509,439.53094970501,448.50096908674,457.84473927605,470.92601754108,523.2511306012],description:"Double-tie circular mirroring of 4:5:6:7"},dkring2:{frequencies:[261.6255653006,274.70684356563,305.22982618403,329.64821227876,336.37572681506,353.19451315581,366.27579142084,392.4383479509,406.97310157871,427.32175665765,436.04260883433,470.92601754108,523.2511306012],description:"Double-tie circular mirroring of 3:5:7:9"},dkring3:{frequencies:[261.6255653006,294.32876096318,299.00064605783,305.22982618403,336.37572681506,348.83408706747,384.42940207435,392.4383479509,398.6675280771,448.50096908674,465.11211608996,504.56359022259,523.2511306012],description:"Double-tie circular mirroring of 6:7:8:9"},dkring4:{frequencies:[261.6255653006,290.69507255622,294.32876096318,299.00064605783,327.03195662575,336.37572681506,367.91095120397,373.75080757229,378.42269266694,420.46965851882,467.18850946536,470.92601754108,523.2511306012],description:"Double-tie circular mirroring of 7:8:9:10"},dodeceny:{frequencies:[261.6255653006,275.93321340298,294.32876096318,306.59245933664,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,436.04260883433,441.49314144476,490.54793493862,523.2511306012],description:"Degenerate eikosany 3)6 from 1.3.5.9.15.45 tonic 1.3.15"},dorian_chrom:{frequencies:[261.6255653006,279.06726965397,299.00064605783,310.07474405997,315.92521092903,322.00069575458,348.83408706747,380.54627680087,398.6675280771,408.39112632289,418.60090448096,465.11211608996,523.2511306012,558.13453930795,598.00129211566,620.14948811994,631.85042185805,644.00139150917,697.66817413493,761.09255360175,797.33505615421,816.78225264578,837.20180896192,930.22423217991,1046.5022612024],description:"Dorian Chromatic Tonos"},dorian_chrom2:{frequencies:[261.6255653006,274.08392555301,287.78812183066,359.73515228832,411.12588832951,426.35277308246,442.75095666255,523.2511306012],description:"Schlesinger's Dorian Harmonia in the chromatic genus"},dorian_chrominv:{frequencies:[261.6255653006,273.00058987889,285.40970760065,332.97799220076,380.54627680087,404.33041910093,428.11456140098,523.2511306012],description:"A harmonic form of Schlesinger's Chromatic Dorian 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22"},dorian_diatcon:{frequencies:[261.6255653006,287.78812183066,319.76457981184,359.73515228832,383.71749577421,411.12588832951,479.64686971777,523.2511306012],description:"A Dorian Diatonic with its own trite synemmenon replacing paramese"},dorian_diatred11:{frequencies:[261.6255653006,287.78812183066,316.56693401373,348.83408706747,392.4383479509,431.68218274599,474.85040102059,523.2511306012],description:"Dorian mode of a diatonic genus with reduplicated 11/10"},dorian_enh:{frequencies:[261.6255653006,279.06726965397,299.00064605783,304.4370214407,307.2300216374,310.07474405997,348.83408706747,380.54627680087,389.39619021485,393.97732186443,398.6675280771,465.11211608996,523.2511306012,558.13453930795,598.00129211566,608.8740428814,614.4600432748,620.14948811994,697.66817413493,761.09255360175,778.79238042969,787.95464372887,797.33505615421,930.22423217991,1046.5022612024],description:"Dorian Enharmonic 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(1610)"},dow_middle:{frequencies:[261.6255653006,274.08392555301,278.50463402967,290.97061290936,294.32876096318,308.34441624714,310.07474405997,313.31771328338,328.31443488703,331.11985608357,346.88746827803,348.83408706747,368.2596819634,371.33951203956,392.4383479509,411.12588832951,415.52295665389,417.75695104451,441.49314144476,462.5166243707,469.97656992507,491.01290928454,496.67978412536,520.33120241704,523.2511306012],description:"Middle octave of Dowlands lute tuning, strings 3,4,5. 1/1=G (1610)"},dowland_12:{frequencies:[261.6255653006,278.50463402967,294.32876096318,308.34441624714,327.34193952303,348.83408706747,369.35373924791,392.4383479509,417.75695104451,441.49314144476,462.5166243707,492.47165233054,523.2511306012],description:"subset of Dowland's lute tuning, lowest octave"},druri:{frequencies:[261.6255653006,285.79952600623,326.97270111135,357.18467683857,523.2511306012],description:"Scale of druri dana of Siwoli, south Nias, Jaap 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19-tET"},cet63a:{frequencies:[261.6255653006,271.37251603396,281.48259278098,291.96932561311,302.84674360983,314.12940356828,325.83240291761,337.9714015469,350.5626427598,363.62297711023,377.1698766242,391.22147055517,405.79656146784,420.91465242294,436.59597307447,452.86150935499,469.73302118774,487.23308701689,505.38512383853,524.21342105699,543.74317298677,564.00051582303,585.01254970054,606.80739415229,629.41421305643,652.8632568014,677.18590276436,702.41470135475,728.58340348685,755.72702964881,783.88190097186,813.08569174348,843.37747981977,874.79780396885,907.38869808556,941.19377721109,976.25827622702,1012.62911525602,1050.35496244617,1089.48630538731,1130.07549372248,1172.17684627813,1215.84669925421,1261.14348767523,1308.127826503],description:"44th root of 5"},cet67:{frequencies:[261.6255653006,271.89449162354,282.56647812794,293.65734341902,305.18353207836,317.16212905639,329.61089159214,342.54827390456,355.99345454941,369.96636271272,384.48771622149,399.57903967613,415.26270466472,431.56196087069,448.50096908674],description:"14th root of 12/7, X.J. Scott"},cet70:{frequencies:[261.6255653006,272.49048247121,283.80660334964,295.59266404146,307.86818385681,320.65348759128,333.96974580612,347.83900623503,362.28423824861,377.32935907335,392.99928119148,409.31995166322,426.31839262878,444.02275580482,462.46235461904,481.66772230429,501.67065719504,522.50428685614,544.20310589723,566.80304433509,590.34152430617,614.85751848055,640.39162865951,666.98613212152,694.68506540856,723.53429383412,753.58158307649,784.8766959018],description:"27th root of 3"},cet78:{frequencies:[261.6255653006,273.68177330057,286.29355449603,299.48651076576,313.28742377221,327.72430932822,342.82647426905,358.62457594514,375.15068445646,392.4383479509],description:"9th root of 3/2"},cet79:{frequencies:[261.6255653006,273.87994580863,286.70831230381,300.13755324878,314.19580976213,328.91254817579,344.3186075731,360.44627930254,377.32935907335,395.0032340925,413.50494015483,432.87325713404,453.14877154631,474.3739811962,496.5933637384,519.85349135637,544.20310589723,569.69324454502,596.37732215892,624.31126899512,653.5536209391,684.16567043124,716.21156534988,749.7584744066,784.8766959018],description:"24th root of 3, James Heffernan (1906)."},cet80:{frequencies:[261.6255653006,273.93704112612,286.82786567404,300.32530171503,314.4578949408,329.25553433534,344.74951538696,360.97260627516,377.95911717185,395.74497280393,414.36778843034,433.8669493945,454.28369442026,475.66120282759,498.04439817054,521.48118104407,546.02084308555,571.71528316122,598.61884237431,626.7884189909,656.28358877393,687.16673097983,719.50316028422,753.36126491573,788.81265129014,825.93229545055,864.79870163404,905.49406830005,948.10446197172,992.7199992577,1039.43503743958,1088.34837402783,1139.56345570838,1193.18859712177,1249.33720993748,1308.127826503],description:"35th root of 5"},cet84:{frequencies:[261.6255653006,274.70153691096,288.43104187674,302.84674360983,317.98293803021,333.87563322966,350.5626427598,368.08366429725,386.48038152577,405.79656146784,426.0781586093,447.37342422819,469.73302118774,493.21014446673,517.86064472263,543.74317298677,570.91930267857,599.45368763079,629.41421305643,660.87215705217,693.9023601738,728.58340348685,764.99779551626,803.23216389999,843.37747981977,885.52924725223,929.78774807537,976.25827622702,1025.05138820617,1076.28316609431,1130.07549372248,1186.55634664103,1245.86008938569,1308.127826503],description:"33rd root of 5"},cet87:{frequencies:[261.6255653006,275.05808287728,289.18026151691,304.0275068203,319.63704721237,336.04802279017,353.30157737897,371.44097305523,390.51169339433,410.56155044631,431.64081781968,453.80235066263,477.10170997643,501.59731726833,527.35059397819,554.42610593952],description:"Least-squares stretched ET to telephone dial tones. 1/1=697 Hz"},cet88:{frequencies:[261.6255653006,275.26799068863,289.6217982776,304.72408298441,320.61387403473,337.33223582731,354.92237405774,373.42974737602,392.90218486657,413.39000965417,434.94616895528,457.62637091093,481.48922855473,506.59641128799,533.01280425363],description:"88 cents steps by Gary Morrison"},cet88_appr:{frequencies:[261.6255653006,275.62199471997,290.69507255622,305.22982618403,320.49131749323,336.37572681506,354.37113606854,373.75080757229,392.4383479509,413.43299207996,436.04260883433,457.84473927605,482.33849075995,504.56359022259,531.55670410281,560.62621135843,588.65752192635,620.14948811994,654.0639132515,686.76710891407,723.50773613993,763.07456546008,801.22829373309],description:"88 cents scale approximated"},cet88b:{frequencies:[261.6255653006,275.26385669298,289.61326650562,304.7105300898,320.59498481995,337.30729585456,354.89100872976,373.39113880701,392.85588995712,413.33509311257,434.8821088097,457.55209870333,481.40413163568,506.49927024418,532.9029023296],description:"87.9745 cents steps. Least squares of 7/6, 11/9, 10/7, 3/2, 7/4."},cet88bis:{frequencies:[261.6255653006,289.53272725508,320.41669955092,337.26306895804,373.23835706057,392.86190344834,434.76782633734,457.62637091093],description:"Bistep approximation of 2212121 mode in 7/4 to 11/9 9/7 10/7 3/2"},cet88bm:{frequencies:[261.6255653006,275.22889829239,289.53954239223,304.59427454323,320.43178392135,337.09277136281,354.62005396115,373.05867644715,392.45602022512,412.86193859025,434.32887139488,456.91198653787,480.66932039657,505.66192697453,531.95403480429],description:"87.75412 cents steps. Minimal highest deviation for 7/6, 11/9, 10/7, 3/2, 7/4."},cet88c:{frequencies:[261.6255653006,275.37188725148,289.84046967782,305.06925821769,321.09819727018,337.96933026971,355.72690383892,374.4174952616,394.09012940783,414.79640018179,436.59061916193,459.52995194191,483.67455974508,509.0877727469,535.83624905561,563.99013984227,593.62329144382,624.813430743,657.64235771869,692.19618110881,728.56553457307,766.84580121693,807.13738838693,849.54597972796,894.18279699007,941.16492045434,990.61558284509,1042.66447461031,1097.44811755542,1155.11020756021,1215.8019705522,1279.68259818323,1346.91964745566,1417.68945580607,1492.17764912727,1570.57960775359,1653.10095047047,1739.95812689496,1831.3789571042],description:"38th root of 7. McLaren 'Microtonal Music', volume 3, track 7"},cet89:{frequencies:[261.6255653006,275.56724848068,290.25186566903,305.71900507847,322.01036982349,339.16988002511,357.2437980159,376.28084921395,396.33236207144,417.45239374596,439.69788420361,463.12880499146,487.80833148705,513.80299757552,541.1828853206,570.0218080747,600.39752248465,632.39191886931,666.09125466774,701.58637981228,738.97299766656,778.35189934333,819.82925103406,863.51687139942,909.53255273344,958.00034936337,1009.05093129669,1062.82192563509,1119.45831186524,1179.11277682321,1241.94614996535,1308.127826503],description:"31st root of 5. McLaren 'Microtonal Music', volume 2, track 22"},cet90:{frequencies:[261.6255653006,275.62199471997,290.36720431405,305.90125228146,322.26633935092,339.50692625527,357.66984706396,376.80444887746,396.96271256675,418.19939952297,440.572208006,464.1419130862,488.97255163391,515.13157534193,542.69005603758,571.72285881831,602.3088534069,634.53113933145],description:"Scale with limma steps"},cet93:{frequencies:[261.6255653006,275.99488223824,291.15340824655,307.14448922429,324.01384989472,341.80973194459,360.58302103444,380.38739950036,401.27949808494,423.31905787312],description:"Tuning used in John Chowning's STRIA, 9th root of Phi"},cet98:{frequencies:[261.6255653006,276.83245825991,292.92324815749,309.94930780463,327.96500300935,347.02785219778,367.1987248383,388.54202015806,411.12588832951],description:"8th root of 11/7, X.J. Scott"},chahargah:{frequencies:[261.6255653006,277.18263097687,283.66146785671,311.12698372208,326.97270111135,348.82502010853,367.86341164695,392.44854854484,415.30469757995,425.01198472693,466.16376151809,493.88330125613,523.2511306012],description:"Chahargah in C"},chahargah2:{frequencies:[261.6255653006,283.66146785671,327.729041887,348.82502010853,392.44854854484,425.01198472693,493.88330125613,523.2511306012],description:"Dastgah Chahargah in C, Mohammad Reza Gharib"},chalmers:{frequencies:[261.6255653006,274.70684356563,279.06726965397,294.32876096318,305.22982618403,313.95067836072,327.03195662575,343.38355445704,348.83408706747,366.27579142084,381.53728273004,392.4383479509,412.06026534844,418.60090448096,436.04260883433,457.84473927605,470.92601754108,488.36772189445,515.07533168556,523.2511306012],description:"Chalmers' 19-tone with more hexanies than Perrett's Tierce-Tone"},chalmers_17:{frequencies:[261.6255653006,269.10058145205,286.15296204753,294.32876096318,313.95067836072,327.03195662575,336.37572681506,343.38355445704,376.74081403286,384.42940207435,392.4383479509,400.61414686654,408.78994578219,448.50096908674,457.84473927605,470.92601754108,490.54793493862,523.2511306012],description:"7-limit figurative scale, Chalmers '96 Adnexed S&H decads"},chalmers_19:{frequencies:[261.6255653006,269.10058145205,290.69507255622,294.32876096318,305.22982618403,313.95067836072,336.37572681506,348.83408706747,356.10146388137,363.36884069528,376.74081403286,384.42940207435,392.4383479509,406.97310157871,436.04260883433,448.50096908674,465.11211608996,470.92601754108,508.71637697339,523.2511306012],description:"7-limit figurative scale. Reversed S&H decads"},chalmers_csurd:{frequencies:[261.6255653006,273.35108123154,287.04667286017,303.37994773979,315.80837468238,323.38635505005,348.83408706747,357.38803216938,383.0466618906,392.4383479509,423.31690179539,433.47765231178,451.2357321491,476.91154755397,500.80604115761,523.2511306012],description:"Combined Surd Scale, combination of Surd and Inverted Surd, JHC, 26-6-97"},chalmers_isurd:{frequencies:[261.6255653006,273.35108123154,287.04667286017,303.37994773979,323.38635505005,348.83408706747,383.0466618906,433.47765231178,523.2511306012],description:"Inverted Surd Scale, of the form 4/(SQRT(N)+1, JHC, 26-6-97"},chalmers_ji1:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,327.03195662575,348.83408706747,370.63621750918,392.4383479509,414.24047839262,436.04260883433,466.02053819169,490.54793493862,523.2511306012],description:"Based loosely on Wronski's and similar JI scales, May 2, 1997."},chalmers_ji2:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,327.03195662575,348.83408706747,370.63621750918,392.4383479509,416.96574469783,441.49314144476,466.02053819169,490.54793493862,523.2511306012],description:"Based loosely on Wronski's and similar JI scales, May 2, 1997."},chalmers_ji3:{frequencies:[261.6255653006,279.06726965397,296.50897400735,313.95067836072,331.39238271409,348.83408706747,366.27579142084,392.4383479509,418.60090448096,444.76346101102,470.92601754108,497.08857407114,523.2511306012],description:"15 16 17 18 19 20 21 on 1/1, 15-20 on 3/2, May 2, 1997. See other scales"},chalmers_ji4:{frequencies:[261.6255653006,279.06726965397,296.50897400735,313.95067836072,331.39238271409,348.83408706747,372.08969287196,395.34529867646,418.60090448096,441.85651028546,465.11211608996,496.11959049595,523.2511306012],description:"15 16 17 18 19 20 on 1/1, same on 4/3, + 16/15 on 16/9"},chalmers_surd:{frequencies:[261.6255653006,315.80837468238,357.38803216938,392.4383479509,423.31690179539,451.2357321491,476.91154755397,500.80604115761,523.2511306012],description:"Surd Scale, Surds of the form (SQRT(N)+1)/2, JHC, 26-6-97"},chalmers_surd2:{frequencies:[261.6255653006,272.2395613933,282.33485096279,291.98077704337,301.23248980765,310.13469895524,318.72425558532,327.03195662575,335.08385052998,342.90220911983,350.50624086893,357.91266581346,365.13613061818,372.18956061116,379.08442465499,385.8309605564,392.4383479509,398.91485744029,405.26796981327,411.50448329997,417.63058822561,423.65195171798,429.57376586736,435.40081471708,441.13750301549,446.78791303515,452.35581962987,457.84473927605,463.2579384726,468.59846621725,473.86917438523,479.07273156015,484.21164154672,489.28825377326,494.3047826718,499.26331035461,504.16580309972,509.01411882861,513.81001953884,518.55516185524,523.2511306012],description:"Surd Scale, Surds of the form (SQRT(N)+1)/4"},chalung:{frequencies:[261.6255653006,328.09251713275,362.03316295439,390.31715077734,479.41117101029,527.4935758042,647.70012555753,728.30917696308,823.06004869243,961.65052057178,1054.9871516084,1301.05663342451],description:'Tuning of chalung from Tasikmalaya. "slendroid". 1/1=185 Hz'},chaumont:{frequencies:[261.6255653006,273.37431312998,292.50627485027,309.49749487796,327.03195662575,349.91912034749,365.63284274659,391.22147055517,408.78994578219,437.39890198442,465.40109831725,489.02683710225,523.2511306012],description:"Lambert Chaumont organ temperament (1695), 1st interpretation"},chaumont2:{frequencies:[261.6255653006,274.56549986328,292.86986732103,309.30531842668,327.84547867349,349.70184487387,366.99801003998,391.46454285105,410.8262805401,438.2147004401,465.11211608996,490.54793493862,523.2511306012],description:"Lambert Chaumont organ temperament (1695), 2nd interpretation"},chimes:{frequencies:[261.6255653006,288.69027895239,130.8127826503,144.34513947619],description:"Heavenly Chimes"},chimes_peck:{frequencies:[261.6255653006,327.03195662575,392.4383479509,457.84473927605,588.65752192635,719.47030457665,850.28308722695,981.09586987725,1046.5022612024],description:"Kris Peck, 9-tone windchime tuning. TL 7-3-2001"},chin_12:{frequencies:[261.6255653006,277.05457499359,293.57996645301,310.53449241474,329.24697610111,347.79893712036,368.97000115401,391.76907592069,413.1274313058,439.00991514661,462.11551390967,491.43599249807,523.2511306012],description:"Chinese scale, 4th cent."},chin_5:{frequencies:[261.6255653006,294.32876096318,348.83408706747,392.4383479509,441.49314144476,523.2511306012],description:"Chinese pentatonic from Zhou period"},chin_60:{frequencies:[261.6255653006,262.17244551937,265.19499215873,268.81311753311,272.48060600886,276.1981310001,279.38237857051,283.19406633357,287.05775848811,290.97416342694,294.32876096318,294.94400091442,298.34436617857,302.41475692242,306.54068145351,310.72289706448,314.30517589183,318.59332496145,322.93997797627,327.34593352805,331.11985608357,331.812000697,335.63741195089,340.21660119759,344.85826629043,349.56326086722,353.59332287831,358.41749022331,363.30747486009,368.26417485089,372.50983809402,373.28850041093,377.59208844475,382.74367817547,387.96555142985,392.4383479509,393.25866808247,397.79248823809,403.21967609811,408.72090880899,414.29719629306,419.07356785577,424.79110016094,430.58663751693,436.46124492224,441.49314144476,442.41600115048,447.51654926786,453.62213515688,459.81102195042,466.08434536373,471.45776383774,477.8899872033,484.40996672226,491.01890004663,496.67978412536,497.7180007967,503.45611792634,510.32490448905,517.28740216504,523.2511306012],description:'Chinese scale of fifths (the 60 lu")'},chin_7:{frequencies:[261.6255653006,294.32876096318,331.11985608357,348.83408706747,392.4383479509,441.49314144476,496.67978412536,523.2511306012],description:"Chinese heptatonic scale and tritriadic of 64:81:96 triad"},chin_bianzhong:{frequencies:[261.6255653006,277.82379926216,312.56802260838,375.1593523779,420.13030572059,469.40618689596,506.59641128799,563.72967895209,627.66881138238,764.75812197709,849.53311813274,949.1724262561,1225.95732655636],description:"Pitches of Bianzhong bells (Xinyang). 1/1=b, Liang Mingyue, 1975."},chin_bianzhong2a:{frequencies:[261.6255653006,284.81073476233,312.56802260838,372.56793743951,413.39000965417,447.94973572445,491.60634075178,562.75365576207,652.05945856061,695.63805470995,863.88355261715,960.75607282217,1173.30283584026],description:"A-tones (GU) of 13 Xinyang bells (Ma Cheng-Yuan) 1/1=d#=619 Hz"},chin_bianzhong2b:{frequencies:[261.6255653006,279.59231184543,312.74738729016,375.37536096215,418.43048063126,468.86028020615,505.12945327459,562.08698385796,624.42058858709,762.97988553915,849.53425657971,936.08862980659,1215.37624187632],description:"B-tones (SUI) of 13 Xinyang bells (Ma Cheng-Yuan) 1/1=b+=506.6 Hz"},chin_bianzhong3:{frequencies:[261.6255653006,508.3551866238,542.32970395878,608.04166718582,619.02750937577,673.88551872153,729.80120031671,739.56153452917,812.57643344187,881.52624580654,911.03313298042,978.11461117351,982.0774855146,1059.88575280263,1092.20381072382,1163.18085489566,1213.27682870749,1331.52122774489,1483.40111876828,1542.82606951623,1645.93659621657,1649.74391394557,1818.91159982256,2044.01922018919,2273.22753490632,2362.92760489328,2776.13057951436],description:"A and B-tones of 13 Xinyang bells (Ma Cheng-Yuan) abs. pitches wrt middle-C"},chin_bronze:{frequencies:[261.6255653006,299.00064605783,313.95067836072,327.03195662575,348.83408706747,392.4383479509,436.04260883433,523.2511306012],description:'Scale found on ancient Chinese bronze instrument 3rd c.BC & "Scholar\'s Lute"'},chin_chime:{frequencies:[261.6255653006,248.6592656401,341.74499057264,392.56190849927,548.78974538591,648.86582834888,714.36935367713,785.57745330134,889.7110417619,886.88898199546,992.62825668803,1044.08711871947,1326.14827969763],description:"Pitches of 12 stone chimes, F. Kuttner, 1951, ROMA Toronto. %1=b4"},chin_ching:{frequencies:[261.6255653006,276.1981310001,294.32876096318,310.72289706448,331.11985608357,349.56326086722,368.26417485089,392.4383479509,414.29719629306,441.49314144476,466.08434536373,496.67978412536,524.34489103873],description:"Scale of Ching Fang, c.45 BC. Pyth.steps 0 1 2 3 4 5 47 48 49 50 51 52 53"},chin_di:{frequencies:[261.6255653006,298.70635408336,316.56004827153,360.50766037677,409.94872043165,433.75364775074,527.37121036213],description:"Chinese di scale"},chin_di2:{frequencies:[261.6255653006,289.95657583698,318.21537073485,338.89464890898,383.48501130814,436.9606979923,494.73987775324,522.04355935974],description:"Observed tuning from Chinese flute dizi, Helmholtz/Ellis p. 518, nr.103"},chin_huang:{frequencies:[261.6255653006,331.11985608357,392.4383479509,441.49314144476,523.2511306012,588.65752192635,662.23971216714],description:"Huang Zhong qin tuning"},"chin_liu-an":{frequencies:[261.6255653006,278.83777354406,294.32876096318,311.64221749042,331.11985608357,353.19451315581,371.78369805875,392.4383479509,415.52295665389,441.49314144476,470.92601754108,492.82955324067],description:'Scale of Liu An, in: "Huai Nan Tzu", c.122 BC, 1st known corr. to Pyth. scale'},chin_lu:{frequencies:[261.6255653006,277.01530443593,294.32876096318,313.95067836072,328.55303549378,348.83408706747,371.78369805875,392.4383479509,415.52295665389,441.49314144476,470.92601754108,495.71159741166,523.2511306012],description:"Chinese L\xef\xbf\xbd scale by Huai Nan zi, Han era. P\xef\xbf\xbdre Amiot 1780, Kurt Reinhard"},chin_lu2:{frequencies:[261.6255653006,279.38237857051,294.32876096318,314.30517589183,331.11985608357,353.59332287831,372.50983809402,392.4383479509,419.07356785577,441.49314144476,471.45776383774,496.67978412536,523.2511306012],description:"Chinese L\xef\xbf\xbd (Lushi chunqiu, by Lu Buwei). Mingyue: Music of the billion, p.67"},chin_lu3:{frequencies:[261.6255653006,277.34278419245,293.66476791741,310.58830860439,329.24697610111,347.81902735497,369.14054089803,391.76907592069,413.1512951712,439.23819834286,462.1422075194,491.60634075178,523.2511306012],description:"Chinese L\xef\xbf\xbd scale by Ho Ch'\xef\xbf\xbdng-T'ien, reported in Sung Shu (500 AD)"},chin_lu3a:{frequencies:[261.6255653006,277.06033146978,293.58830182213,310.53780743131,329.25144446584,347.79484055318,368.74579520635,391.78066943209,413.13681807919,438.99947255393,462.1072190611,491.17907538715,523.2511306012],description:"Chinese L\xef\xbf\xbd scale by Ho Ch'\xef\xbf\xbdng-T'ien, calc. basis is \"big number\" 177147"},chin_lu4:{frequencies:[261.6255653006,276.78521684908,293.5444075184,310.55356739316,329.35741152087,348.44172229085,369.5396750577,391.9150968203,414.62425518576,439.72952246257,465.20924434298,493.37740286979,523.2511306012],description:'Chinese L\xef\xbf\xbd "749-Temperament"'},chin_lu5:{frequencies:[261.6255653006,277.35401920913,293.41471131112,311.37240624271,329.40299530711,349.20610523279,369.80535913035,392.03738806826,415.16320853113,440.12206674667,466.08434536373,494.10449271367,522.71643616375],description:"Chinese L\xef\xbf\xbd scale by Ch'ien Lo-Chih, c.450 AD Pyth.steps 0 154 255 103 204 etc."},chin_lusheng:{frequencies:[261.6255653006,316.38258506467,348.82502010853,389.28772571905,466.97226207056,520.53801357752],description:"Observed tuning of a small Lusheng, 1/1=d, OdC '97"},chin_pan:{frequencies:[261.6255653006,275.62199471997,279.38237857051,290.36720431405,294.32876096318,310.07474405997,326.6631048533,331.11985608357,344.13890881665,348.83408706747,367.49599295996,372.50983809402,387.15627241873,392.4383479509,413.43299207996,419.07356785577,435.55080647107,441.49314144476,458.8518784222,465.11211608996,489.99465727995,496.67978412536,516.20836322497,523.2511306012],description:"Pan Huai-su pure system, in: Sin-Yan Shen, 1991"},chin_pipa:{frequencies:[261.6255653006,284.4818984792,320.42873367481,380.17671965621,433.44136952667,521.74210224793],description:"Observed tuning from Chinese balloon lute p'i-p'a, Helmholtz/Ellis p. 518, nr.109"},chin_sheng:{frequencies:[261.6255653006,295.36595061166,318.03161540472,348.82502010853,395.40657391157,442.03793673691,477.05982293263,522.94897617031],description:"Observed tuning from Chinese sheng or mouth organ, Helmholtz/Ellis p. 518, nr.105"},chin_sientsu:{frequencies:[261.6255653006,291.80478157373,326.97270111135,392.44854854484,438.22451411849,523.2511306012],description:"Observed tuning from Chinese tamboura sienzi, Helmholtz/Ellis p. 518, nr.108"},chin_sona:{frequencies:[261.6255653006,284.4818984792,310.58830860439,337.33223582731,377.98706287655,418.43499793376,469.94877954106,528.10941333272],description:"Observed tuning from Chinese oboe (so-na), Helmholtz/Ellis p. 518, nr.104"},"chin_wang-po":{frequencies:[261.6255653006,294.32876096318,330.24264909897,371.97947673071,392.4383479509,440.94196398978,495.71159741166,517.50111817701],description:"Scale of Wang Po, 958 AD. H. Pischner: Musik in China, Berlin, 1955, p.20"},chin_yangqin:{frequencies:[261.6255653006,288.45311779165,306.48933163909,347.41744306689,383.26356564167,434.44398956347,465.08793784701,522.64699622026],description:"Observed tuning from Chinese dulcimer yangqin, Helmholtz/Ellis p. 518, nr.107"},chin_yunlo:{frequencies:[261.6255653006,288.45311779165,323.40385076956,367.0144478307,386.1523605003,409.35055662695,483.1608380663,525.67465946865],description:"Observed tuning from Chinese gong-chime (y\xef\xbf\xbdn-lo), Helmholtz/Ellis p. 518, nr.106"},choquel:{frequencies:[261.6255653006,272.52663052146,294.32876096318,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,408.78994578219,436.04260883433,475.68284600109,490.54793493862,523.2511306012],description:"Choquel/Barbour/Marpurg?"},chordal:{frequencies:[261.6255653006,392.4383479509,327.03195662575,457.84473927605,588.65752192635,719.47030457665,850.28308722695,981.09586987725,981.09586987725,490.54793493862,555.95432626377,621.36071758893,310.68035879446,523.2511306012,348.83408706747,418.60090448096,299.00064605783,465.11211608996,380.54627680087,322.00069575458,279.06726965397,610.45965236807,915.6894785521,872.08521766867,697.66817413493,654.0639132515,627.90135672144,448.50096908674,319.76457981184,377.90359432309,444.76346101102,889.52692202204,336.37572681506,294.32876096318,465.11211608996,411.12588832951,305.22982618403,366.27579142084,373.75080757229,313.95067836072,470.92601754108],description:"Chordal Notes S&H"},chrom15:{frequencies:[261.6255653006,280.31310567921,301.87565226992,356.76213450082,392.4383479509,413.09299784305,436.04260883433,523.2511306012],description:"Tonos-15 Chromatic"},chrom15_inv:{frequencies:[261.6255653006,313.95067836072,331.39238271409,348.83408706747,383.71749577421,453.48431318771,488.36772189445,523.2511306012],description:"Inverted Chromatic Tonos-15 Harmonia"},chrom15_inv2:{frequencies:[261.6255653006,279.06726965397,296.50897400735,348.83408706747,383.71749577421,401.15920012759,418.60090448096,523.2511306012],description:"A harmonic form of the Chromatic Tonos-15 inverted"},chrom17:{frequencies:[261.6255653006,277.97716313189,296.50897400735,370.63621750918,404.33041910093,423.58424858192,444.76346101102,523.2511306012],description:"Tonos-17 Chromatic"},chrom17_con:{frequencies:[261.6255653006,277.97716313189,296.50897400735,370.63621750918,386.75083566176,404.33041910093,494.18162334558,523.2511306012],description:"Conjunct Tonos-17 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Chromatic. Tone 24 alternates with 23 as MESE or A"},chrom31_con:{frequencies:[261.6255653006,279.66870773512,300.3849083081,337.93302184661,352.6257619269,368.65420565085,386.2091678247,450.57736246214,523.2511306012],description:"Conjunct Tonos-31 Chromatic"},chrom33:{frequencies:[261.6255653006,278.50463402967,297.71185016965,359.73515228832,392.4383479509,411.12588832951,431.68218274599,523.2511306012],description:"Tonos-33 Chromatic. 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Chalmers '96"},corner9:{frequencies:[261.6255653006,286.15296204753,294.32876096318,327.03195662575,331.11985608357,343.38355445704,367.91095120397,392.4383479509,400.61414686654,408.78994578219,441.49314144476,457.84473927605,490.54793493862,515.07533168556,523.2511306012],description:"First 9 harmonics of 5th through 9th harmonics"},corners11:{frequencies:[261.6255653006,269.80136421624,276.76092858245,279.06726965397,286.15296204753,294.32876096318,299.00064605783,304.4370214407,314.76825825228,327.03195662575,334.88072358477,341.71502406609,343.38355445704,348.83408706747,359.73515228832,380.54627680087,392.4383479509,398.6675280771,400.61414686654,408.78994578219,418.60090448096,434.91003062957,449.66894036041,457.84473927605,465.11211608996,478.40103369253,490.54793493862,494.63583439645,507.3950357345,523.2511306012],description:"Quadratic Corners 11-limit. Chalmers '96"},corners13:{frequencies:[261.6255653006,265.71346475842,269.80136421624,276.76092858245,279.06726965397,286.15296204753,292.28481123426,294.32876096318,299.00064605783,304.4370214407,314.76825825228,318.85615771011,322.00069575458,327.03195662575,334.88072358477,341.71502406609,343.38355445704,345.42750418595,348.83408706747,359.73515228832,368.0007951481,371.99885066179,380.54627680087,392.4383479509,396.30854862103,398.6675280771,400.61414686654,408.78994578219,418.60090448096,425.14154361347,429.33426100611,434.91003062957,449.66894036041,457.84473927605,465.11211608996,468.3646483703,478.40103369253,490.54793493862,494.63583439645,507.3950357345,515.20111320734,523.2511306012],description:"Quadratic Corners 13-limit. Chalmers '96"},corners7:{frequencies:[261.6255653006,279.06726965397,286.15296204753,294.32876096318,299.00064605783,327.03195662575,334.88072358477,341.71502406609,343.38355445704,348.83408706747,392.4383479509,398.6675280771,400.61414686654,408.78994578219,418.60090448096,457.84473927605,465.11211608996,478.40103369253,490.54793493862,523.2511306012],description:"Quadratic Corners 7-limit. Chalmers '96"},corrette:{frequencies:[261.6255653006,273.37431312998,292.50627485027,309.11326130363,327.03195662575,349.91912034749,365.63284274659,391.22147055517,411.33704984564,437.39890198442,465.11211608996,489.02683710225,523.2511306012],description:"Corrette temperament"},corrette2:{frequencies:[261.6255653006,272.8349596094,292.34127285051,310.42509491746,326.6631048533,350.01785633742,365.01443422269,391.11111150212,409.71484950008,437.02884834934,466.16376151809,488.33748205014,523.2511306012],description:"Michel Corrette, modified meantone temperament (1753)"},coul_12:{frequencies:[261.6255653006,272.52663052146,290.69507255622,313.95067836072,327.03195662575,340.65828815182,363.36884069528,392.4383479509,408.78994578219,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Scale 1 5/4 3/2 2 successively split largest intervals by smallest interval"},coul_12a:{frequencies:[261.6255653006,272.52663052146,290.69507255622,313.95067836072,327.03195662575,348.83408706747,376.74081403286,392.4383479509,408.78994578219,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Scale 1 6/5 3/2 2 successively split largest intervals by smallest interval"},coul_12sup:{frequencies:[261.6255653006,280.31310567921,294.32876096318,310.68035879446,331.39238271409,348.83408706747,373.75080757229,392.4383479509,420.46965851882,441.49314144476,466.02053819169,497.08857407114,523.2511306012],description:"Superparticular approximation to Pythagorean scale. Op de Coul, 2003"},coul_13:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,327.03195662575,348.83408706747,363.36884069528,376.74081403286,392.4383479509,418.60090448096,436.04260883433,465.11211608996,490.54793493862,523.2511306012],description:"Symmetrical 13-tone 5-limit just system"},coul_17sup:{frequencies:[261.6255653006,276.16031892841,279.06726965397,294.57100685697,310.07474405997,313.95067836072,331.39238271409,348.83408706747,368.21375857121,372.08969287196,392.76134247596,413.43299207996,418.60090448096,441.85651028546,465.11211608996,470.92601754108,497.08857407114,523.2511306012],description:"Superparticular approximation to Pythagorean 17-tone scale. Op de Coul, 2003"},coul_20:{frequencies:[261.6255653006,277.18263097687,282.2367833559,293.66476791741,305.55548036855,311.12698372208,329.62755691287,335.63799088232,349.22823143301,363.36884069528,369.99442271164,391.99543598175,399.14308682247,415.30469757995,432.12070439462,440,466.16376151809,474.66379875343,493.88330125613,513.88101620607,523.2511306012],description:"Tuning for a 3-row symmetrical keyboard, Op de Coul, 1989"},coul_27:{frequencies:[261.6255653006,275.62199471997,275.93321340298,279.06726965397,293.99679436797,294.32876096318,310.07474405997,310.42486507835,327.03195662575,330.74639366397,331.11985608357,348.83408706747,367.49599295996,367.91095120397,372.08969287196,372.50983809402,392.4383479509,413.43299207996,413.89982010446,418.60090448096,440.99519155196,441.49314144476,465.11211608996,465.63729761752,490.54793493862,496.11959049595,496.67978412536,523.2511306012],description:"Symmetrical 27-tone 5-limit just system, 67108864/66430125 and 25/24"},counterschismic:{frequencies:[261.6255653006,265.12640119254,268.67408364533,272.2692364133,275.65170316539,279.34022410565,283.07810312094,286.865997406,290.70457953408,294.3160713245,298.25434362449,302.24531258767,306.28968684494,310.09479611189,314.24420508029,318.4491358588,322.71033506911,327.0285519162,331.0913069245,335.5216703313,340.01131880467,344.56104171562,348.84160709651,353.50948891197,358.2398341551,363.03347451625,367.54352740958,372.46166135084,377.44560747755,382.49624206822,387.61445966759,392.4298881006,397.68103103357,403.0024376988,408.3950505989,413.46864135256,419.00130591222,424.60800114791,430.28972009123,436.04746916004,441.46459261549,447.37187116862,453.35819556254,459.4246261707,465.13216971689,471.35614630867,477.663406507,484.05506753352,490.06860102591,496.62625431187,503.27165616309,510.00598369715,516.83042094502,523.2511306012],description:"Counterschismic temperament, g=498.082318, 5-limit"},couperin:{frequencies:[261.6255653006,273.37431312998,292.50627485027,309.28785294636,327.03195662575,349.91912034749,365.63284274659,391.22147055517,408.78994578219,437.39890198442,465.24345038333,489.02683710225,523.2511306012],description:"Couperin modified meantone"},cross13:{frequencies:[261.6255653006,281.75060878526,285.40970760065,290.69507255622,299.00064605783,305.22982618403,322.00069575458,332.97799220076,336.37572681506,366.27579142084,373.75080757229,406.97310157871,411.12588832951,425.14154361347,448.50096908674,457.84473927605,470.92601754108,479.64686971777,485.87604984397,523.2511306012],description:"13-limit harmonic/subharmonic cross"},cross2:{frequencies:[261.6255653006,282.55561052465,339.14425131559,366.27579142084,436.04260883433,470.92601754108,560.62621135843,605.4763082671,726.73768139056,784.8766959018],description:"Pusey's double 5-7 cross reduced by 3/1"},cross2_5:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,348.83408706747,392.4383479509,436.04260883433,465.11211608996,490.54793493862,523.2511306012],description:"double 3-5 cross reduced by 2/1"},cross2_7:{frequencies:[261.6255653006,294.32876096318,299.00064605783,327.03195662575,334.88072358477,341.71502406609,348.83408706747,392.4383479509,400.61414686654,408.78994578219,418.60090448096,457.84473927605,465.11211608996,523.2511306012],description:"longer 3-5-7 cross reduced by 2/1"},cross3:{frequencies:[261.6255653006,282.55561052465,311.45900631024,336.37572681506,363.28578496026,403.74315632809,436.04260883433,470.92601754108,508.60009894437,565.24041885932,610.45965236807,659.29642455751,726.73768139056,784.8766959018],description:"Pusey's triple 5-7 cross reduced by 3/1"},cross_7:{frequencies:[261.6255653006,299.00064605783,327.03195662575,348.83408706747,392.4383479509,418.60090448096,457.84473927605,523.2511306012],description:"3-5-7 cross reduced by 2/1, quasi diatonic, similar to Zalzal's, Flynn Cohen"},cross_72:{frequencies:[261.6255653006,279.06726965397,294.32876096318,305.22982618403,313.95067836072,343.38355445704,348.83408706747,392.4383479509,398.6675280771,436.04260883433,448.50096908674,465.11211608996,490.54793493862,523.2511306012],description:"double 3-5-7 cross reduced by 2/1"},cross_7a:{frequencies:[261.6255653006,336.37572681506,392.4383479509,436.04260883433,470.92601754108,523.2511306012,610.45965236807,784.8766959018],description:"2-5-7 cross reduced by 3/1"},cruciform:{frequencies:[261.6255653006,294.32876096318,306.59245933664,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,408.78994578219,418.60090448096,436.04260883433,490.54793493862,523.2511306012],description:"Cruciform Lattice"},galilei:{frequencies:[261.6255653006,277.66336828161,293.32570896007,311.30674962848,328.86683469969,348.2210758395,368.7143392539,390.41365788584,413.39000965417,437.71854962063,463.47885582013,490.75518955849,523.2511306012],description:"Vincenzo Galilei's approximation"},gamelan_om:{frequencies:[261.6255653006,280.31310567921,294.32876096318,305.22982618403,327.03195662575,348.83408706747,366.27579142084,392.4383479509,406.97310157871,436.04260883433,457.84473927605,490.54793493862,523.2511306012],description:"Other Music gamelan (7 limit black keys)"},gamelan_udan:{frequencies:[261.6255653006,261.6255653006,290.69507255622,305.22982618403,334.88072358477,351.32575911795,364.00078650518,392.4383479509,402.50086969323,465.11211608996,465.11211608996,501.44900015948,523.2511306012],description:"Gamelan Udan Mas (approx) s6,p6,p7,s1,p1,s2,p2,p3,s3,p4,s5,p5"},ganassi:{frequencies:[261.6255653006,275.39533189537,290.69507255622,307.79478270659,327.03195662575,348.83408706747,369.35373924791,392.4383479509,413.09299784305,436.04260883433,461.69217405988,490.54793493862,523.2511306012],description:"Sylvestro Ganassi's temperament (1543)"},gann_custer:{frequencies:[261.6255653006,269.80136421624,274.70684356563,279.06726965397,287.78812183066,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,319.76457981184,327.03195662575,336.37572681506,343.38355445704,348.83408706747,353.19451315581,359.73515228832,366.27579142084,380.54627680087,392.4383479509,406.97310157871,418.60090448096,428.11456140098,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,479.64686971777,490.54793493862,507.3950357345,523.2511306012],description:"Kyle Gann, scale from Custer's Ghost to Sitting Bull, 1/1=G"},gann_frac:{frequencies:[261.6255653006,264.89588486686,294.32876096318,305.22982618403,309.04519901133,313.95067836072,348.83408706747,353.19451315581,366.27579142084,392.4383479509,397.34382730029,412.06026534844,418.60090448096,423.83341578697,457.84473927605,470.92601754108,523.2511306012],description:"Kyle Gann, scale from Fractured Paradise, 1/1=B"},gann_ghost:{frequencies:[261.6255653006,294.32876096318,305.22982618403,343.38355445704,348.83408706747,392.4383479509,406.97310157871,457.84473927605,523.2511306012],description:"Kyle Gann, scale from Ghost Town, 1/1=E"},gann_super:{frequencies:[261.6255653006,287.78812183066,290.69507255622,294.32876096318,299.00064605783,313.95067836072,327.03195662575,336.37572681506,348.83408706747,359.73515228832,366.27579142084,373.75080757229,392.4383479509,411.12588832951,406.97310157871,418.60090448096,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,523.2511306012],description:"Kyle Gann, scale from Superparticular Woman (1992), 1/1=G"},gann_things:{frequencies:[261.6255653006,266.47048317654,272.52663052146,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,319.76457981184,327.03195662575,336.37572681506,343.38355445704,348.83408706747,373.75080757229,387.59343007496,392.4383479509,406.97310157871,408.78994578219,436.04260883433,448.50096908674,465.11211608996,490.54793493862,498.33441009638,508.71637697339,523.2511306012],description:"Kyle Gann, scale from How Miraculous Things Happen, 1/1=A"},garcia:{frequencies:[261.6255653006,268.33391312882,271.68808704293,279.06726965397,286.22284067074,294.32876096318,301.87565226992,310.07474405997,313.95067836072,322.00069575458,331.11985608357,339.61010880366,348.83408706747,357.77855083843,362.25078272391,372.08969287196,381.63045422766,392.4383479509,402.50086969323,407.5321305644,418.60090448096,429.33426100611,441.49314144476,452.81347840488,465.11211608996,470.92601754108,483.00104363188,496.11959049595,509.4151632055,523.2511306012],description:"Linear 29-tone scale by Jos\xef\xbf\xbd L. Garcia, 1988 15/13-52/45 alternating"},garibaldi24:{frequencies:[261.6255653006,271.45160478635,275.48458787532,290.07776082447,294.38747453868,305.44397410364,309.9819851541,326.40257969757,331.25197480486,343.69301829526,348.79929894143,361.89937857146,367.27615309757,386.73177659938,392.47748849606,407.21801775129,413.26809573999,435.16003837828,441.62525370518,458.21165716245,465.0193526482,489.65270106975,496.92751922541,515.59094540799,523.2511306012],description:"Garibaldi[24] in 94-tET tuning."},genovese:{frequencies:[261.6255653006,277.01530443593,277.97716313189,279.06726965397,280.31310567921,281.75060878526,283.42769574232,285.40970760065,287.78812183066,290.69507255622,294.32876096318,296.50897400735,299.00064605783,301.87565226992,305.22982618403,307.79478270659,309.19384990071,313.95067836072,317.68818643644,319.76457981184,322.00069575458,327.03195662575,332.97799220076,336.37572681506,338.57426097725,340.11323489078,342.12573923925,348.83408706747,356.76213450082,359.73515228832,362.25078272391,366.27579142084,369.35373924791,370.63621750918,373.75080757229,377.90359432309,380.54627680087,383.71749577421,392.4383479509,400.13321751856,402.50086969323,404.33041910093,406.97310157871,411.12588832951,418.60090448096,425.14154361347,428.11456140098,430.91269578922,436.04260883433,442.75095666255,444.76346101102,448.50096908674,453.48431318771,457.84473927605,461.69217405988,465.11211608996,470.92601754108,475.68284600109,479.64686971777,483.00104363188,485.87604984397,488.36772189445,490.54793493862,492.47165233054,494.18162334558,523.2511306012],description:"Denny Genovese's 65-note scale. 3/2=384 Hz"},genovese_12:{frequencies:[261.6255653006,285.40970760065,294.32876096318,313.95067836072,327.03195662575,348.83408706747,359.73515228832,392.4383479509,425.14154361347,448.50096908674,457.84473927605,490.54793493862,523.2511306012],description:"Denny Genovese's superposition of harmonics 8-16 and subharmonics 6-12"},genovese_38:{frequencies:[261.6255653006,280.31310567921,283.42769574232,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,305.22982618403,309.19384990071,313.95067836072,319.76457981184,327.03195662575,332.97799220076,336.37572681506,340.11323489078,348.83408706747,356.76213450082,359.73515228832,366.27579142084,373.75080757229,377.90359432309,380.54627680087,392.4383479509,406.97310157871,411.12588832951,418.60090448096,425.14154361347,428.11456140098,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,485.87604984397,490.54793493862,523.2511306012],description:"Denny Genovese's 38-note scale. Harm 1..16 x Subh. 1..12"},"gf1-2":{frequencies:[261.6255653006,269.29177952703,277.18263097687,285.30470202322,293.66476791741,311.12698372208,320.24370022528,339.28638158975,349.22823143301,359.46139971304,380.8360868427,403.48177901006,415.30469757995,440,466.16376151809,493.88330125613,523.2511306012],description:"16-note scale with all possible quadruplets of 50 & 100 c. Galois Field GF(2)"},"gf2-3":{frequencies:[261.6255653006,270.85177093588,280.40333801024,290.29174037004,300.52885648597,316.56538760238,327.729041887,345.21700307457,357.39105439675,369.99442271164,389.73770840504,410.5345162762,425.01198472693,447.69106452518,471.58032351597,496.7443381147,523.2511306012],description:"16-note scale with all possible quadruplets of 60 & 90 c. Galois Field GF(2)"},gilson7:{frequencies:[261.6255653006,261.6255653006,299.00064605783,313.95067836072,327.03195662575,392.4383479509,373.75080757229,392.4383479509,408.78994578219,408.78994578219,467.18850946536,490.54793493862,523.2511306012],description:"Gilson septimal"},gilson7a:{frequencies:[261.6255653006,261.6255653006,280.31310567921,299.00064605783,313.95067836072,336.37572681506,373.75080757229,373.75080757229,392.4383479509,418.60090448096,470.92601754108,470.92601754108,523.2511306012],description:"Gilson septimal 2"},golden_10:{frequencies:[261.6255653006,287.58715183149,304.90466328003,323.26497397694,342.73087946949,376.74069565061,399.42672527674,423.47882962254,465.50141625349,493.53231135469,523.2511306012],description:"Golden version of Rapoport's Major 10 out of 13"},golden_5:{frequencies:[261.6255653006,327.03195662575,343.38355445704,392.4383479509,425.14154361347,523.2511306012],description:"Golden pentatonic"},gradus10:{frequencies:[261.6255653006,290.69507255622,299.00064605783,305.22982618403,490.54793493862,882.98628288953,930.22423217991,941.85203508216,1220.91930473613,1255.80271344288,1674.40361792384,2747.0684356563,3270.3195662575,3488.34087067467,5886.5752192635,10595.8353946743,10988.2737426252,11162.69078615893,13081.27826503,14651.0316568336,23546.300877054,31395.067836072,41860.090448096,42383.3415786972,56511.1221049296,75348.1628065728,100464.2170754304,133952.2894339072],description:"Intervals > 1 with Gradus = 10"},gradus3:{frequencies:[261.6255653006,784.8766959018,1046.5022612024],description:"Intervals > 1 with Gradus = 3"},gradus4:{frequencies:[261.6255653006,392.4383479509,1569.7533918036,2093.0045224048],description:"Intervals > 1 with Gradus = 4"},gradus5:{frequencies:[261.6255653006,348.83408706747,1308.127826503,2354.6300877054,3139.5067836072,4186.0090448096],description:"Intervals > 1 with Gradus = 5"},gradus6:{frequencies:[261.6255653006,654.0639132515,697.66817413493,1177.3150438527,2616.255653006,4709.2601754108,6279.0135672144,8372.0180896192],description:"Intervals > 1 with Gradus = 6"},gradus7:{frequencies:[261.6255653006,327.03195662575,436.04260883433,588.65752192635,1395.33634826987,1831.3789571042,3924.383479509,5232.511306012,7063.8902631162,9418.5203508216,12558.0271344288,16744.0361792384],description:"Intervals > 1 with Gradus = 7"},gradus8:{frequencies:[261.6255653006,294.32876096318,313.95067836072,418.60090448096,872.08521766867,915.6894785521,1962.1917397545,2790.67269653973,3531.9451315581,3662.7579142084,7848.766959018,10465.022612024,14127.7805262324,18837.0407016432,25116.0542688576,33488.0723584768],description:"Intervals > 1 with Gradus = 8"},gradus9:{frequencies:[261.6255653006,457.84473927605,465.11211608996,470.92601754108,610.45965236807,627.90135672144,837.20180896192,981.09586987725,1744.17043533733,1765.97256577905,5494.1368713126,5581.34539307947,6540.639132515,7325.5158284168,11773.150438527,15697.533918036,20930.045224048,21191.6707893486,28255.5610524648,37674.0814032864,50232.1085377152,66976.1447169536],description:"Intervals > 1 with Gradus = 9"},grady11:{frequencies:[261.6255653006,277.4816601673,290.69507255622,305.22982618403,332.97799220076,356.76213450082,378.42269266694,392.4383479509,420.46965851882,458.69417292962,481.6288815761,504.56359022259,523.2511306012],description:"Kraig Grady's dual [5 7 9 11] hexany scale"},grady7:{frequencies:[261.6255653006,274.70684356563,294.32876096318,305.22982618403,327.03195662575,348.83408706747,366.27579142084,392.4383479509,406.97310157871,436.04260883433,457.84473927605,490.54793493862,523.2511306012],description:'Kraig Grady\'s 7-limit "Centaur" scale (1987), see Xenharmonikon 16'},grady7t:{frequencies:[261.6255653006,274.79177208104,293.65339461903,305.54250820508,326.68804977983,349.10444036529,366.6627351378,392.00975085961,407.77240291308,436.0718257558,457.96530027286,489.37179607373,523.2511306012],description:"Tempered version of grady7 with egalised 225/224"},grady_14:{frequencies:[261.6255653006,274.70684356563,294.32876096318,305.22982618403,327.03195662575,343.38355445704,348.83408706747,366.27579142084,392.4383479509,412.06026534844,441.49314144476,457.84473927605,490.54793493862,515.07533168556,523.2511306012],description:"Kraig Grady, letter to Lou Harrison, published in 1/1 7 (1) 1991 p 5."},grammateus:{frequencies:[261.6255653006,277.49581689502,294.32876096318,312.18279369479,331.11985608357,348.83408706747,369.99442271164,392.4383479509,416.24372513446,441.49314144476,468.27419030811,496.67978412536,523.2511306012],description:"H. Grammateus (Heinrich Schreiber) (1518). B-F# and Bb-F 1/2 P. Also Marpurg temp.nr.6"},graupner:{frequencies:[261.6255653006,277.083518473,293.59062125964,310.9808189359,329.55130849159,349.11528328816,370.00708353276,392.01655298731,415.20348378516,439.96413779539,466.04943410823,493.90517116572,523.2511306012],description:"Johann Gottlieb Graupner's temperament (1819)"},groenewald_21:{frequencies:[261.6255653006,275.93321340298,279.06726965397,290.69507255622,294.32876096318,310.07474405997,313.95067836072,327.03195662575,330.74639366397,348.83408706747,367.91095120397,372.08969287196,392.4383479509,413.89982010446,418.60090448096,436.04260883433,441.49314144476,465.11211608996,470.92601754108,490.54793493862,496.11959049595,523.2511306012],description:"J\xef\xbf\xbdrgen Gr\xef\xbf\xbdnewald, new meantone temperament I (2000)"},gross:{frequencies:[13.75,13.83042567154,13.91662997964,13.99803029322,14.07990672861,14.1622619889,14.24509903843,14.32842061343,14.41222946472,14.49652860895,14.58132083065,14.67220542837,14.75802520833,14.84434696019,14.93117353378,15.01850805439,15.10635340681,15.19471249121,15.28358848801,15.37298433293,15.46880332718,15.55928251958,15.65029093742,15.74183158529,15.83390775812,15.92652249736,16.01967895316,16.113380201,16.20762961362,16.30865090754,16.4040424858,16.49999202274,16.59650278193,16.69357794961,16.79122101993,16.88943521823,16.98822378696,17.08759028197,17.18753798549,17.29466699621,17.39582592037,17.49757653721,17.59992220598,17.70286661052,17.80641315127,17.91056524676,18.01532664586,18.12070080902,18.23364617402,18.34029731861,18.44757228066,18.55547460176,18.66400816581,18.77317655783,18.88298349104,18.99343259063,19.10452783216,19.2236053387,19.33604689279,19.44914613325,19.56290690697,19.67733296969,19.79242844011,19.90819712001,20.02464283144,20.14176976577,20.26731246322,20.38585868839,20.50509842475,20.62503561099,20.74567420676,20.86701855437,20.98907266203,21.11184068121,21.23532666504,21.36768545088,21.49266790503,21.61838152318,21.74483045784,21.87201888365,21.99995137868,22.12863216875,22.25806563075,22.38825603783,22.52780097787,22.65956910312,22.79210808945,22.92542231482,23.05951631373,23.1943945132,23.33006176809,23.46652255971,23.60378139323,23.75090264526,23.88982499399,24.02955978014,24.17011203339,24.3114863964,24.45368753658,24.59672057234,24.74059022832,24.88530139802,25.04041015894,25.18687501732,25.33419642278,25.48237967807,25.63142967793,25.78135134315,25.93215007005,26.08383083979,26.23639881154,26.39992889083,26.55434576426,26.70966568928,26.86589425653,27.0230366265,27.18109814415,27.34008402779,27.5],description:"Gross temperament, g=91.531021, 5-limit"},groven:{frequencies:[261.6255653006,264.7464578752,272.5650766677,275.81646505128,279.10663876478,290.77709705464,294.24573392894,297.75574765819,306.54921255625,310.20599265769,313.90639394672,327.03195662575,330.93307160522,334.88072358477,344.77058253591,348.88329767713,353.04507480266,363.47137260637,367.80716871461,372.19468374184,387.75749219625,392.38299382393,397.06367008113,408.78994578219,413.66634097248,418.60090448096,436.10412364188,441.30634506723,446.57062302059,459.75895986689,465.24335632603,470.79317533731,484.69686416326,490.47874118496,496.32958936031,517.08292506126,523.2511306012],description:"Eivind Groven's 36-tone scale with 1/8-schisma temp. fifths and 5/4 (1948)"},groven_ji:{frequencies:[261.6255653006,264.89588486686,272.52663052146,275.93321340298,279.06726965397,290.69507255622,294.32876096318,297.67175429757,306.59245933664,310.07474405997,313.95067836072,327.03195662575,331.11985608357,334.88072358477,344.91651675372,348.83408706747,353.19451315581,363.36884069528,367.91095120397,372.08969287196,387.59343007496,392.4383479509,396.89567239676,408.78994578219,413.89982010446,418.60090448096,436.04260883433,441.49314144476,446.50763144636,459.88868900496,465.11211608996,470.92601754108,484.4917875937,490.54793493862,496.11959049595,517.37477513058,523.2511306012],description:"Untempered version of Groven's 36-tone scale"},gumbeng:{frequencies:[261.6255653006,305.03156112838,348.43777142572,394.8168394034,470.9259392365,525.62941881859],description:"Scale of gumbeng ensemble, Java. 1/1=440 Hz."},gunkali:{frequencies:[261.6255653006,275.93321340298,282.55561052465,348.83408706747,392.4383479509,408.78994578219,418.60090448096,523.2511306012],description:"Indian mode Gunkali, see Dani\xef\xbf\xbdlou: Intr. to the Stud. of Mus. Scales, p.175"},gyaling:{frequencies:[261.6255653006,283.49766588023,307.55338551939,339.28638158975,347.81902735497,393.58362272115,435.9522698367],description:'Tibetan Buddhist Gyaling tones measured from CD "The Diamond Path", Ligon 2002'},far12_104:{frequencies:[261.6255653006,276.7193479141,294.32876096318,311.93817401225,329.54758706133,349.67263054599,369.79767403066,392.4383479509,415.07902187114,440.23532622697,465.3916305828,493.06356537421,523.2511306012],description:"Farey approximation to 12-tET with den=104"},far12_65:{frequencies:[261.6255653006,277.72560008833,293.82563487606,309.92566966379,330.05071314845,350.17575663311,370.30080011777,390.42584360243,414.57589578403,438.72594796562,466.90100884415,495.07606972267,523.2511306012],description:"Farey approximation to 12-tET with den=65"},far12_80:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,330.30227619201,349.92419358955,369.5461109871,392.4383479509,415.3305849147,441.49314144476,467.65569797482,493.81825450488,523.2511306012],description:"Farey approximation to 12-tET with den=80"},farey3:{frequencies:[261.6255653006,313.95067836072,348.83408706747,392.4383479509,418.60090448096,523.2511306012],description:"Farey fractions between 0 and 1 until 3rd level, normalised by 2/1"},farey4:{frequencies:[261.6255653006,299.00064605783,313.95067836072,327.03195662575,348.83408706747,373.75080757229,392.4383479509,418.60090448096,448.50096908674,523.2511306012],description:"Farey fractions between 0 and 1 until 4th level, normalised by 2/1"},farey5:{frequencies:[261.6255653006,285.40970760065,290.69507255622,299.00064605783,305.22982618403,313.95067836072,322.00069575458,327.03195662575,332.97799220076,348.83408706747,366.27579142084,373.75080757229,380.54627680087,392.4383479509,402.50086969323,406.97310157871,418.60090448096,436.04260883433,448.50096908674,465.11211608996,523.2511306012],description:"Farey fractions between 0 and 1 until 5th level, normalised by 2/1"},farnsworth:{frequencies:[261.6255653006,294.32876096318,327.03195662575,343.38355445704,392.4383479509,441.49314144476,490.54793493862,523.2511306012],description:"Farnsworth's scale"},fibo_9:{frequencies:[261.6255653006,277.97716313189,327.03195662575,343.38355445704,363.82305174615,392.4383479509,425.14154361347,449.66894036041,523.2511306012],description:"First 9 Fibonacci terms reduced by 2/1, B. McLaren, XH 13, 1991"},finnamore:{frequencies:[261.6255653006,277.97716313189,310.68035879446,348.83408706747,392.4383479509,416.96574469783,457.84473927605,466.02053819169,523.2511306012],description:"David J. Finnamore, Tuning List 9 May '97. Tetrachordal scale, 17/16x19/17x64/57"},finnamore53:{frequencies:[261.6255653006,286.15296204753,310.68035879446,327.03195662575,343.38355445704,359.73515228832,367.91095120397,376.08675011961,392.4383479509,408.78994578219,416.96574469783,425.14154361347,433.31734252912,441.49314144476,457.84473927605,474.19633710734,523.2511306012],description:'David J. Finnamore, tuning for "Crawlspace", 53-limit, 1998.'},finnamore_11:{frequencies:[261.6255653006,287.78812183066,294.32876096318,305.22982618403,323.76163705949,331.11985608357,343.38355445704,348.83408706747,392.4383479509,431.68218274599,441.49314144476,457.84473927605,485.64245558924,515.07533168556,523.2511306012],description:"David J. Finnamore, 11-limit scale, Tuning List 3 Sept '98"},finnamore_7:{frequencies:[261.6255653006,274.70684356563,294.32876096318,309.04519901133,331.11985608357,348.83408706747,366.27579142084,392.4383479509,412.06026534844,441.49314144476,463.567798517,496.67978412536,523.2511306012],description:"David J. Finnamore, TL 1 Sept '98. 7-tone Pyth. with 9/8 div. in 21/20 &15/14"},finnamore_7a:{frequencies:[261.6255653006,280.31310567921,294.32876096318,315.35224388912,331.11985608357,348.83408706747,373.75080757229,392.4383479509,420.46965851882,441.49314144476,473.02836583367,496.67978412536,523.2511306012],description:"David J. Finnamore, TL 1 Sept '98. 7-tone Pyth. with 9/8 div. in 15/14 &21/20"},finnamore_jc:{frequencies:[261.6255653006,276.16031892841,310.68035879446,348.83408706747,392.4383479509,414.24047839262,466.02053819169,523.2511306012],description:"Chalmers' modification of Finnamore. Tuning List 9-5-97 19/18 x 9/8 x 64/57"},fisher:{frequencies:[261.6255653006,273.37431312998,292.50627485027,310.67535808973,327.03195662575,349.71841093413,365.63284485857,391.22147055517,410.55062036439,437.39890198442,467.47330218196,489.02683992698,523.2511306012],description:"Alexander Metcalf Fisher's modified meantone temperament (1818)"},"fj-10tet":{frequencies:[261.6255653006,280.31310567921,300.51585203447,322.00069575458,345.20039866051,370.01329949656,396.52624740872,425.14154361347,455.42228033808,488.36772189445,523.2511306012],description:"Franck Jedrzejewski continued fractions approx. of 10-tet"},"fj-12tet":{frequencies:[261.6255653006,277.19851561611,293.6613488068,311.12229387098,329.64821227876,348.83408706747,370.01329949656,391.99491478937,415.52295665389,440.00663255101,466.16918908107,490.54793493862,523.2511306012],description:"Franck Jedrzejewski continued fractions approx. of 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19-tet"},"fj-20tet":{frequencies:[261.6255653006,270.8594087818,280.31310567921,290.29686012806,300.51585203447,311.12229387098,322.00069575458,333.44434793214,345.20039866051,357.34223553253,370.01329949656,383.09457776159,396.52624740872,410.48149038542,425.14154361347,440.00663255101,455.42228033808,470.92601754108,488.36772189445,505.41302387616,523.2511306012],description:"Franck Jedrzejewski continued fractions approx. of 20-tet"},"fj-21tet":{frequencies:[261.6255653006,270.34641747729,279.46367202564,288.87822835275,298.56093922539,308.58400009814,318.85615771011,329.64821227876,340.72166643799,352.18826098158,364.00078650518,376.08675011961,388.70083987518,401.78211814021,415.52295665389,429.33426100611,443.62595855319,457.84473927605,473.88781639354,489.85212226495,506.18859373377,523.2511306012],description:"Franck Jedrzejewski continued fractions approx. of 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23-tet"},"fj-24tet":{frequencies:[261.6255653006,269.32043486826,277.19851561611,285.40970760065,293.6613488068,302.32287545847,311.12229387098,320.2657782128,329.64821227876,339.29565499922,348.83408706747,348.83408706747,370.01329949656,380.54627680087,391.99491478937,403.52417698906,415.52295665389,427.53446036927,440.00663255101,452.81347840488,466.16918908107,479.64686971777,490.54793493862,508.30109829831,523.2511306012],description:"Franck Jedrzejewski continued fractions approx. of 24-tet"},"fj-26tet":{frequencies:[261.6255653006,268.69652652494,275.96121271433,283.42769574232,291.05844139692,299.00064605783,306.97399661937,315.29234792636,323.91736656265,332.57487114483,341.56671025356,350.8160989258,360.27127025001,370.01329949656,379.97998769849,390.22118214327,400.78810003496,411.12588832951,422.62591317789,434.18710837121,445.95266812602,457.84473927605,457.84473927605,483.00104363188,496.18641694941,509.48136400643,523.2511306012],description:"Franck Jedrzejewski continued fractions approx. of 26-tet"},"fj-30tet":{frequencies:[261.6255653006,267.70988077271,274.08392555301,280.31310567921,286.94416839421,293.6613488068,300.51585203447,307.52478728316,314.76825825228,322.00069575458,329.64821227876,337.35928157183,345.20039866051,353.19451315581,361.51896296083,370.01329949656,378.66858135613,387.59343007496,396.52624740872,405.78659107848,415.52295665389,425.14154361347,392.4383479509,444.76346101102,455.42228033808,466.16918908107,477.08191319521,488.36772189445,499.46698830115,511.35905945117,523.2511306012],description:"Franck Jedrzejewski continued fractions approx. of 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42-tet"},"fj-43tet":{frequencies:[261.6255653006,265.84533248287,270.2034526875,274.70684356563,279.06726965397,283.42769574232,288.1672893166,292.86443876933,297.71185016965,302.50455987882,307.4100392282,312.38873468728,317.43901923139,322.67153053741,327.85988562987,332.97799220076,338.57426097725,344.24416486921,348.83408706747,355.41586229515,361.11697745717,367.05676325756,372.95559308809,379.09010482332,385.17097113699,391.45479319413,397.88888056133,404.33041910093,392.4383479509,417.48760420309,424.25767346043,431.1976909584,438.2228218785,445.32011114996,452.54151835779,459.82675113439,467.18850946536,475.05694751951,483.00104363188,490.54793493862,498.33441009638,506.89953276991,514.81159623666,523.2511306012],description:"Franck Jedrzejewski continued fractions approx. of 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Jedrzejewski continued fractions approx. of 60-tet"},"fj-66tet":{frequencies:[261.6255653006,264.37951861955,267.19206668997,270.06509966514,272.83808952777,275.76748774928,278.68810216803,281.58005756929,284.57517629188,287.55242312318,290.69507255622,293.6613488068,296.76929795292,299.91223339337,302.93486508491,306.29334474217,309.48390041656,312.81317590289,316.13089140489,319.38705374359,322.78478835788,326.18252297218,329.64821227876,332.97799220076,336.37572681506,340.11323489078,343.8507429665,347.40443916965,351.12904816659,354.74652922115,358.52392281934,362.25078272391,366.27579142084,370.01329949656,373.75080757229,377.90359432309,381.83190611439,385.89770881839,389.97018224052,392.4383479509,398.12586024004,402.50086969323,406.65712867376,411.12588832951,415.52295665389,419.69101100305,424.01384721132,428.62060698183,433.03541842858,437.71969579139,442.27178896054,446.94367405519,451.89870370104,456.45311392871,461.28718092474,466.16918908107,470.92601754108,475.68284600109,481.05345877852,485.87604984397,491.34557385722,496.41773928832,501.44900015948,506.89953276991,512.35006538034,517.80059799077,523.2511306012],description:"Franck Jedrzejewski continued fractions approx. of 66-tet"},"fj-72tet":{frequencies:[195.99771799087,197.9006084568,199.84081050049,201.76235675531,203.68390301012,205.67661764474,207.66424882366,209.67197738558,211.67753543014,213.81569235368,215.817711945,217.77524221208,219.99743856118,222.13074705632,223.99739198957,226.48625190056,228.66400432268,230.8417567448,233.07836734049,235.19726158904,237.57299150408,239.92824098882,242.11482810637,244.5635242187,246.9571246685,249.45164107929,251.74018824515,254.18454051941,256.66367832138,259.11562717437,261.33029065449,264.17083729204,266.68541956135,269.28382123963,271.86780237443,274.39680518722,277.19677258709,279.99673998696,282.60136082405,285.0875898049,288.0572521987,290.83532347032,293.66437746429,296.5093682426,299.34196929515,302.30156503677,304.88533909691,307.99641398565,311.29049327962,313.59634878539,317.15994365795,320.28895378996,323.39623468494,326.46784071315,329.63252571192,332.8263135694,335.99608798435,339.22681959958,342.55457018224,345.87832586624,349.232297511,352.79589238357,355.99585512627,359.32914964993,362.95873702013,366.4305162438,367.49572123288,373.6206499201,376.91868844398,380.79556638226,384.45706221286,388.2262490973,391.99543598174],description:"Franck Jedrzejewski continued fractions approx. of 72-tet"},"fj-78tet":{frequencies:[138.59131548844,139.82873794816,141.06616040788,142.33702671786,143.60064014465,144.89092073791,146.18536017274,147.4753741736,148.781853392,150.14059177914,151.48353088271,152.80580938469,154.18283848089,155.56168065029,156.95883922787,158.39007484393,159.76498868806,161.21846903757,162.6138101731,164.12129465736,165.53962683341,167.02030328094,168.55700532378,170.00534699915,171.58924774759,173.06676710248,174.62505751543,176.17540104463,177.75842638735,179.35346710269,180.93866188769,182.53490332624,184.15558359423,185.8383548595,187.50589742554,188.98815748424,190.84705739392,192.48793817839,194.02784168382,196.00771761937,197.74614527009,199.57149430335,201.28738678083,203.10796235375,204.87411854813,206.71247055903,207.88697323266,210.45347907504,212.31010032272,214.18657848213,216.10849194808,217.78635291041,220.11561871693,221.7461047815,223.87827886594,225.96410133985,228.00506741647,230.00260868294,232.05987709692,234.17153306667,236.2351968553,238.37706264012,240.41350645954,242.53480210477,244.7463656498,246.9445257794,249.1343885566,251.39820018833,253.59261982991,255.8608901325,258.1602935569,260.55167311827,262.84559834014,265.13121223875,267.51346943117,269.88835121433,272.23294113801,274.70778605744,277.18263097688],description:"Franck Jedrzejewski continued fractions approx. of 78-tet"},"fj-7tet":{frequencies:[261.6255653006,288.87822835275,318.85615771011,352.18826098158,388.70083987518,429.33426100611,473.88781639354,523.2511306012],description:"Franck Jedrzejewski continued fractions approx. of 7-tet"},"fj-84tet":{frequencies:[97.99885899544,98.81551615374,99.63217331203,100.44883047033,101.26548762862,102.12512674262,102.98185182572,103.83212441184,104.68059938149,105.53723276432,106.39876119505,107.33208366167,108.20707347413,109.09306944775,109.9987192806,110.89344570537,111.83399203009,112.76581035092,113.67867643471,114.64017467391,115.58839778949,116.53918367025,117.50574088079,118.47623251688,119.43610940069,120.45693084856,121.43336875522,122.4985737443,123.47856233425,124.48503710232,125.50731064328,126.58185953578,127.62642101732,128.62350243151,129.74496824748,130.66514532725,131.9215409554,132.99845149381,134.10370178323,135.17083999371,136.34623860235,137.19840259362,138.59838629355,139.73911375276,140.87335980595,142.09834554339,143.22910160872,144.41937115117,145.59830479323,146.83218873215,148.0408295463,149.25980062382,150.498247743,151.74016876713,153.01576229113,154.29607586516,155.64524663982,156.7981743927,158.13452246991,159.45577056885,160.81864040277,162.07503603092,163.33143165907,164.81626285597,166.17197829662,167.54643634704,168.96354999214,170.33135015874,171.49800324202,173.20728566636,174.61614875551,176.03498745477,177.50736723702,178.95443816559,180.52421393897,181.99788099153,183.48722535316,183.74786061645,186.51395744293,188.05186455882,189.60648805639,191.21728584476,192.8364644749,194.36440367429,195.99771799088],description:"Franck Jedrzejewski continued fractions approx. of 84-tet"},"fj-8tet":{frequencies:[261.6255653006,285.40970760065,311.12229387098,339.29565499922,370.01329949656,403.52417698906,440.00663255101,479.64686971777,523.2511306012],description:"Franck Jedrzejewski continued fractions approx. of 8-tet"},"fj-90tet":{frequencies:[69.29565774422,69.83283338565,70.37840239647,70.9071846685,71.46114704873,72.0131345185,72.59545097014,73.14541650779,73.69538204544,74.24534758309,74.83931036376,75.40998048636,76.00168913882,76.58993750677,77.19009976571,77.78084032514,78.38361285822,78.99704982841,79.59636362512,80.23707738804,80.84493403492,81.4527906818,82.08870225085,82.70772053342,83.37133822351,83.99473665966,84.69469279849,85.2869633775,85.97794571968,86.61957218027,87.31252875772,87.95218098305,88.65767976099,89.35492709123,90.08435506749,90.74431371267,91.43177063473,92.14038007748,92.85618137725,93.5491379547,94.28753430771,95.03404490636,95.75399979201,96.51895185802,97.25706350066,98.00385880968,98.74631228551,99.50145727375,100.29634673506,101.05616754365,101.84361819984,102.66023369514,103.42635484212,103.94348661633,105.02623126858,105.83336819117,106.60870422188,107.47897935838,108.27446522534,109.14066094715,110.05780935847,110.87305239075,111.72157064884,112.60544383436,113.39289449054,114.33783527796,115.19278170468,116.11704811194,116.93642244337,117.80261816517,118.79255613295,119.69249974002,120.62577459179,121.5942673625,122.52275717094,123.4722628897,124.41720367712,125.39214258478,126.36267000417,127.35418180019,128.32529211893,129.35189445588,130.27583655913,131.29703572589,132.29171023897,133.26088027735,134.39157865546,135.4415128637,136.49144707195,137.52522844622,138.59131548844],description:"Franck Jedrzejewski continued fractions approx. of 90-tet"},"fj-96tet":{frequencies:[48.99942949772,49.35708956705,49.70956615711,50.0646344868,50.44058918883,50.81422318282,51.17718191984,51.5338827476,51.91606220592,52.2660581309,52.67438671005,53.04896912563,53.45392308842,53.81904551389,54.21213476343,54.59936429746,54.9993596403,55.39065943221,55.80490581685,56.20522795327,56.62156297514,57.01751796098,57.44760699733,57.85474808165,58.26959183513,58.69162434342,59.11042288614,59.54361052887,59.98206024721,60.41025554513,60.85413018265,61.24928687215,61.73928116713,62.19158359326,62.61038213598,63.09515579158,63.54613512986,63.99925485416,64.47293354963,64.92424408448,65.33257266363,65.89578449693,66.3533941115,66.81740386053,67.32095530991,67.84536391992,68.30223505743,68.78766064103,69.29919314678,69.78706625433,70.30352927934,70.77695371893,71.27189745123,71.86582992999,72.36838818125,72.90159022832,73.41609436608,73.94459360565,74.47913283653,75.03037641838,75.5753912592,76.10549687944,76.66039776256,77.21122223883,77.82262331991,78.34524166943,78.94352530188,79.48796340741,80.07223844749,80.64489438166,81.23589627254,81.66571582953,82.40813142798,82.999033639,83.58726208435,84.21776944921,84.8067048999,85.43490271397,86.04777863014,86.69129834212,87.30807437776,87.94769397027,88.57589178434,89.20408959841,89.83228741249,90.46048522656,91.16172929808,91.87393030822,92.49330511929,93.09891604567,93.82869478287,94.4988997456,95.19889159557,95.91377688915,96.59887529551,97.28872233605,97.99885899544],description:"Franck Jedrzejewski continued fractions approx. of 96-tet"},"fj-9tet":{frequencies:[261.6255653006,282.55561052465,305.22982618403,329.64821227876,355.98232655655,384.51030051755,415.52295665389,448.50096908674,484.4917875937,523.2511306012],description:"Franck Jedrzejewski continued fractions approx. of 9-tet"},flavel:{frequencies:[261.6255653006,272.52663052146,290.69507255622,294.32876096318,327.03195662575,348.83408706747,363.36884069528,392.4383479509,408.78994578219,436.04260883433,465.11211608996,490.54793493862,523.2511306012],description:"Bill Flavel's just tuning. Tuning List 6-5-98"},fogliano:{frequencies:[261.6255653006,272.52663052146,290.69507255622,294.32876096318,313.95067836072,327.03195662575,348.83408706747,363.36884069528,392.4383479509,408.78994578219,436.04260883433,465.11211608996,470.92601754108,490.54793493862,523.2511306012],description:"Fogliano's Monochord with D-/D and Bb-/Bb"},fogliano1:{frequencies:[261.6255653006,272.52663052146,290.69507255622,313.95067836072,327.03195662575,348.83408706747,363.36884069528,392.4383479509,408.78994578219,436.04260883433,465.11211608996,490.54793493862,523.2511306012],description:"Fogliano's Monochord no.1, Musica theorica (1529)"},fogliano2:{frequencies:[261.6255653006,272.52663052146,294.32876096318,313.95067836072,327.03195662575,348.83408706747,363.36884069528,392.4383479509,408.78994578219,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Fogliano's Monochord no.2"},"fokker-h":{frequencies:[261.6255653006,272.52663052146,279.06726965397,290.69507255622,306.59245933664,313.95067836072,327.03195662575,334.88072358477,348.83408706747,363.36884069528,376.74081403286,392.4383479509,408.78994578219,418.60090448096,436.04260883433,446.50763144636,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"Fokker-H 5-limit per.bl. synt.comma&small diesis, KNAW B71, 1968"},"fokker-ht":{frequencies:[261.6255653006,272.31140503734,279.67242998298,290.89121260742,305.67073265504,313.92185180985,326.66733279836,335.5942968927,349.22294231864,363.36596605244,376.74379448613,392.00137290182,407.92073675044,419.068143928,436.08264938702,447.85404100892,470.60848490625,489.4864783277,502.71810253025,523.2511306012],description:"Tempered version of Fokker-H per.bl. with better 6 tetrads, OdC"},"fokker-k":{frequencies:[261.6255653006,272.52663052146,282.55561052465,290.69507255622,302.80736724606,313.95067836072,327.03195662575,339.06673262958,348.83408706747,363.36884069528,376.74081403286,392.4383479509,403.74315632809,418.60090448096,436.04260883433,452.08897683944,470.92601754108,484.4917875937,502.32108537715,523.2511306012],description:"Fokker-K 5-limit per.bl. of 225/224 & 81/80 & 10976/10935, KNAW B71, 1968"},"fokker-l":{frequencies:[261.6255653006,271.31540105247,282.62020942966,291.99281841585,301.39265122629,313.95067836072,325.57848126297,339.14425131559,350.39138209902,363.36884069528,376.74081403286,390.69417751556,403.65087217807,420.46965851882,436.04260883433,454.2110508691,468.83301301868,484.38104661368,504.56359022259,523.2511306012],description:"Fokker-L 7-limit periodicity block 10976/10935 & 225/224 & 15625/15552, 1969"},"fokker-lt":{frequencies:[261.6255653006,272.07297743248,282.57734531132,291.77233860052,302.20925621315,313.90139500947,326.42149564976,339.58797317787,349.9403315901,363.14714144228,376.97081214523,391.19775936204,403.12344267272,419.38375585596,436.11106867998,452.98371913917,469.18728997524,484.4545223075,503.15865298196,523.2511306012],description:"Tempered version of Fokker-L per.bl. with more triads"},"fokker-m":{frequencies:[261.6255653006,265.7783520514,274.70684356563,279.06726965397,286.15296204753,294.32876096318,299.00064605783,305.22982618403,313.95067836072,318.93402246168,327.03195662575,336.37572681506,343.38355445704,348.83408706747,358.80077526939,366.27579142084,373.75080757229,381.53728273004,392.4383479509,398.6675280771,406.97310157871,418.60090448096,429.2294430713,436.04260883433,448.50096908674,457.84473927605,465.11211608996,478.40103369253,490.54793493862,498.33441009638,515.07533168556,523.2511306012],description:"Fokker-M 7-limit periodicity block 81/80 & 225/224 & 1029/1024, KNAW B72, 1969"},"fokker-n":{frequencies:[261.6255653006,265.7783520514,273.37201925287,277.71125765371,286.15296204753,290.69507255622,299.00064605783,303.74668805875,313.95067836072,318.93402246168,328.62879235146,333.84512238879,343.38355445704,348.83408706747,358.80077526939,364.4960256705,375.57576268738,381.53728273004,392.4383479509,398.6675280771,410.05802887931,416.56688648057,429.2294430713,436.04260883433,450.69091522486,457.84473927605,470.92601754108,478.40103369253,492.94318852719,500.76768358318,515.07533168556,523.2511306012],description:"Fokker-N 7-limit periodicity block 81/80 & 2100875/2097152 & 1029/1024, 1969"},"fokker-n2":{frequencies:[261.6255653006,265.7783520514,272.52663052146,279.06726965397,286.15296204753,290.69507255622,299.00064605783,305.22982618403,313.95067836072,318.93402246168,327.03195662575,334.88072358477,343.38355445704,348.83408706747,358.80077526939,366.27579142084,373.75080757229,381.53728273004,392.4383479509,398.6675280771,408.78994578219,418.60090448096,429.2294430713,436.04260883433,448.50096908674,457.84473927605,470.92601754108,478.40103369253,490.54793493862,502.32108537715,515.07533168556,523.2511306012],description:"Fokker-N different block shape"},"fokker-p":{frequencies:[261.6255653006,267.90457886781,273.37201925287,280.31310567921,286.15296204753,290.69507255622,299.00064605783,306.17666156322,312.97980223949,320.35783506196,327.03195662575,334.88072358477,341.85740532612,350.39138209902,357.69120255941,366.27579142084,373.75080757229,382.72082695402,390.69417751556,400.44729382745,408.78994578219,418.60090448096,427.32175665765,437.39523080459,447.11400319927,457.84473927605,470.92601754108,478.40103369253,488.36772189445,500.76768358318,510.98743222773,523.2511306012],description:"Fokker-P 7-limit periodicity block 65625/65536 & 6144/6125 & 2401/2400, 1969"},"fokker-q":{frequencies:[261.6255653006,265.7783520514,269.10058145205,272.52663052146,274.70684356563,279.06726965397,284.76252005507,286.15296204753,290.69507255622,294.32876096318,299.00064605783,301.39265122629,305.22982618403,311.45900631024,313.95067836072,318.93402246168,321.92208230347,327.03195662575,332.22294006425,334.88072358477,340.65828815182,343.38355445704,348.83408706747,353.19451315581,358.80077526939,363.36884069528,366.27579142084,373.75080757229,376.74081403286,381.53728273004,387.59343007496,392.4383479509,398.6675280771,401.85686830172,408.78994578219,412.06026534844,418.60090448096,425.24536328225,429.2294430713,436.04260883433,439.53094970501,448.50096908674,454.2110508691,457.84473927605,465.11211608996,470.92601754108,478.40103369253,480.73697623985,490.54793493862,498.33441009638,502.32108537715,508.71637697339,515.07533168556,523.2511306012],description:"Fokker-Q 7-limit per.bl. 225/224 & 4000/3969 & 6144/6125, KNAW B72, 1969"},"fokker-r":{frequencies:[261.6255653006,264.95644634031,268.26840191956,272.52663052146,275.55899540689,279.06726965397,282.62020942966,287.04062021552,290.69507255622,294.32876096318,298.07600213285,301.80195215951,306.17666156322,310.07474405997,313.95067836072,317.94773560837,322.92069774245,327.03195662575,331.19555792538,334.88072358477,340.1962906258,344.44874425862,348.83408706747,353.19451315581,357.69120255941,363.36884069528,367.91095120397,372.08969287196,376.74081403286,382.72082695402,387.59343007496,392.4383479509,397.43466951046,402.40260287934,408.78994578219,413.33849311034,418.60090448096,423.93031414449,430.56093032327,436.04260883433,441.49314144476,447.11400319927,453.59505416773,459.26499234482,465.11211608996,470.92601754108,476.92160341255,484.38104661368,490.54793493862,496.79333688808,502.32108537715,510.29443593869,516.67311638793,523.2511306012],description:"Fokker-R 7-limit per.bl. 4375/4374 & 65625/65536 & 6144/6125, 1969"},"fokker-s":{frequencies:[261.6255653006,265.7783520514,269.10058145205,273.37201925287,273.85732695955,278.20426865732,282.55561052465,286.15296204753,290.69507255622,295.2417807931,299.00064605783,303.74668805875,304.28591884395,309.04519901133,313.95067836072,317.94773560837,322.92069774245,328.04642310345,332.22294006425,333.84512238879,338.01818641865,343.38355445704,348.83408706747,353.19451315581,358.80077526939,364.4960256705,369.13660007139,370.8542388136,375.57576268738,381.53728273004,387.59343007496,392.4383479509,398.6675280771,404.99558407833,410.05802887931,412.06026534844,417.30640298598,423.93031414449,430.56093032327,436.04260883433,442.96392008567,449.89223739901,450.69091522486,457.84473927605,463.67378109554,470.92601754108,478.40103369253,484.4917875937,492.06963465517,499.88026377668,500.76768358318,508.71637697339,515.07533168556,523.2511306012],description:"Fokker-S 7-limit per.bl. 4375/4374 & 323/322 & 64827/65536, 1969"},fokker_12:{frequencies:[261.6255653006,280.31310567921,294.32876096318,305.22982618403,327.03195662575,348.83408706747,367.91095120397,392.4383479509,420.46965851882,436.04260883433,457.84473927605,490.54793493862,523.2511306012],description:"Fokker's 7-limit 12-tone just scale"},fokker_12a:{frequencies:[261.6255653006,274.70684356563,293.02063313667,309.04519901133,327.03195662575,348.83408706747,367.91095120397,390.69417751556,412.06026534844,439.53094970501,465.11211608996,490.54793493862,523.2511306012],description:"Fokker's 7-limit periodicity block of 2048/2025 & 3969/4000 & 225/224"},fokker_12b:{frequencies:[261.6255653006,275.93321340298,293.02063313667,309.04519901133,332.22294006425,348.83408706747,367.91095120397,392.4383479509,412.06026534844,439.53094970501,467.18850946536,496.11959049595,523.2511306012],description:"Fokker's 7-limit semitone scale KNAW B72, 1969"},fokker_12c:{frequencies:[261.6255653006,275.93321340298,293.02063313667,311.45900631024,332.22294006425,348.83408706747,372.08969287196,392.4383479509,412.06026534844,442.96392008567,467.18850946536,496.11959049595,523.2511306012],description:"Fokker's 7-limit complementary semitone scale, KNAW B72, 1969"},fokker_12t:{frequencies:[261.6255653006,279.53180800295,293.53544531438,305.4439412874,326.66157401657,349.08351368992,366.63408494061,391.81886165309,419.06057467847,436.03416050506,457.88164994338,489.21957814041,523.2511306012],description:"Tempered version of fokker_12 with egalised 225/224, see also lumma"},fokker_12t2:{frequencies:[261.6255653006,279.53060025556,293.5302824794,305.44678713816,326.66192308793,349.10467831311,366.62831408589,391.81689264402,419.03095498017,436.04260883433,457.88067400285,489.21694446174,523.2511306012],description:"Another tempered version of fokker_12 with egalised 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KNAW B71, 1968"},fokker_22a:{frequencies:[261.6255653006,269.46602871384,279.06726965397,287.4304306281,297.67175429757,306.59245933664,313.95067836072,327.03195662575,334.88072358477,348.83408706747,357.20610515709,367.91095120397,383.2405741708,392.4383479509,408.78994578219,418.60090448096,431.14564594215,446.50763144636,459.88868900496,476.27480687611,490.54793493862,502.32108537715,523.2511306012],description:"Fokker's 22-tone periodicity block of 2048/2025 & 2109375/2097152 = semicomma"},fokker_31:{frequencies:[261.6255653006,265.7783520514,275.93321340298,280.31310567921,286.15296204753,294.32876096318,299.00064605783,305.22982618403,315.35224388912,321.92208230347,327.03195662575,336.37572681506,343.38355445704,348.83408706747,357.69120255941,367.91095120397,373.75080757229,381.53728273004,392.4383479509,398.6675280771,406.97310157871,420.46965851882,429.2294430713,436.04260883433,448.50096908674,457.84473927605,465.11211608996,482.88312345521,490.54793493862,498.33441009638,515.07533168556,523.2511306012],description:"Fokker's 31-tone just 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comma"},fokker_31d2:{frequencies:[261.6255653006,267.90457886781,272.52663052146,279.06726965397,283.88190679319,290.69507255622,301.39265122629,306.59245933664,313.95067836072,319.36714514233,327.03195662575,334.88072358477,340.65828815182,348.83408706747,357.20610515709,363.36884069528,376.74081403286,383.2405741708,392.4383479509,401.85686830172,408.78994578219,418.60090448096,425.82286018978,436.04260883433,446.50763144636,454.2110508691,465.11211608996,482.22824196207,490.54793493862,502.32108537715,510.98743222773,523.2511306012],description:"Reduced version of fokker_31d by Prooijen expressibility"},fokker_41:{frequencies:[261.6255653006,264.89588486686,271.31540105247,274.70684356563,280.31310567921,283.8170195002,290.69507255622,294.32876096318,300.33547037059,305.22982618403,311.45900631024,313.95067836072,321.55899383997,325.57848126297,329.64821227876,336.37572681506,341.85740532612,348.83408706747,353.19451315581,361.75386806997,366.27579142084,373.75080757229,378.42269266694,387.59343007496,392.4383479509,400.44729382745,406.97310157871,415.27867508032,420.46965851882,425.72552925031,436.04260883433,439.53094970501,448.50096908674,455.80987376816,465.11211608996,470.92601754108,482.33849075995,488.36772189445,498.33441009638,504.56359022259,516.79124009995,523.2511306012],description:"Fokker's 7-limit supracomma per.bl. 10976/10935 & 225/224 & 496125/262144"},fokker_41a:{frequencies:[261.6255653006,264.59711493117,272.83435407277,275.93321340298,279.06726965397,287.4304306281,291.02331101095,294.32876096318,297.67175429757,306.59245933664,310.42486507835,313.95067836072,323.35923445661,327.03195662575,331.11985608357,334.88072358477,344.91651675372,348.83408706747,353.19451315581,363.77913876369,367.91095120397,372.08969287196,376.315896791,388.03108134794,392.4383479509,396.89567239676,408.78994578219,413.89982010446,418.60090448096,431.14564594215,436.04260883433,441.49314144476,446.50763144636,459.88868900496,465.11211608996,470.92601754108,485.03885168492,490.54793493862,496.11959049595,502.32108537715,517.37477513058,523.2511306012],description:"Fokker's 41-tone periodicity block of schisma & 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3125/3072"},fokker_53:{frequencies:[261.6255653006,263.718569823,268.26840191956,272.52663052146,274.70684356563,279.06726965397,282.55561052465,286.15296204753,290.69507255622,294.32876096318,299.00064605783,300.46061014991,305.22982618403,309.04519901133,313.95067836072,317.87506184023,321.92208230347,327.03195662575,329.64821227876,334.88072358477,340.65828815182,343.38355445704,348.83408706747,353.19451315581,357.69120255941,360.55273217989,366.27579142084,373.75080757229,376.74081403286,381.53728273004,386.30649876417,392.4383479509,398.6675280771,400.61414686654,410.05802887931,412.06026534844,418.60090448096,423.83341578697,429.2294430713,436.04260883433,439.53094970501,448.50096908674,450.69091522486,457.84473927605,465.11211608996,470.92601754108,476.92160341255,480.73697623985,490.54793493862,498.33441009638,502.32108537715,508.71637697339,515.07533168556,523.2511306012],description:"Fokker's 53-tone system, degree 37 has alternatives"},fokker_53a:{frequencies:[261.6255653006,264.89588486686,269.46602871384,272.52663052146,275.93321340298,279.38237857051,283.88190679319,287.4304306281,290.69507255622,294.32876096318,298.00787047521,302.80736724606,306.59245933664,310.42486507835,313.95067836072,319.36714514233,323.35923445661,327.03195662575,331.11985608357,334.88072358477,340.65828815182,344.91651675372,348.83408706747,353.19451315581,359.28803828513,363.36884069528,367.91095120397,372.50983809402,378.50920905758,383.2405741708,388.03108134794,392.4383479509,397.34382730029,403.74315632809,408.78994578219,413.89982010446,418.60090448096,425.82286018978,431.14564594215,436.04260883433,441.49314144476,447.01180571282,454.2110508691,459.88868900496,465.63729761752,470.92601754108,479.0507177135,484.4917875937,490.54793493862,496.67978412536,504.67894541011,510.98743222773,517.37477513058,523.2511306012],description:"Fokker's 53-tone periodicity block of schisma & kleisma"},fokker_53b:{frequencies:[261.6255653006,264.59711493117,267.90457886781,272.52663052146,275.93321340298,279.06726965397,282.55561052465,287.4304306281,290.69507255622,294.32876096318,297.67175429757,301.39265122629,306.59245933664,310.07474405997,313.95067836072,317.51653791741,323.35923445661,327.03195662575,331.11985608357,334.88072358477,340.65828815182,344.91651675372,348.83408706747,353.19451315581,357.20610515709,363.36884069528,367.91095120397,372.08969287196,376.74081403286,383.2405741708,388.03108134794,392.4383479509,396.89567239676,401.85686830172,408.78994578219,413.89982010446,418.60090448096,423.35538388988,431.14564594215,436.04260883433,441.49314144476,446.50763144636,451.5790761492,459.88868900496,465.11211608996,470.92601754108,476.27480687611,485.03885168492,490.54793493862,496.11959049595,502.32108537715,510.98743222773,517.37477513058,523.2511306012],description:"Fokker's 53-tone periodicity block of schisma & 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1/1=D'},fokker_sr:{frequencies:[261.6255653006,269.10058145205,279.06726965397,287.04062021552,296.75121990114,305.22982618403,315.35224388912,325.57848126297,336.37572681506,347.28371334717,358.80077526939,367.91095120397,381.53728273004,392.4383479509,406.97310157871,418.60090448096,434.10464168396,446.50763144636,461.31528248922,474.80195184183,490.54793493862,506.45541529795,523.2511306012],description:"Fokker's 7-limit sruti scale, KNAW B72, 1969"},fokker_sr2:{frequencies:[261.6255653006,270.30192333353,279.06726965397,288.32205155576,296.75121990114,306.59245933664,315.35224388912,327.03195662575,336.37572681506,348.83408706747,358.80077526939,372.08969287196,381.53728273004,394.1903048614,406.97310157871,420.46965851882,434.10464168396,448.50096908674,461.31528248922,476.92160341255,490.54793493862,508.71637697339,523.2511306012],description:"Fokker's complementary 7-limit sruti scale, KNAW B72, 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245/243"},erlich_bpp2:{frequencies:[261.6255653006,268.60224704195,277.4816601673,282.55561052465,293.92501780685,299.68019298069,311.45900631024,319.76457981184,326.02570445152,336.37572681506,345.34574619679,356.76213450082,366.27579142084,377.90359432309,385.30310526088,400.44729382745,411.12588832951,422.62591317789,436.04260883433,447.67041173658,458.69417292962,470.92601754108,485.87604984397,499.46698830115,512.78610798918,528.59042785223,543.37617408586,560.62621135843,575.57624366132,594.60355750136,610.45965236807,629.83932387181,642.17184210147,659.29642455751,685.20981388252,698.62650953896,726.73768139056,740.02659899313,764.49028821604,784.8766959018],description:"Improved shape for 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cents"},erlich_paj:{frequencies:[261.6255653006,269.74106841426,278.59741216196,287.23937405609,296.67040683594,305.87298460253,315.91563888094,325.71519477697,336.4093235789,346.84458402385,358.23265591403,369.99442271164,381.47147728046,393.99623872149,406.21781843768,419.55531290213,432.56972318844,446.77218107119,460.63084592459,475.75462791404,490.51231476219,506.61748047856,523.2511306012],description:"Erlich's Pajara or Twintone, with RMS optimal generator"},erlich_paj2:{frequencies:[261.6255653006,270.25447814202,278.68577354399,287.87753105276,296.85845221806,306.64959036092,316.21614384055,326.645747324,336.83612131731,347.94582350257,358.80069640371,369.99442271164,382.1975482805,394.12120058634,407.1203087173,419.82124923186,433.66800958456,447.19715926063,461.9468459571,476.35821106408,492.06970256841,507.42081104304,523.2511306012],description:"Erlich's Pajara or Twintone with minimax optimal generator"},escapade:{frequencies:[261.6255653006,270.11362843741,278.8770761192,287.9248395776,297.26614463769,306.91051483225,316.86778450163,327.1481015562,337.76194863153,348.72014864112,360.03386958939,371.71464785337,383.77439429365,392.56657056143,405.30282760495,418.45229174958,432.02837124332,446.04490958069,460.51619165905,475.45697355792,490.88248752006,506.80846290374,523.2511306012],description:"Escapade temperament, g=55.275493, 5-limit"},"et-mix6":{frequencies:[261.6255653006,293.66476791741,300.52885648597,311.12698372208,329.62755691287,345.21700307457,369.99442271164,396.55020354877,415.30469757995,440,455.51656649021,466.16376151809,523.2511306012],description:"Mix of equal temperaments from 1-6 (= 4-6)"},euler:{frequencies:[261.6255653006,272.52663052146,294.32876096318,306.59245933664,327.03195662575,348.83408706747,367.91095120397,392.4383479509,408.78994578219,436.04260883433,459.88868900496,490.54793493862,523.2511306012],description:"Euler's Monochord (a mode of Ellis's duodene) (1739), genus [33355]"},euler20:{frequencies:[261.6255653006,274.58143914872,285.65749968142,293.61100773131,305.45468261618,320.58100381398,326.62388782443,329.50688232588,342.79852229325,366.55580177366,381.34192228364,391.95955371998,407.7704102616,411.36965665618,427.96347506501,439.87918162894,457.62301915088,489.33808574423,509.07699553894,513.57043963064,523.2511306012],description:"Genus [3333555] tempered by 225/224-planar"},euler24:{frequencies:[261.6255653006,274.58143914872,285.65749968142,293.61100773131,305.45468261618,308.1508239679,320.58100381398,326.62388782443,329.50688232588,342.79852229325,366.55580177366,381.34192228364,384.70789368407,391.95955371998,407.7704102616,411.36965665618,427.96347506501,439.87918162894,457.62301915088,480.28481865546,489.33808574423,493.65730140218,509.07699553894,513.57043963064,523.2511306012],description:"Genus [33333555] tempered by 225/224-planar"},euler_diat:{frequencies:[261.6255653006,294.32876096318,327.03195662575,348.83408706747,367.91095120397,392.4383479509,436.04260883433,490.54793493862,523.2511306012],description:"Euler's genus diatonicum veterum correctum"},euler_enh:{frequencies:[261.6255653006,267.90457886781,275.62199471997,348.83408706747,392.4383479509,401.85686830172,413.43299207996,523.2511306012],description:"Euler's Old Enharmonic, From Tentamen Novae Theoriae Musicae"},euler_gm:{frequencies:[261.6255653006,271.31540105247,279.06726965397,289.40309445597,348.83408706747,361.75386806997,372.08969287196,385.87079260796,523.2511306012],description:"Euler's Genus Musicum, Octony based on Archytas's Enharmonic"},exptriad2:{frequencies:[261.6255653006,306.59245933664,327.03195662575,367.91095120397,392.4383479509,459.88868900496,490.54793493862,523.2511306012],description:"Two times expanded major 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IIVV"},"indian-ayyar":{frequencies:[261.6255653006,272.52663052146,279.06726965397,290.69507255622,294.32876096318,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,359.73515228832,366.27579142084,373.75080757229,392.4383479509,406.97310157871,418.60090448096,436.04260883433,441.49314144476,457.84473927605,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"Carnatic sruti system, C.Subrahmanya Ayyar, 1976. alt:21/20 25/16 63/40 40/21"},"indian-dk":{frequencies:[261.6255653006,294.32876096318,305.22982618403,313.95067836072,348.83408706747,392.4383479509,406.97310157871,418.60090448096,465.11211608996,523.2511306012],description:"Raga Darbari Kanada"},"indian-ellis":{frequencies:[261.6255653006,269.10058145205,277.01530443593,285.40970760065,294.32876096318,303.82323712328,313.95067836072,324.77656382143,336.37572681506,348.83408706747,358.01393146398,367.68998366571,377.90359432309,388.70083987518,400.13321751856,412.25846653428,425.14154361347,438.85578695585,453.48431318771,469.12170329763,485.87604984397,503.87145909745,523.2511306012],description:"Ellis's Indian Chromatic, theoretical #74 of App.XX, p.517 of Helmholtz"},"indian-hahn":{frequencies:[261.6255653006,272.52663052146,279.06726965397,290.69507255622,294.32876096318,306.59245933664,313.95067836072,327.03195662575,334.88072358477,348.83408706747,353.19451315581,367.91095120397,376.74081403286,392.4383479509,408.78994578219,418.60090448096,436.04260883433,441.49314144476,465.11211608996,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"Indian shrutis Paul Hahn proposal"},"indian-hrdaya1":{frequencies:[261.6255653006,282.55561052465,294.32876096318,313.95067836072,328.55303549378,348.83408706747,375.07381928051,392.4383479509,428.11456140098,441.49314144476,470.92601754108,492.82955324067,523.2511306012],description:"From Hrdayakautaka of Hrdaya Narayana (17th c) Bhatkande's interpretation"},"indian-hrdaya2":{frequencies:[261.6255653006,282.55561052465,294.32876096318,313.95067836072,330.47439827444,348.83408706747,376.74081403286,392.4383479509,428.11456140098,448.50096908674,470.92601754108,495.71159741166,523.2511306012],description:"From Hrdayakautaka of Hrdaya Narayana (17th c) Levy's interpretation"},"indian-invrot":{frequencies:[261.6255653006,267.90457886781,279.06726965397,313.95067836072,327.03195662575,334.88072358477,348.83408706747,392.4383479509,418.60090448096,446.50763144636,490.54793493862,502.32108537715,523.2511306012],description:"Inverted and rotated North Indian gamut"},"indian-magrama":{frequencies:[261.6255653006,294.32876096318,327.03195662575,367.91095120397,392.4383479509,441.49314144476,490.54793493862,523.2511306012],description:"Indian mode Ma-grama (Sa Ri Ga Ma Pa Dha Ni Sa)"},"indian-newbengali":{frequencies:[261.6255653006,269.13627541126,277.02257024271,285.46954808622,294.32876096318,303.84527498141,313.95067836072,324.71413568646,336.35938765066,348.83408706747,358.01090280364,367.91095120397,377.98706287655,388.6137256405,400.23209335925,412.19781491431,425.25755219187,438.98455767189,453.41648894489,469.13512554326,485.39868175205,503.9696508909,523.2511306012],description:"Modern Bengali scale,S.M. Tagore: The mus. scales of the Hindus,Calcutta 1884"},"indian-old2ellis":{frequencies:[261.6255653006,270.06509966514,277.97716313189,285.40970760065,294.32876096318,305.22982618403,316.13089140489,327.03195662575,337.93302184661,348.83408706747,359.73515228832,370.63621750918,380.54627680087,392.4383479509,404.33041910093,415.52295665389,428.11456140098,441.49314144476,457.84473927605,474.19633710734,490.54793493862,505.80942624783,523.2511306012],description:"Ellis Old Indian Chrom2, Helmholtz, p. 517. This is a 4 cent appr. to #73"},"indian-oldellis":{frequencies:[261.6255653006,269.44737349144,277.4816601673,285.79952600623,294.32876096318,304.84150796353,315.71315096976,327.03195662575,337.72216249472,348.83408706747,359.25382662183,369.99442271164,381.0561299374,392.4383479509,404.18156579781,416.22249025095,428.71043212875,441.49314144476,457.27414749797,473.58203588493,490.54793493862,506.59641128799,523.2511306012],description:"Ellis Old Indian Chromatic, Helmholtz, p. 517. This is a 0.5 cent appr. to #73"},"indian-raja":{frequencies:[261.6255653006,294.32876096318,327.03195662575,348.83408706747,392.4383479509,490.54793493862,523.2511306012],description:"A folk scale from Rajasthan, India"},"indian-sagrama":{frequencies:[261.6255653006,294.32876096318,327.03195662575,348.83408706747,392.4383479509,441.49314144476,490.54793493862,523.2511306012],description:"Indian mode Sa-grama (Sa Ri Ga Ma Pa Dha Ni Sa), inverse of Didymus' diatonic"},"indian-srutiharm":{frequencies:[261.6255653006,275.04226095704,278.87560257317,292.29229825722,294.20896982953,310.50067090621,313.3756771183,327.75070817877,332.5423844325,351.70909240436,354.58409877157,369.9174668925,374.70914348171,393.87585105695,414.95923028882,421.66757847392,437.95928040996,441.79262140873,467.66767825558,473.41768959156,493.54273382289,499.29274676062,523.2511306012],description:"B. Chaitanya Deva's sruti harmonium. The Music of India, 1981, p. 109"},"indian-srutivina":{frequencies:[261.6255653006,268.56758546278,278.98051393788,288.52577197574,297.52863491406,305.33829130574,314.01573591759,327.57422802312,336.57725592546,350.35262131413,358.2707318239,366.40588882483,378.77125721528,394.82459335461,403.28512412878,416.95215854696,428.77531684666,444.28620821491,453.93981227417,469.5594057965,487.34812384257,504.37765306036,529.32520658991],description:"Raja S.M. Tagore's sruti vina, measured by Ellis and Hipkins, 1886. 1/1=241.2"},"indian-srutivina2":{frequencies:[261.6255653006,275.04226095704,278.87560257317,292.29229825722,294.20896982953,310.50067090621,313.3756771183,327.75070817877,332.5423844325,351.70909240436,354.58409877157,369.9174668925,374.70914348171,393.87585105695,414.95923028882,421.66757847392,437.95928040996,441.79262140873,467.66767825558,473.41768959156,493.54273382289,499.29274676062,523.2511306012],description:"S. Ramanathan's sruti vina, 1973. In B.C. 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(?)"},alves:{frequencies:[261.6255653006,267.07609791103,294.32876096318,305.22982618403,327.03195662575,336.37572681506,348.83408706747,359.73515228832,392.4383479509,425.14154361347,448.50096908674,457.84473927605,504.56359022259,523.2511306012],description:'Bill Alves, tuning for "Instantaneous Motion", 1/1 vol. 6/3'},alves_22:{frequencies:[261.6255653006,269.80136421624,279.06726965397,287.78812183066,297.30177875068,305.22982618403,317.12189733406,327.03195662575,336.37572681506,348.83408706747,359.73515228832,370.01329949656,380.54627680087,392.4383479509,406.97310157871,418.60090448096,431.68218274599,448.50096908674,460.46099492906,475.68284600109,490.54793493862,507.3950357345,523.2511306012],description:"11-limit rational interpretation of 22-tET, Bill Alves, tuning list 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Hz"},appunn:{frequencies:[261.6255653006,272.52663052146,275.93321340298,279.38237857051,287.10624449997,290.69507255622,294.32876096318,302.46583782713,306.24666079997,310.07474405997,322.99452506247,327.03195662575,331.11985608357,340.27406755552,344.52749339997,348.83408706747,363.36884069528,367.91095120397,372.50983809402,382.80832599996,387.59343007496,392.4383479509,408.78994578219,413.89982010446,419.07356785577,430.65936674996,436.04260883433,441.49314144476,453.6987567407,459.36999119996,465.11211608996,484.4917875937,490.54793493862,496.67978412536,510.41110133328,516.79124009995,523.2511306012],description:"Probable tuning of A. Appunn's 36-tone harmonium w. 3 manuals 80/81 apart,1887"},arabic:{frequencies:[261.6255653006,275.62199471997,290.36720431405,294.32876096318,310.07474405997,326.6631048533,331.11985608357,348.83408706747,367.49599295996,387.15627241873,392.4383479509,413.43299207996,435.55080647107,441.49314144476,465.11211608996,489.99465727995,516.20836322497,523.2511306012],description:"Arabic 17-tone Pythagorean mode, Safi al-Din"},arabic_s:{frequencies:[261.6255653006,275.62199471997,290.69507255622,294.32876096318,310.07474405997,327.03195662575,331.11985608357,348.83408706747,367.91095120397,387.59343007496,392.4383479509,413.43299207996,436.04260883433,441.49314144476,465.11211608996,490.54793493862,516.79124009995,523.2511306012],description:"Schimatically altered Arabic 17-tone Pythagorean mode"},arch_chrom:{frequencies:[261.6255653006,271.31540105247,294.32876096318,348.83408706747,392.4383479509,406.97310157871,441.49314144476,523.2511306012],description:"Archytas' Chromatic"},arch_chromc2:{frequencies:[261.6255653006,271.31540105247,294.32876096318,305.22982618403,331.11985608357,343.38355445704,348.83408706747,361.75386806997,392.4383479509,406.97310157871,422.04617941496,441.49314144476,457.84473927605,496.67978412536,523.2511306012],description:"Product set of 2 of Archytas' Chromatic"},arch_dor:{frequencies:[261.6255653006,271.31540105247,294.32876096318,348.83408706747,392.4383479509,406.97310157871,465.11211608996,441.49314144476,523.2511306012],description:"Dorian mode of Archytas' Chromatic with added 16/9"},arch_enh:{frequencies:[261.6255653006,271.31540105247,279.06726965397,348.83408706747,392.4383479509,406.97310157871,418.60090448096,523.2511306012],description:"Archytas' Enharmonic"},arch_enh2:{frequencies:[261.6255653006,271.31540105247,279.06726965397,348.83408706747,392.4383479509,406.97310157871,465.11211608996,418.60090448096,523.2511306012],description:"Archytas' Enharmonic with added 16/9"},arch_enh3:{frequencies:[261.6255653006,271.31540105247,279.06726965397,336.37572681506,348.83408706747,358.80077526939,448.50096908674,523.2511306012],description:"Complex 9 of p. 113 based on Archytas's Enharmonic"},arch_enhp:{frequencies:[261.6255653006,269.10058145205,279.06726965397,348.83408706747,392.4383479509,403.65087217807,418.60090448096,523.2511306012],description:"Permutation of Archytas's Enharmonic with the 36/35 first"},arch_enht:{frequencies:[261.6255653006,269.10058145205,271.31540105247,279.06726965397,336.37572681506,348.83408706747,504.56359022259,523.2511306012],description:"Complex 6 of p. 113 based on Archytas's Enharmonic"},arch_enht2:{frequencies:[261.6255653006,271.31540105247,279.06726965397,327.03195662575,348.83408706747,490.54793493862,508.71637697339,523.2511306012],description:"Complex 5 of p. 113 based on Archytas's Enharmonic"},arch_enht3:{frequencies:[261.6255653006,271.31540105247,279.06726965397,281.36411960997,289.40309445597,348.83408706747,361.75386806997,523.2511306012],description:"Complex 1 of p. 113 based on Archytas's Enharmonic"},arch_enht4:{frequencies:[261.6255653006,271.31540105247,279.06726965397,327.03195662575,339.14425131559,348.83408706747,436.04260883433,523.2511306012],description:"Complex 8 of p. 113 based on Archytas's Enharmonic"},arch_enht5:{frequencies:[261.6255653006,263.77886213435,271.31540105247,279.06726965397,339.14425131559,348.83408706747,508.71637697339,523.2511306012],description:"Complex 10 of p. 113 based on Archytas's Enharmonic"},arch_enht6:{frequencies:[261.6255653006,271.31540105247,279.06726965397,289.40309445597,297.67175429757,348.83408706747,372.08969287196,523.2511306012],description:"Complex 2 of p. 113 based on Archytas's Enharmonic"},arch_enht7:{frequencies:[261.6255653006,269.10058145205,271.31540105247,279.06726965397,287.04062021552,348.83408706747,358.80077526939,523.2511306012],description:"Complex 11 of p. 113 based on Archytas's Enharmonic"},arch_mult:{frequencies:[261.6255653006,271.31540105247,279.06726965397,327.03195662575,336.37572681506,348.83408706747,361.75386806997,392.4383479509,406.97310157871,418.60090448096,490.54793493862,504.56359022259,523.2511306012],description:"Multiple Archytas"},arch_ptol:{frequencies:[261.6255653006,271.31540105247,279.06726965397,290.69507255622,310.07474405997,348.83408706747,361.75386806997,392.4383479509,406.97310157871,418.60090448096,436.04260883433,465.11211608996,523.2511306012],description:"Archytas/Ptolemy Hybrid 1"},arch_ptol2:{frequencies:[261.6255653006,271.31540105247,279.06726965397,294.32876096318,313.95067836072,348.83408706747,361.75386806997,392.4383479509,406.97310157871,418.60090448096,441.49314144476,470.92601754108,523.2511306012],description:"Archytas/Ptolemy Hybrid 2"},arch_sept:{frequencies:[261.6255653006,271.31540105247,279.06726965397,294.32876096318,310.07474405997,348.83408706747,361.75386806997,392.4383479509,406.97310157871,418.60090448096,441.49314144476,465.11211608996,523.2511306012],description:"Archytas Septimal"},ariel1:{frequencies:[261.6255653006,282.55561052465,294.32876096318,313.95067836072,327.03195662575,348.83408706747,363.36884069528,392.4383479509,418.60090448096,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Ariel 1"},ariel2:{frequencies:[261.6255653006,279.06726965397,290.69507255622,313.95067836072,327.03195662575,348.83408706747,363.36884069528,392.4383479509,418.60090448096,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Ariel 2"},ariel3:{frequencies:[261.6255653006,279.06726965397,290.69507255622,310.07474405997,322.99452506247,348.83408706747,363.36884069528,392.4383479509,418.60090448096,436.04260883433,465.11211608996,484.4917875937,523.2511306012],description:"Ariel's 12-tone JI scale"},ariel_19:{frequencies:[261.6255653006,272.52663052146,279.06726965397,290.69507255622,302.80736724606,313.95067836072,327.03195662575,334.88072358477,348.83408706747,363.36884069528,376.74081403286,392.4383479509,408.78994578219,418.60090448096,436.04260883433,452.08897683944,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"Ariel 19-tone scale"},ariel_31:{frequencies:[261.6255653006,267.90457886781,272.52663052146,279.06726965397,283.88190679319,294.32876096318,301.39265122629,306.59245933664,313.95067836072,319.36714514233,327.03195662575,334.88072358477,340.65828815182,348.83408706747,357.20610515709,363.36884069528,376.74081403286,383.2405741708,392.4383479509,401.85686830172,408.78994578219,418.60090448096,428.6473261885,436.04260883433,446.50763144636,454.2110508691,465.11211608996,482.22824196207,490.54793493862,502.32108537715,510.98743222773,523.2511306012],description:"Ariel's 31-tone system"},arist_archenh:{frequencies:[261.6255653006,271.89678302796,279.86396690685,349.22823143301,391.99543598175,407.38487419079,419.32216217931,523.2511306012],description:"PsAristo Arch. Enharmonic, 4 + 3 + 23 parts, similar to Archytas' enharmonic"},arist_chrom:{frequencies:[261.6255653006,277.18263097687,329.62755691287,349.22823143301,391.99543598175,415.30469757995,493.88330125613,523.2511306012],description:"Dorian, Neo-Chromatic,6+18+6 parts = Athanasopoulos' Byzant.liturg. 2nd chromatic"},arist_chrom2:{frequencies:[261.6255653006,282.57123920205,336.03572815422,349.22823143301,391.99543598175,423.37848741825,503.48470957687,523.2511306012],description:"Dorian Mode, a 1:2 Chromatic, 8 + 18 + 4 parts"},arist_chrom3:{frequencies:[261.6255653006,279.86388595857,299.37253740865,349.22869576324,391.99491478937,419.32387668214,448.55625766774,523.2511306012],description:"PsAristo 3 Chromatic, 7 + 7 + 16 parts"},arist_chrom4:{frequencies:[261.6255653006,275.85166538713,290.85115308106,349.22823143301,391.99543598175,413.31050241775,435.7843409791,523.2511306012],description:"PsAristo Chromatic, 5.5 + 5.5 + 19 parts"},arist_chromenh:{frequencies:[261.6255653006,269.29177952703,293.66476791741,349.22823143301,391.99543598175,403.48177901006,440,523.2511306012],description:"Aristoxenos' Chromatic/Enharmonic, 3 + 9 + 18 parts"},arist_chrominv:{frequencies:[261.6255653006,311.12698372208,329.62755691287,349.22823143301,391.99543598175,466.16376151809,493.88330125613,523.2511306012],description:"Aristoxenos' Inverted Chromatic, Dorian mode, 18 + 6 + 6 parts"},arist_chromrej:{frequencies:[261.6255653006,277.18263097687,285.30470202322,349.22823143301,391.99543598175,415.30469757995,427.47405410759,523.2511306012],description:"Aristoxenos Rejected Chromatic, 6 + 3 + 21 parts"},arist_chromunm:{frequencies:[261.6255653006,273.20871865617,282.57118533961,349.22823143301,391.99543598175,409.35055662695,423.37840671577,523.2511306012],description:"Unmelodic Chromatic, genus of Aristoxenos, Dorian Mode, 4.5 + 3.5 + 22 parts"},arist_diat:{frequencies:[261.6255653006,293.66476791741,311.12698372208,349.22823143301,391.99543598175,440,466.16376151809,523.2511306012],description:"Phrygian octave species on E, 12 + 6 + 12 parts"},arist_diat2:{frequencies:[261.6255653006,279.86396690685,311.12698372208,349.22823143301,391.99543598175,419.32216217931,466.16376151809,523.2511306012],description:"PsAristo 2 Diatonic, 7 + 11 + 12 parts"},arist_diat3:{frequencies:[261.6255653006,286.68133251996,314.13668154225,349.22823143301,391.99543598175,429.53666932309,470.6732130613,523.2511306012],description:"PsAristo Diat 3, 9.5 + 9.5 + 11 parts"},arist_diat4:{frequencies:[261.6255653006,282.57123920205,305.19382000629,349.22823143301,391.99543598175,423.37848741825,457.27406033445,523.2511306012],description:"PsAristo Diatonic, 8 + 8 + 14 parts"},arist_diatdor:{frequencies:[261.6255653006,299.37379946195,305.19382000629,349.22823143301,391.99543598175,448.5538823653,457.27406033445,523.2511306012],description:"PsAristo Redup. Diatonic, 14 + 2 + 14 parts"},arist_diatinv:{frequencies:[261.6255653006,293.66476791741,329.62755691287,349.22823143301,391.99543598175,440,493.88330125613,523.2511306012],description:"Lydian octave species on E, major mode, 12 + 12 + 6 parts"},arist_diatred:{frequencies:[261.6255653006,299.37379946195,342.56848033562,349.22823143301,391.99543598175,448.5538823653,513.27277840175,523.2511306012],description:"Aristo Redup. Diatonic, Dorian Mode, 14 + 14 + 2 parts"},arist_diatred2:{frequencies:[261.6255653006,271.89678302796,308.14612137864,349.22823143301,391.99543598175,407.38487419079,461.69751437372,523.2511306012],description:"PsAristo 2 Redup. Diatonic 2, 4 + 13 + 13 parts"},arist_diatred3:{frequencies:[261.6255653006,282.57123920205,314.13668154225,349.22823143301,391.99543598175,423.37848741825,470.6732130613,523.2511306012],description:"PsAristo 3 Redup. Diatonic, 8 + 11 + 11 parts"},arist_enh:{frequencies:[261.6255653006,269.29177952703,277.18263097687,349.22823143301,391.99543598175,403.48177901006,415.30469757995,523.2511306012],description:"Aristoxenos' Enharmonion, Dorian mode"},arist_enh2:{frequencies:[261.6255653006,270.59109411209,279.86402025325,349.22823143301,391.99543598175,405.42855124795,419.32224210861,523.2511306012],description:"PsAristo 2 Enharmonic, 3.5 + 3.5 + 23 parts"},arist_enh3:{frequencies:[261.6255653006,267.99870394401,274.52693220706,349.22823143301,391.99543598175,401.54435471309,411.32564531909,523.2511306012],description:"PsAristo Enharmonic, 2.5 + 2.5 + 25 parts"},arist_hemchrom:{frequencies:[261.6255653006,273.20871865617,285.30470202322,349.22823143301,391.99543598175,409.35055662695,427.47405410759,523.2511306012],description:"Aristoxenos's Chromatic Hemiolion, Dorian Mode"},arist_hemchrom2:{frequencies:[261.6255653006,273.20871865617,293.66476791741,349.22823143301,391.99543598175,409.35055662695,440,523.2511306012],description:"PsAristo C/H Chromatic, 4.5 + 7.5 + 18 parts"},arist_hemchrom3:{frequencies:[261.6255653006,271.81876914348,282.83844897362,348.83408706747,392.4383479509,407.72815371522,424.25767346043,523.2511306012],description:"Dorian mode of Aristoxenos' Hemiolic Chromatic according to Ptolemy's interpret"},arist_hypenh2:{frequencies:[261.6255653006,267.3544191957,273.20871865617,349.22823143301,391.99543598175,400.57901831518,409.35055662695,523.2511306012],description:"PsAristo 2nd Hyperenharmonic, 37.5 + 37.5 + 425 cents"},arist_hypenh3:{frequencies:[261.6255653006,265.43099677612,269.29177952703,349.22823143301,391.99543598175,397.69714089209,403.48177901006,523.2511306012],description:"PsAristo 3 Hyperenharmonic, 1.5 + 1.5 + 27 parts"},arist_hypenh4:{frequencies:[261.6255653006,266.71168334607,271.8968348557,349.22823143301,391.99543598175,399.61600264311,407.38495184466,523.2511306012],description:"PsAristo 4 Hyperenharmonic, 2 + 2 + 26 parts"},arist_hypenh5:{frequencies:[261.6255653006,265.12453591719,268.67030163715,349.22823143301,391.99543598175,397.23796841836,402.55061428954,523.2511306012],description:"PsAristo Hyperenharmonic, 23 + 23 + 454 cents"},arist_intdiat:{frequencies:[261.6255653006,275.39533189537,307.79478270659,348.83408706747,392.4383479509,413.09299784305,461.69217405988,523.2511306012],description:"Dorian mode of Aristoxenos's Intense Diatonic according to Ptolemy"},arist_penh2:{frequencies:[261.6255653006,269.29177952703,339.28638158975,349.22823143301,391.99543598175,403.48177901006,508.3551866238,523.2511306012],description:"Permuted Aristoxenos's Enharmonion, 3 + 24 + 3 parts"},arist_penh3:{frequencies:[261.6255653006,329.62755691287,339.28638158975,349.22823143301,391.99543598175,493.88330125613,508.3551866238,523.2511306012],description:"Permuted Aristoxenos's Enharmonion, 24 + 3 + 3 parts"},arist_pschrom2:{frequencies:[261.6255653006,278.52001838539,296.50560089735,349.22823143301,391.99543598175,417.30851459865,444.25644015807,523.2511306012],description:"PsAristo 2 Chromatic, 6.5 + 6.5 + 17 parts"},arist_softchrom:{frequencies:[261.6255653006,271.89678302796,282.57123920205,349.22823143301,391.99543598175,407.38487419079,423.37848741825,523.2511306012],description:"Aristoxenos's Chromatic Malakon, Dorian Mode"},arist_softchrom2:{frequencies:[261.6255653006,277.18263097687,324.90175210669,349.22823143301,391.99543598175,415.30469757995,486.80259447109,523.2511306012],description:"Aristoxenos' Soft Chromatic, 6 + 16.5 + 9.5 parts"},arist_softchrom3:{frequencies:[261.6255653006,281.2143451833,329.62755691287,349.22823143301,391.99543598175,421.34544350737,493.88330125613,523.2511306012],description:"Aristoxenos's Chromatic Malakon, 9.5 + 16.5 + 6 parts"},arist_softchrom4:{frequencies:[261.6255653006,277.18263097687,297.93622032612,349.22823143301,391.99543598175,415.30469757995,446.39994737251,523.2511306012],description:"PsAristo S. Chromatic, 6 + 7.5 + 16.5 parts"},arist_softchrom5:{frequencies:[261.6255653006,270.64713651786,280.31310567921,348.83408706747,392.4383479509,405.97070477679,420.46965851882,523.2511306012],description:"Dorian mode of Aristoxenos' Soft Chromatic according to Ptolemy's interpretati"},arist_softdiat:{frequencies:[261.6255653006,277.18263097687,302.26980244078,349.22823143301,391.99543598175,415.30469757995,452.89298412314,523.2511306012],description:"Aristoxenos's Diatonon Malakon, Dorian Mode"},arist_softdiat2:{frequencies:[261.6255653006,277.18263097687,320.24370022528,349.22823143301,391.99543598175,415.30469757995,479.82340237272,523.2511306012],description:"Dorian Mode, 6 + 15 + 9 parts"},arist_softdiat3:{frequencies:[261.6255653006,285.30470202322,329.62755691287,349.22823143301,391.99543598175,427.47405410759,466.16376151809,523.2511306012],description:"Dorian Mode, 9 + 15 + 6 parts"},arist_softdiat4:{frequencies:[261.6255653006,285.30470202322,302.26980244078,349.22823143301,391.99543598175,427.47405410759,452.89298412314,523.2511306012],description:"Dorian Mode, 9 + 6 + 15 parts"},arist_softdiat5:{frequencies:[261.6255653006,302.26980244078,320.24370022528,349.22823143301,391.99543598175,452.89298412314,479.82340237272,523.2511306012],description:"Dorian Mode, 15 + 6 + 9 parts"},arist_softdiat6:{frequencies:[261.6255653006,302.26980244078,329.62755691287,349.22823143301,391.99543598175,452.89298412314,493.88330125613,523.2511306012],description:"Dorian Mode, 15 + 9 + 6 parts"},arist_softdiat7:{frequencies:[261.6255653006,275.39533189537,299.00064605783,348.83408706747,392.4383479509,413.09299784305,448.50096908674,523.2511306012],description:"Dorian mode of Aristoxenos's Soft Diatonic according to 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temperament, g=132.194511, 5-limit"},athan_chrom:{frequencies:[261.6255653006,285.30470202322,329.62755691287,349.22823143301,391.99543598175,427.47405410759,493.88330125613,523.2511306012],description:"Athanasopoulos's Byzantine Liturgical mode Chromatic"},auftetf:{frequencies:[261.6255653006,264.29521392612,269.80136421624,287.78812183066,359.73515228832,380.54627680087,384.42940207435,392.4383479509,418.60090448096],description:"5/4 C.I. again"},augmented:{frequencies:[261.6255653006,312.71213182188,329.62755691287,393.99259743989,415.30469757995,496.39956701727,523.2511306012],description:"Augmented temperament, g=91.2, oct=1/3, 5-limit"},augteta:{frequencies:[261.6255653006,280.76889934699,302.93486508491,328.90071066361,359.73515228832,380.54627680087,408.39112632289,440.63253103259,478.40103369253],description:"Linear Division of the 11/8, duplicated on the 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C.I."},augtete:{frequencies:[261.6255653006,269.80136421624,278.50463402967,287.78812183066,359.73515228832,380.54627680087,392.4383479509,405.0976494977,418.60090448096],description:"5/4 C.I."},augtetg:{frequencies:[261.6255653006,278.50463402967,297.71185016965,319.76457981184,359.73515228832,380.54627680087,405.0976494977,433.03541842858,465.11211608996],description:"9/8 C.I."},augteth:{frequencies:[261.6255653006,278.50463402967,287.78812183066,319.76457981184,359.73515228832,380.54627680087,405.0976494977,418.60090448096,465.11211608996],description:"9/8 C.I. A gapped version of this scale is called AugTetI"},augtetj:{frequencies:[261.6255653006,287.78812183066,319.76457981184,359.73515228832,380.54627680087,428.11456140098,475.68284600109],description:"9/8 C.I. comprised of 11:10:9:8 subharmonic series on 1 and 8:9:10:11 on 16/11"},augtetk:{frequencies:[261.6255653006,294.32876096318,327.03195662575,359.73515228832,380.54627680087,418.60090448096,465.11211608996],description:"9/8 C.I. This is the converse form of AugTetJ"},augtetl:{frequencies:[261.6255653006,294.32876096318,327.03195662575,359.73515228832,380.54627680087,428.11456140098,475.68284600109],description:"9/8 C.I. This is the harmonic form of AugTetI"},avg_bac:{frequencies:[261.6255653006,290.69507255622,307.79478270659,348.83408706747,392.4383479509,436.04260883433,461.69217405988,523.2511306012],description:"Average Bac System"},avicenna:{frequencies:[261.6255653006,290.69507255622,299.00064605783,348.83408706747,392.4383479509,436.04260883433,448.50096908674,523.2511306012],description:"Soft diatonic of Avicenna (Ibn Sina)"},avicenna_17:{frequencies:[261.6255653006,278.99913799634,283.42769574232,294.32876096318,310.07474405997,318.85615771011,331.11985608357,348.83408706747,371.99885066179,377.90359432309,392.4383479509,413.43299207996,425.14154361347,441.49314144476,465.11211608996,495.99846754905,503.87145909745,523.2511306012],description:"Tuning by Avicenna (Ibn Sina), Ahmed Mahmud Hifni, Cairo, 1977"},avicenna_19:{frequencies:[261.6255653006,275.62199471997,283.49690885483,294.32876096318,310.07474405997,326.6631048533,331.11985608357,348.83408706747,358.80077526939,372.50983809402,377.99587847311,392.4383479509,413.43299207996,425.24536328225,441.49314144476,465.11211608996,478.40103369253,496.67978412536,503.45611792634,523.2511306012],description:"Arabic scale by Ibn Sina"},avicenna_chrom:{frequencies:[261.6255653006,269.10058145205,299.00064605783,348.83408706747,392.4383479509,403.65087217807,448.50096908674,523.2511306012],description:"Dorian mode a chromatic genus of Avicenna"},avicenna_chrom2:{frequencies:[261.6255653006,271.8968348557,323.34165055711,349.22823143301,391.99543598175,407.38495184466,484.46508327871,523.2511306012],description:"Dorian Mode, a 1:2 Chromatic, 4 + 18 + 8 parts"},avicenna_chrom3:{frequencies:[261.6255653006,290.69507255622,339.14425131559,348.83408706747,392.4383479509,436.04260883433,508.71637697339,523.2511306012],description:"Avicenna's Chromatic permuted"},avicenna_diat:{frequencies:[261.6255653006,281.75060878526,305.22982618403,348.83408706747,392.4383479509,422.62591317789,457.84473927605,523.2511306012],description:"Dorian mode a soft diatonic genus of Avicenna"},avicenna_diff:{frequencies:[261.6255653006,269.80136421624,286.15296204753,294.32876096318,310.68035879446,343.38355445704,367.91095120397,392.4383479509,400.61414686654,441.49314144476,457.84473927605,515.07533168556,523.2511306012],description:"Difference tones of Avicenna's Soft diatonic reduced by 2/1"},avicenna_enh:{frequencies:[261.6255653006,268.33391312882,279.06726965397,348.83408706747,392.4383479509,402.50086969323,418.60090448096,523.2511306012],description:"Dorian mode of Avicenna's (Ibn Sina) Enharmonic genus"},awad:{frequencies:[261.6255653006,268.33391312882,275.39533189537,282.83844897362,290.69507255622,299.00064605783,307.79478270659,317.12189733406,327.03195662575,337.58137458142,348.83408706747,358.80077526939,369.35373924791,380.54627680087,392.4383479509,402.50086969323,413.09299784305,424.25767346043,436.04260883433,448.50096908674,461.69217405988,475.68284600109,490.54793493862,506.37206187213,523.2511306012],description:"d'Erlanger vol.5, p.37, after Mans.ur 'Awad"},awraamoff:{frequencies:[261.6255653006,294.32876096318,299.00064605783,313.95067836072,327.03195662575,343.38355445704,348.83408706747,392.4383479509,418.60090448096,448.50096908674,457.84473927605,490.54793493862,523.2511306012],description:"Awraamoff Septimal Just"},ayers:{frequencies:[261.6255653006,268.89294211451,276.57559760349,284.71017400359,293.33775503401,302.50455987882,312.26277148781,322.67153053741,333.7981350387,345.71949700436,358.52392281934,372.31330446624,387.20583664489,403.33941317176,420.87590939662,440.00663255101,460.95932933915,484.00729580611,509.48136400643,537.78588422901,569.42034800719,605.00911975764,645.34306107481,691.43899400873,744.62660893248,806.67882634352,880.01326510202,968.01459161222,1075.57176845802,1210.01823951527,1382.87798801746,1613.35765268703,1936.02918322444,2420.03647903055,3226.71530537407,4840.0729580611,9680.1459161222],description:"Lydia Ayers, algorithmic composition, subharmonics 1-37"},ayers_19:{frequencies:[261.6255653006,268.89294211451,276.57559760349,284.71017400359,293.33775503401,302.50455987882,312.26277148781,322.67153053741,333.7981350387,345.71949700436,358.52392281934,372.31330446624,387.20583664489,403.33941317176,420.87590939662,440.00663255101,460.95932933915,484.00729580611,509.48136400643,523.2511306012],description:"Scale for NINETEEN, for 19 for the 90's CD. Repeats at 37/19 (or 2/1)"},ayers_ap:{frequencies:[261.6255653006,299.00064605783,336.37572681506,388.70083987518,448.50096908674,523.2511306012],description:"Lydia Ayers' Appetizer, ICMC 96, Balinese Slendro from Singaraja,"},ayers_me:{frequencies:[261.6255653006,280.31310567921,299.00064605783,308.34441624714,336.37572681506,392.4383479509,420.46965851882,448.50096908674,504.56359022259,523.2511306012],description:"Scale for Merapi (1996), Lydia Ayers. Slendro 0 2 4 5 7 9, Pelog 0 1 3 6 8 9"},h10_27:{frequencies:[261.6255653006,281.00523680435,300.3849083081,319.76457981184,348.83408706747,368.21375857121,397.28326582684,426.35277308246,455.42228033808,484.4917875937,523.2511306012],description:"10-tET harmonic approximation, fundamental=27"},h12_24:{frequencies:[261.6255653006,272.52663052146,294.32876096318,316.13089140489,327.03195662575,348.83408706747,370.63621750918,392.4383479509,414.24047839262,436.04260883433,468.74580449691,490.54793493862,523.2511306012],description:"12-tET harmonic approximation, fundamental=24"},h14_27:{frequencies:[261.6255653006,271.31540105247,290.69507255622,300.3849083081,319.76457981184,339.14425131559,348.83408706747,368.21375857121,387.59343007496,406.97310157871,426.35277308246,455.42228033808,474.80195184183,494.18162334558,523.2511306012],description:"14-tET harmonic approximation, fundamental=27"},h15_24:{frequencies:[261.6255653006,272.52663052146,283.42769574232,305.22982618403,316.13089140489,327.03195662575,348.83408706747,359.73515228832,381.53728273004,392.4383479509,414.24047839262,436.04260883433,457.84473927605,479.64686971777,501.44900015948,523.2511306012],description:"15-tET harmonic approximation, fundamental=24"},hahn9:{frequencies:[261.6255653006,286.15296204753,313.95067836072,327.03195662575,366.27579142084,392.4383479509,418.60090448096,457.84473927605,490.54793493862,523.2511306012],description:"Paul Hahn's just version of 9 out of 31 scale. TL 6-8-'98"},hahn_7:{frequencies:[261.6255653006,274.70684356563,305.22982618403,313.95067836072,327.03195662575,348.83408706747,366.27579142084,392.4383479509,418.60090448096,436.04260883433,457.84473927605,488.36772189445,523.2511306012],description:"Paul Hahn's scale with 32 consonant 7-limit dyads. TL '99, see also smithgw_hahn12"},hahn_g:{frequencies:[261.6255653006,280.50183143454,294.66523452594,309.54379154736,331.87735433448,348.63486612079,373.78884718875,392.66259958718,420.99317852788,442.25042328711,464.58101193362,498.10049926644,523.2511306012],description:'fourth of sqrt(2)-1 octave "recursive" meantone, Paul Hahn'},hahnmaxr:{frequencies:[261.6255653006,275.93321340298,306.59245933664,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,418.60090448096,436.04260883433,459.88868900496,490.54793493862,523.2511306012],description:"Paul Hahn's hahn_7 marvel projected to the 5-limit"},halfefg357777:{frequencies:[261.6255653006,280.31310567921,299.00064605783,320.35783506196,341.71502406609,375.57576268738,400.61414686654,429.2294430713,457.84473927605,490.54793493862,523.2511306012],description:"Half genus [357777]"},hamilton:{frequencies:[261.6255653006,274.08392555301,287.78812183066,302.93486508491,319.76457981184,338.57426097725,359.73515228832,383.71749577421,411.12588832951,426.35277308246,442.75095666255,479.64686971777,523.2511306012],description:"Elsie Hamilton's gamut, from article The Modes of Ancient Greek Music (1953)"},hamilton_jc:{frequencies:[261.6255653006,274.08392555301,287.78812183066,302.93486508491,319.76457981184,359.73515228832,338.57426097725,411.12588832951,383.71749577421,442.75095666255,426.35277308246,479.64686971777,523.2511306012],description:"Chalmers' permutation of Hamilton's gamut. 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Mean 9-tonic 8/7 is HM of 1/1 and 4/3, etc."},"harmc-hypop":{frequencies:[261.6255653006,319.76457981184,334.29933343966,348.83408706747,363.36884069528,377.90359432309,406.97310157871,465.11211608996,494.18162334558,523.2511306012],description:"HarmC-Hypophrygian"},"harmd-15":{frequencies:[261.6255653006,279.06726965397,313.95067836072,348.83408706747,383.71749577421,418.60090448096,453.48431318771,523.2511306012],description:"HarmD-15-Harmonia"},"harmd-conmix":{frequencies:[261.6255653006,299.00064605783,336.37572681506,392.4383479509,411.12588832951,448.50096908674,485.87604984397,523.2511306012],description:"HarmD-ConMixolydian"},"harmd-hypod":{frequencies:[261.6255653006,294.32876096318,327.03195662575,359.73515228832,376.08675011961,392.4383479509,425.14154361347,457.84473927605,490.54793493862,523.2511306012],description:"HarmD-Hypodorian"},"harmd-hypol":{frequencies:[261.6255653006,287.78812183066,313.95067836072,340.11323489078,366.27579142084,392.4383479509,418.60090448096,470.92601754108,523.2511306012],description:"HarmD-Hypolydian"},"harmd-hypop":{frequencies:[261.6255653006,290.69507255622,319.76457981184,348.83408706747,363.36884069528,377.90359432309,406.97310157871,436.04260883433,465.11211608996,523.2511306012],description:"HarmD-Hypophrygian"},"harmd-lyd":{frequencies:[261.6255653006,281.75060878526,301.87565226992,322.00069575458,362.25078272391,382.37582620857,402.50086969323,442.75095666255,483.00104363188,523.2511306012],description:"HarmD-Lydian"},"harmd-mix":{frequencies:[261.6255653006,299.00064605783,336.37572681506,373.75080757229,411.12588832951,448.50096908674,485.87604984397,523.2511306012],description:"HarmD-Mixolydian. Harmonics 7-14"},"harmd-phr":{frequencies:[261.6255653006,272.52663052146,283.42769574232,294.32876096318,305.22982618403,348.83408706747,327.03195662575,392.4383479509,414.24047839262,436.04260883433,457.84473927605,479.64686971777,523.2511306012],description:"HarmD-Phryg (with 5 extra tones)"},"harme-hypod":{frequencies:[261.6255653006,343.38355445704,351.55935337268,359.73515228832,376.08675011961,392.4383479509,490.54793493862,506.89953276991,523.2511306012],description:"HarmE-Hypodorian"},"harme-hypol":{frequencies:[261.6255653006,281.24748269815,274.70684356563,340.11323489078,366.27579142084,392.4383479509,405.51962621593,418.60090448096,523.2511306012],description:"HarmE-Hypolydian"},"harme-hypop":{frequencies:[261.6255653006,334.29933343966,341.56671025356,348.83408706747,363.36884069528,377.90359432309,406.97310157871,494.18162334558,508.71637697339,523.2511306012],description:"HarmE-Hypophrygian"},"harmjc-15":{frequencies:[261.6255653006,280.31310567921,301.87565226992,313.95067836072,327.03195662575,356.76213450082,373.75080757229,392.4383479509,413.09299784305,436.04260883433,461.69217405988,490.54793493862,523.2511306012],description:"Rationalized JC Sub-15 Harmonia on C. MD=15, No planetary assignment."},"harmjc-17-2":{frequencies:[261.6255653006,277.97716313189,296.50897400735,317.68818643644,342.12573923925,370.63621750918,386.75083566176,404.33041910093,423.58424858192,444.76346101102,468.17206422213,494.18162334558,523.2511306012],description:"Rationalized JC Sub-17 Harmonia on C. MD=17, No planetary assignment."},"harmjc-17":{frequencies:[261.6255653006,269.55361273395,277.97716313189,296.50897400735,317.68818643644,342.12573923925,355.81076880882,370.63621750918,386.75083566176,404.33041910093,423.58424858192,444.76346101102,523.2511306012],description:"Rationalized JC Sub-17 Harmonia on C. MD=17, No planetary assignment."},"harmjc-19-2":{frequencies:[261.6255653006,276.16031892841,292.40504357126,310.68035879446,331.39238271409,355.06326719367,368.21375857121,382.37582620857,397.67085925691,414.24047839262,432.2509339749,451.89870370104,523.2511306012],description:"Rationalized JC Sub-19 Harmonia on C. MD=19, No planetary assignment."},"harmjc-19":{frequencies:[261.6255653006,276.16031892841,292.40504357126,310.68035879446,331.39238271409,355.06326719367,382.37582620857,414.24047839262,432.2509339749,451.89870370104,473.41768959156,497.08857407114,523.2511306012],description:"Rationalized JC Sub-19 Harmonia on C. MD=19, No planetary assignment."},"harmjc-21":{frequencies:[261.6255653006,268.0066766494,274.70684356563,289.16509849014,305.22982618403,343.38355445704,366.27579142084,392.4383479509,406.97310157871,422.62591317789,439.53094970501,457.84473927605,523.2511306012],description:"Rationalized JC Sub-21 Harmonia on C. MD=21, No planetary assignment."},"harmjc-23-2":{frequencies:[261.6255653006,273.51763645063,286.54228580542,300.86940009569,316.70463167967,334.29933343966,353.96400011258,376.08675011961,401.15920012759,429.81342870813,462.87600014722,501.44900015948,523.2511306012],description:"Rationalized JC Sub-23 Harmonia on C. MD=23, No planetary assignment."},"harmjc-23":{frequencies:[261.6255653006,273.51763645063,300.86940009569,316.70463167967,334.29933343966,376.08675011961,401.15920012759,429.81342870813,445.73244458621,462.87600014722,481.3910401531,501.44900015948,523.2511306012],description:"Rationalized JC Sub-23 Harmonia on C. MD=23, No planetary assignment."},"harmjc-25":{frequencies:[261.6255653006,272.52663052146,297.30177875068,311.45900631024,327.03195662575,363.36884069528,384.74347838324,408.78994578219,436.04260883433,467.18850946536,484.4917875937,503.12608711654,523.2511306012],description:"Rationalized JC Sub-25 Harmonia on C. MD=25, No planetary assignment."},"harmjc-27":{frequencies:[261.6255653006,271.68808704293,294.32876096318,307.12566361375,321.08592105074,353.19451315581,371.78369805875,392.4383479509,415.52295665389,441.49314144476,470.92601754108,504.56359022259,523.2511306012],description:"Rationalized JC Sub-27 Harmonia on C. MD=27, No planetary assignment."},"harmjc-hypod16":{frequencies:[261.6255653006,279.06726965397,299.00064605783,310.07474405997,322.00069575458,348.83408706747,364.00078650518,380.54627680087,398.6675280771,418.60090448096,440.63253103259,465.11211608996,523.2511306012],description:"Rationalized JC Hypodorian Harmonia on C. Saturn Scale on C, MD=16. (Steiner)"},"harmjc-hypol20":{frequencies:[261.6255653006,275.39533189537,290.69507255622,307.79478270659,327.03195662575,348.83408706747,373.75080757229,402.50086969323,418.60090448096,436.04260883433,455.00098313148,575.57624366132,523.2511306012],description:"Rationalized JC Hypolydian Harmonia on C. Mars scale on C., MD=20"},"harmjc-hypop18":{frequencies:[261.6255653006,277.01530443593,294.32876096318,313.95067836072,336.37572681506,362.25078272391,376.74081403286,392.4383479509,409.50088481833,428.11456140098,448.50096908674,470.92601754108,523.2511306012],description:"Rationalized JC Hypophrygian Harmonia on C. Jupiter scale on C, MD =18"},"harmjc-lydian13":{frequencies:[261.6255653006,272.09058791262,283.42769574232,295.75063903546,309.19384990071,340.11323489078,358.01393146398,377.90359432309,400.13321751856,425.14154361347,453.48431318771,485.87604984397,523.2511306012],description:"Rationalized JC Lydian Harmonia on C. Mercury scale on C, MD = 26 or 13"},"harmjc-mix14":{frequencies:[261.6255653006,271.31540105247,281.75060878526,293.02063313667,305.22982618403,332.97799220076,348.83408706747,366.27579142084,385.55346465352,406.97310157871,430.91269578922,457.84473927605,523.2511306012],description:"Rationalized JC Mixolydian Harmonia on C. Moon Scale on C, MD = 14"},"harmjc-phryg12":{frequencies:[261.6255653006,273.00058987889,285.40970760065,299.00064605783,313.95067836072,348.83408706747,369.35373924791,392.4383479509,418.60090448096,448.50096908674,465.11211608996,483.00104363188,523.2511306012],description:"Rationalized JC Phrygian Harmonia on C. Venus scale on C, MD = 24 or 12"},harmonical:{frequencies:[261.6255653006,290.69507255622,294.32876096318,313.95067836072,327.03195662575,348.83408706747,392.4383479509,418.60090448096,436.04260883433,457.84473927605,470.92601754108,490.54793493862,523.2511306012],description:"See pp 17 and 466-468 Helmholtz. lower 4 oct. Instr. designed & tuned by Ellis"},harmonical_up:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,327.03195662575,359.73515228832,457.84473927605,392.4383479509,408.78994578219,425.14154361347,474.19633710734,490.54793493862,523.2511306012],description:"Upper 2 octaves of Ellis's Harmonical"},harmsub16:{frequencies:[261.6255653006,280.31310567921,294.32876096318,301.87565226992,327.03195662575,356.76213450082,359.73515228832,392.4383479509,425.14154361347,436.04260883433,457.84473927605,490.54793493862,523.2511306012],description:"16 harmonics on 1/1 and 16 subharmonics on 15/8"},harrison_16:{frequencies:[261.6255653006,279.06726965397,290.69507255622,299.00064605783,305.22982618403,313.95067836072,327.03195662575,348.83408706747,370.63621750918,392.4383479509,418.60090448096,436.04260883433,448.50096908674,457.84473927605,470.92601754108,490.54793493862,523.2511306012],description:'Lou Harrison 16-tone superparticular "Ptolemy Duple"'},harrison_5:{frequencies:[261.6255653006,279.06726965397,313.95067836072,392.4383479509,418.60090448096,523.2511306012],description:"From Lou Harrison, a pelog style pentatonic"},harrison_5_1:{frequencies:[261.6255653006,285.40970760065,313.95067836072,392.4383479509,418.60090448096,523.2511306012],description:"From Lou Harrison, a pelog style pentatonic"},harrison_5_3:{frequencies:[261.6255653006,271.31540105247,348.83408706747,392.4383479509,406.97310157871,523.2511306012],description:"From Lou Harrison, a pelog style pentatonic"},harrison_5_4:{frequencies:[261.6255653006,279.06726965397,313.95067836072,392.4383479509,490.54793493862,523.2511306012],description:"From Lou Harrison, a pelog style pentatonic"},harrison_8:{frequencies:[261.6255653006,279.06726965397,313.95067836072,327.03195662575,367.91095120397,392.4383479509,436.04260883433,465.11211608996,523.2511306012],description:'Lou Harrison 8-tone tuning for "Serenade for Guitar"'},harrison_cinna:{frequencies:[261.6255653006,272.52663052146,294.32876096318,313.95067836072,327.03195662575,343.38355445704,367.91095120397,392.4383479509,418.60090448096,436.04260883433,457.84473927605,490.54793493862,523.2511306012],description:'Lou Harrison, "Incidental Music for Corneille\'s Cinna" (1955-56) 1/1=C'},harrison_diat:{frequencies:[261.6255653006,274.70684356563,313.95067836072,348.83408706747,392.4383479509,412.06026534844,470.92601754108,523.2511306012],description:"From Lou Harrison, a soft diatonic"},harrison_joy:{frequencies:[261.6255653006,294.32876096318,327.03195662575,392.4383479509,436.04260883433,490.54793493862,523.2511306012],description:"Lou Harrison's Joyous 6"},harrison_mid:{frequencies:[261.6255653006,294.32876096318,313.95067836072,348.83408706747,392.4383479509,436.04260883433,457.84473927605,523.2511306012],description:"Lou Harrison mid mode"},harrison_mid2:{frequencies:[261.6255653006,294.32876096318,313.95067836072,348.83408706747,392.4383479509,448.50096908674,470.92601754108,523.2511306012],description:"Lou Harrison mid mode 2"},harrison_min:{frequencies:[261.6255653006,313.95067836072,348.83408706747,392.4383479509,436.04260883433,523.2511306012],description:"From Lou Harrison, a symmetrical pentatonic with minor thirds"},harrison_mix1:{frequencies:[261.6255653006,285.40970760065,313.95067836072,392.4383479509,425.14154361347,523.2511306012],description:'A "mixed type" pentatonic, Lou Harrison'},harrison_mix2:{frequencies:[261.6255653006,313.95067836072,348.83408706747,392.4383479509,490.54793493862,523.2511306012],description:'A "mixed type" pentatonic, Lou Harrison'},harrison_mix3:{frequencies:[261.6255653006,313.95067836072,336.37572681506,392.4383479509,418.60090448096,523.2511306012],description:'A "mixed type" pentatonic, Lou Harrison'},harrison_mix4:{frequencies:[261.6255653006,280.31310567921,327.03195662575,392.4383479509,448.50096908674,523.2511306012],description:'A "mixed type" pentatonic, Lou Harrison'},harrison_songs:{frequencies:[261.6255653006,271.31540105247,294.32876096318,310.07474405997,327.03195662575,348.83408706747,367.91095120397,392.4383479509,406.97310157871,441.49314144476,465.11211608996,490.54793493862,523.2511306012],description:'Shared gamut of "Four Strict Songs" (1951-55), each pentatonic'},harrisonj:{frequencies:[261.6255653006,272.17712546173,292.13970819848,313.56642833783,326.21280531667,350.13858362887,364.25994396351,390.97625694066,406.744629928,436.57694340361,468.59728067062,487.49616921257,523.2511306012],description:"John Harrison's temperament (1775), almost 3/10-comma. Third = 1200/pi"},harrisonm_rev:{frequencies:[261.6255653006,257.53766584278,294.32876096318,289.72987407313,331.11985608357,343.38355445704,372.50983809402,392.4383479509,386.30649876417,441.49314144476,457.84473927605,496.67978412536,523.2511306012],description:'Michael Harrison, piano tuning for "Revelation" (2001), 1/1=F'},haverstick13:{frequencies:[261.6255653006,283.85429714132,301.75671459889,307.97166902637,320.78822215662,341.02002673508,362.52783176564,377.61479489998,401.43059675514,426.7484383229,444.50800708553,482.27514684959,502.34551296122,523.2511306012],description:"Neil Haverstick, scale in 34-tET, MMM 21-5-2006"},hawkes:{frequencies:[261.6255653006,274.56549986328,292.86986732103,310.24975557428,327.84547867349,349.70184487387,366.99801003998,391.46454285105,411.84824958905,438.2147004401,467.42901507992,490.54793493862,523.2511306012],description:"William Hawkes' modified 1/5-comma meantone (1807)"},hawkes2:{frequencies:[261.6255653006,275.15193010334,293.04845178801,312.10900487995,328.24542585003,349.59527202198,367.66978141816,391.58387939843,411.8292495232,438.61558204759,467.14415995873,491.2960898965,523.2511306012],description:"Meantone with fifth tempered 1/6 of 53-tET step by William Hawkes (1808)"},hawkes3:{frequencies:[261.6255653006,274.56549986328,292.86986732103,311.6193417424,327.84547867349,349.70184487387,366.99801003998,391.46454285105,411.84824958905,438.2147004401,467.42901237995,490.54793493862,523.2511306012],description:"William Hawkes' modified 1/5-comma meantone (1811)"},hbarnes:{frequencies:[261.6255653006,276.71351472429,293.33333347996,310.95136287868,328.88393162803,349.42547049952,369.15973155124,391.77416758435,414.83597850347,439.25532436715,466.16376151809,493.04743111995,523.2511306012],description:"Variation on Barnes with 1/6P -> 1/8P. OdC '99"},hebdome1:{frequencies:[261.6255653006,265.71346475842,267.23182741418,269.80136421624,273.30527803723,280.31310567921,283.42769574232,287.78812183066,289.07289023169,292.28481123426,294.32876096318,300.63580584096,303.67253115248,308.34441624714,311.77046531655,315.35224388912,318.85615771011,323.76163705949,327.03195662575,334.03978426773,336.37572681506,340.11323489078,341.63159754654,346.88746827803,350.74177348112,359.73515228832,364.40703738298,367.91095120397,370.01329949656,375.7947573012,382.62738925213,385.43052030892,389.71308164569,392.4383479509,400.84774112128,404.70204632437,409.95791705585,411.12588832951,417.54973033466,420.46965851882,425.14154361347,431.68218274599,437.28844485957,441.49314144476,445.38637902364,449.66894036041,455.50879672872,462.5166243707,467.65569797482,470.92601754108,478.28423656516,479.64686971777,485.87604984397,490.54793493862,501.0596764016,504.56359022259,510.16985233617,513.90736041189,523.2511306012],description:"Wilson 1.3.5.7.9.11.13.15 hebdomekontany, 1.3.5.7 tonic"},helmholtz:{frequencies:[261.6255653006,279.06726965397,327.03195662575,348.83408706747,392.4383479509,418.60090448096,490.54793493862,523.2511306012],description:"Helmholtz's Chromatic scale and Gipsy major from Slovakia"},helmholtz_24:{frequencies:[261.6255653006,275.93321340298,279.06726965397,290.69507255622,294.32876096318,306.59245933664,310.07474405997,327.03195662575,331.11985608357,344.91651675372,348.83408706747,367.91095120397,372.50983809402,388.03108134794,392.4383479509,408.78994578219,413.89982010446,436.04260883433,441.49314144476,459.88868900496,465.63729761752,490.54793493862,496.67978412536,517.37477513058,523.2511306012],description:"Simplified Helmholtz 24"},helmholtz_hd:{frequencies:[261.6255653006,294.32876096318,313.95067836072,327.03195662575,348.83408706747,392.4383479509,418.60090448096,436.04260883433,470.92601754108,523.2511306012],description:"Helmholtz Harmonic Decad"},helmholtz_pure:{frequencies:[261.6255653006,275.93321340298,279.06726965397,290.69507255622,294.32876096318,306.59245933664,310.07474405997,327.03195662575,330.74639366397,344.91651675372,348.83408706747,367.91095120397,372.08969287196,387.59343007496,392.4383479509,408.78994578219,413.43299207996,436.04260883433,441.49314144476,459.88868900496,465.11211608996,490.54793493862,496.11959049595,516.79124009995,523.2511306012],description:"Helmholtz's two-keyboard harmonium tuning untempered"},helmholtz_temp:{frequencies:[261.6255653006,275.81645389904,279.10671937395,290.77707354032,294.24580701304,306.54917537161,310.20605716322,327.03195662575,330.9330448436,344.77062435684,348.88325535732,367.80710710303,372.19474608839,387.75741156435,392.38304142029,408.78994578219,413.66637442451,436.10414127513,441.30625330017,459.75895986689,465.24324076996,490.4788828408,496.3296094287,517.08305349316,523.2511306012],description:"Helmholtz's two-keyboard harmonium tuning"},hem_chrom:{frequencies:[261.6255653006,269.55361273395,285.40970760065,348.83408706747,392.4383479509,404.33041910093,428.11456140098,523.2511306012],description:"Hemiolic Chromatic genus has the strong or 1:2 division of the 12/11 pyknon"},hem_chrom11:{frequencies:[261.6255653006,273.00058987889,285.40970760065,348.83408706747,392.4383479509,409.50088481833,428.11456140098,523.2511306012],description:"11'al Hemiolic Chromatic genus with a CI of 11/9, Winnington-Ingram"},hem_chrom13:{frequencies:[261.6255653006,272.09058791262,283.42769574232,348.83408706747,392.4383479509,408.13588186894,425.14154361347,523.2511306012],description:"13'al Hemiolic Chromatic or neutral-third genus has a CI of 16/13"},hem_chrom2:{frequencies:[261.6255653006,269.29177952703,285.30470202322,349.22823143301,391.99543598175,403.48177901006,427.47405410759,523.2511306012],description:"1:2 Hemiolic Chromatic genus 3 + 6 + 21 parts"},hemiwuer24:{frequencies:[261.6255653006,274.60778382002,280.48822448524,286.49458884928,292.62957327549,307.15025309186,313.72755695954,320.44570714783,327.30771955335,350.90592546776,358.42021185082,366.09540888186,373.9349620795,392.49012653442,400.89489544613,409.47964376542,418.24822532303,439.00227453173,448.4030528436,458.00513880662,467.8128437444,491.02635713596,501.54117720983,512.28116095218,523.2511306012],description:"Hemiw\xef\xbf\xbdrschmidt[24] in 229-tET tuning."},hen12:{frequencies:[261.6255653006,280.31310567921,299.00064605783,313.95067836072,327.03195662575,348.83408706747,366.27579142084,392.4383479509,418.60090448096,448.50096908674,457.84473927605,490.54793493862,523.2511306012],description:"Adjusted Hahn12"},hen22:{frequencies:[261.6255653006,272.52663052146,280.31310567921,290.69507255622,299.00064605783,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,363.36884069528,366.27579142084,381.53728273004,392.4383479509,415.27867508032,418.60090448096,436.04260883433,448.50096908674,457.84473927605,484.4917875937,490.54793493862,508.71637697339,523.2511306012],description:"Adjusted Hahn22"},hept_diamond:{frequencies:[261.6255653006,269.10058145205,271.31540105247,279.06726965397,294.32876096318,305.22982618403,313.95067836072,316.53463456122,325.57848126297,327.03195662575,334.88072358477,336.37572681506,348.83408706747,392.4383479509,406.97310157871,408.78994578219,418.60090448096,420.46965851882,432.48307733364,436.04260883433,448.50096908674,465.11211608996,490.54793493862,504.56359022259,508.71637697339,523.2511306012],description:"Inverted-Prime Heptatonic Diamond based on Archytas's Enharmonic"},hept_diamondi:{frequencies:[261.6255653006,269.10058145205,271.31540105247,279.06726965397,281.36411960997,289.40309445597,294.32876096318,297.67175429757,327.03195662575,336.37572681506,348.83408706747,361.75386806997,367.91095120397,372.08969287196,378.42269266694,392.4383479509,406.97310157871,418.60090448096,459.88868900496,465.11211608996,473.02836583367,486.54346200035,490.54793493862,504.56359022259,508.71637697339,523.2511306012],description:"Prime-Inverted Heptatonic Diamond based on Archytas's Enharmonic"},hept_diamondp:{frequencies:[261.6255653006,269.10058145205,271.31540105247,279.06726965397,294.32876096318,305.22982618403,313.95067836072,327.03195662575,336.37572681506,339.14425131559,348.83408706747,358.80077526939,361.75386806997,367.91095120397,372.08969287196,378.42269266694,381.53728273004,392.4383479509,403.65087217807,406.97310157871,418.60090448096,436.04260883433,448.50096908674,465.11211608996,490.54793493862,504.56359022259,508.71637697339,523.2511306012],description:"Heptatonic Diamond based on Archytas's Enharmonic, 27 tones"},herf:{frequencies:[261.6255653006,269.80136421624,277.97716313189,294.32876096318,310.68035879446,327.03195662575,343.38355445704,359.73515228832,376.08675011961,392.4383479509,425.14154361347,441.49314144476,457.84473927605,490.54793493862,523.2511306012],description:"Sims:Reflections on This and That, 1991. Used by Herf in Ekmelischer Gesang"},heun:{frequencies:[261.6255653006,275.15237829755,293.0485888979,312.10878854255,328.24573110938,349.59519124833,367.67029324081,391.58396987353,411.83001550364,438.61588607285,467.14394139401,491.29666030217,523.2511306012],description:"Well temperament for organ of Jan Heun (1805), subset of 55-tET"},hexagonal13:{frequencies:[261.6255653006,272.52663052146,279.06726965397,290.69507255622,313.95067836072,327.03195662575,348.83408706747,392.4383479509,418.60090448096,436.04260883433,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"Star hexagonal 13-tone scale"},hexagonal37:{frequencies:[261.6255653006,272.52663052146,279.06726965397,282.55561052465,283.88190679319,290.69507255622,294.32876096318,297.67175429757,301.39265122629,306.59245933664,313.95067836072,322.99452506247,327.03195662575,334.88072358477,340.65828815182,348.83408706747,353.19451315581,363.36884069528,367.91095120397,372.08969287196,376.74081403286,387.59343007496,392.4383479509,401.85686830172,408.78994578219,418.60090448096,423.83341578697,436.04260883433,446.50763144636,454.2110508691,459.88868900496,465.11211608996,470.92601754108,482.22824196207,484.4917875937,490.54793493862,502.32108537715,523.2511306012],description:"Star hexagonal 37-tone scale"},hexany1:{frequencies:[261.6255653006,305.22982618403,327.03195662575,381.53728273004,436.04260883433,457.84473927605,523.2511306012],description:"Two out of 1 3 5 7 hexany on 1.3"},hexany10:{frequencies:[261.6255653006,294.32876096318,327.03195662575,392.4383479509,436.04260883433,490.54793493862,523.2511306012],description:"1.3.5.9 Hexany"},hexany11:{frequencies:[261.6255653006,294.32876096318,305.22982618403,343.38355445704,392.4383479509,457.84473927605,523.2511306012],description:"1.3.7.9 Hexany on 1.3"},hexany12:{frequencies:[261.6255653006,290.69507255622,305.22982618403,339.14425131559,406.97310157871,436.04260883433,523.2511306012],description:"3.5.7.9 Hexany on 3.9"},hexany13:{frequencies:[261.6255653006,285.40970760065,327.03195662575,356.76213450082,392.4383479509,475.68284600109,523.2511306012],description:"1.3.5.11 Hexany on 1.11"},hexany14:{frequencies:[261.6255653006,287.78812183066,340.11323489078,383.71749577421,453.48431318771,498.83274450648,523.2511306012],description:"5.11.13.15 Hexany (5.15), used in The Giving, by Stephen J. Taylor"},hexany15:{frequencies:[261.6255653006,327.03195662575,348.83408706747,392.4383479509,418.60090448096,523.2511306012],description:"1.3.5.15 2)4 hexany (1.15 tonic) degenerate, symmetrical pentatonic"},hexany16:{frequencies:[261.6255653006,294.32876096318,348.83408706747,392.4383479509,465.11211608996,523.2511306012],description:"1.3.9.27 Hexany, a degenerate pentatonic form"},hexany17:{frequencies:[261.6255653006,327.03195662575,334.88072358477,408.78994578219,418.60090448096,523.2511306012],description:"1.5.25.125 Hexany, a degenerate pentatonic form"},hexany18:{frequencies:[261.6255653006,299.00064605783,341.71502406609,400.61414686654,457.84473927605,523.2511306012],description:"1.7.49.343 Hexany, a degenerate pentatonic form"},hexany19:{frequencies:[261.6255653006,299.00064605783,327.03195662575,418.60090448096,457.84473927605,523.2511306012],description:"1.5.7.35 Hexany, a degenerate pentatonic form"},hexany2:{frequencies:[261.6255653006,272.52663052146,294.32876096318,313.95067836072,327.03195662575,340.65828815182,348.83408706747,363.36884069528,392.4383479509,408.78994578219,436.04260883433,490.54793493862,523.2511306012],description:"Hexany Cluster 2"},hexany20:{frequencies:[261.6255653006,279.06726965397,305.22982618403,398.6675280771,436.04260883433,465.11211608996,523.2511306012],description:"3.5.7.105 Hexany"},hexany21:{frequencies:[261.6255653006,279.06726965397,310.07474405997,392.4383479509,436.04260883433,465.11211608996,523.2511306012],description:"3.5.9.135 Hexany"},hexany21a:{frequencies:[261.6255653006,279.06726965397,310.07474405997,348.83408706747,392.4383479509,436.04260883433,465.11211608996,523.2511306012],description:"3.5.9.135 Hexany + 4/3. Is Didymos Diatonic tetrachord on 1/1 and inv. on 3/2"},hexany22:{frequencies:[261.6255653006,276.76092858245,359.73515228832,380.54627680087,494.63583439645,523.2511306012],description:"1.11.121.1331 Hexany, a degenerate pentatonic form"},hexany23:{frequencies:[261.6255653006,348.83408706747,359.73515228832,380.54627680087,392.4383479509,523.2511306012],description:"1.3.11.33 Hexany, degenerate pentatonic form"},hexany24:{frequencies:[261.6255653006,327.03195662575,359.73515228832,380.54627680087,418.60090448096,523.2511306012],description:"1.5.11.55 Hexany, a degenerate pentatonic form"},hexany25:{frequencies:[261.6255653006,299.00064605783,359.73515228832,380.54627680087,457.84473927605,523.2511306012],description:"1.7.11.77 Hexany, a degenerate pentatonic form"},hexany26:{frequencies:[261.6255653006,294.32876096318,359.73515228832,380.54627680087,465.11211608996,523.2511306012],description:"1.9.11.99 Hexany, a degenerate pentatonic form"},hexany3:{frequencies:[261.6255653006,272.52663052146,290.69507255622,313.95067836072,327.03195662575,348.83408706747,392.4383479509,418.60090448096,436.04260883433,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"Hexany Cluster 3"},hexany4:{frequencies:[261.6255653006,272.52663052146,294.32876096318,313.95067836072,327.03195662575,348.83408706747,376.74081403286,392.4383479509,418.60090448096,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Hexany Cluster 4"},hexany49:{frequencies:[261.6255653006,299.00064605783,305.22982618403,392.4383479509,400.61414686654,457.84473927605,523.2511306012],description:"1.3.21.49 2)4 hexany (1.21 tonic)"},hexany5:{frequencies:[261.6255653006,294.32876096318,313.95067836072,327.03195662575,348.83408706747,392.4383479509,408.78994578219,418.60090448096,436.04260883433,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"Hexany Cluster 5"},hexany6:{frequencies:[261.6255653006,272.52663052146,290.69507255622,294.32876096318,313.95067836072,327.03195662575,348.83408706747,392.4383479509,408.78994578219,418.60090448096,436.04260883433,490.54793493862,523.2511306012],description:"Hexany Cluster 6"},hexany7:{frequencies:[261.6255653006,272.52663052146,313.95067836072,327.03195662575,348.83408706747,363.36884069528,392.4383479509,408.78994578219,418.60090448096,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Hexany Cluster 7"},hexany8:{frequencies:[261.6255653006,272.52663052146,313.95067836072,327.03195662575,340.65828815182,348.83408706747,392.4383479509,408.78994578219,418.60090448096,436.04260883433,490.54793493862,502.32108537715,523.2511306012],description:"Hexany Cluster 8"},hexany9:{frequencies:[261.6255653006,299.00064605783,313.95067836072,358.80077526939,418.60090448096,448.50096908674,523.2511306012],description:"1.3.5.7 Hexany on 5.7"},hexany_cl:{frequencies:[261.6255653006,294.32876096318,301.39265122629,313.95067836072,327.03195662575,348.83408706747,353.19451315581,376.74081403286,392.4383479509,418.60090448096,470.92601754108,502.32108537715,523.2511306012],description:"Hexany Cluster 1"},hexany_cl2:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,327.03195662575,348.83408706747,392.4383479509,408.78994578219,418.60090448096,490.54793493862,502.32108537715,523.2511306012],description:"Composed of 1.3.5.45, 1.3.5.75, 1.3.5.9, and 1.3.5.25 hexanies"},hexany_flank:{frequencies:[261.6255653006,267.07609791103,299.00064605783,305.22982618403,327.03195662575,348.83408706747,373.75080757229,381.53728273004,427.14378008261,436.04260883433,457.84473927605,498.33441009638,523.2511306012],description:"Hexany Flanker, 7-limit, from Wilson"},hexany_tetr:{frequencies:[261.6255653006,269.10058145205,279.06726965397,336.37572681506,348.83408706747,358.80077526939,523.2511306012],description:"Complex 12 of p. 115, a hexany based on Archytas's Enharmonic"},hexany_trans:{frequencies:[261.6255653006,271.31540105247,279.06726965397,339.14425131559,348.83408706747,361.75386806997,523.2511306012],description:"Complex 1 of p. 115, a hexany based on Archytas's Enharmonic"},hexany_trans2:{frequencies:[261.6255653006,271.31540105247,279.06726965397,348.83408706747,358.80077526939,372.08969287196,523.2511306012],description:"Complex 2 of p. 115, a hexany based on Archytas's Enharmonic"},hexany_trans3:{frequencies:[261.6255653006,271.31540105247,279.06726965397,327.03195662575,336.37572681506,348.83408706747,523.2511306012],description:"Complex 9 of p. 115, a hexany based on Archytas's Enharmonic"},hexany_u2:{frequencies:[261.6255653006,274.70684356563,279.06726965397,280.31310567921,286.15296204753,299.00064605783,305.22982618403,313.95067836072,327.03195662575,343.38355445704,348.83408706747,358.80077526939,366.27579142084,373.75080757229,381.53728273004,392.4383479509,398.6675280771,418.60090448096,436.04260883433,448.50096908674,457.84473927605,478.40103369253,488.36772189445,490.54793493862,498.33441009638,523.2511306012],description:"Hexany union = genus [335577] minus two corners"},hexany_union:{frequencies:[261.6255653006,274.70684356563,280.31310567921,299.00064605783,305.22982618403,313.95067836072,327.03195662575,348.83408706747,358.80077526939,366.27579142084,373.75080757229,381.53728273004,392.4383479509,418.60090448096,436.04260883433,448.50096908674,457.84473927605,488.36772189445,498.33441009638,523.2511306012],description:"The union of all of the pitches of the 1.3.5.7 hexany on each tone as 1/1"},hexany_urot:{frequencies:[261.6255653006,267.07609791103,280.31310567921,286.15296204753,290.69507255622,299.00064605783,305.22982618403,327.03195662575,333.84512238879,343.38355445704,348.83408706747,356.10146388137,373.75080757229,381.53728273004,392.4383479509,400.61414686654,406.97310157871,436.04260883433,445.12682985172,448.50096908674,457.84473927605,490.54793493862,498.33441009638,508.71637697339,523.2511306012],description:"Aggregate rotations of 1.3.5.7 hexany, 1.3 = 1/1"},hexanys:{frequencies:[261.6255653006,286.15296204753,294.32876096318,327.03195662575,343.38355445704,367.91095120397,392.4383479509,429.2294430713,441.49314144476,457.84473927605,490.54793493862,515.07533168556,523.2511306012],description:"Hexanys 1 3 5 7 9"},hexanys2:{frequencies:[261.6255653006,314.76825825228,425.14154361347,457.84473927605,269.80136421624,371.99885066179,392.4383479509,472.15238737843,318.85615771011,359.73515228832,343.38355445704,292.28481123426,523.2511306012],description:"Hexanys 1 3 7 11 13"},higgs:{frequencies:[261.6255653006,392.4383479509,418.60090448096,422.62591317789,423.58424858192,425.14154361347,436.04260883433,523.2511306012],description:"From Greg Higgs announcement of the formation of an Internet Tuning list"},hinsz_gr:{frequencies:[261.6255653006,274.68983337859,292.34127285051,310.07474405997,326.6631048533,348.83408706747,366.25311135453,391.11111150212,412.03474986192,437.02884834934,465.11211608996,489.99465727995,523.2511306012],description:"Reconstructed Hinsz temperament, organ Pelstergasthuiskerk Groningen. Ortgies,2002"},hipkins:{frequencies:[261.6255653006,275.62199471997,299.00064605783,348.83408706747,392.4383479509,413.43299207996,448.50096908674,523.2511306012],description:"Hipkins' Chromatic"},hirajoshi:{frequencies:[261.6255653006,291.13134764929,317.84796618517,388.16504068057,412.91271853531,523.2511306012],description:"Observed Japanese pentatonic koto scale. Helmholtz/Ellis p.519, nr.112"},hirajoshi2:{frequencies:[261.6255653006,294.32876096318,313.95067836072,392.4383479509,418.60090448096,523.2511306012],description:"Japanese pentatonic koto scale, theoretical. Helmholz/Ellis p.519, nr.110"},hirajoshi3:{frequencies:[261.6255653006,292.47977325983,321.54118165335,396.32121331049,415.54465627623,522.94897617031],description:"Observed Japanese pentatonic koto scale. Helmholtz/Ellis p.519, nr.111"},hirashima:{frequencies:[261.6255653006,277.33928225406,292.50627485027,312.00669222389,327.03195662575,349.91912034749,369.78570985692,391.22147055517,416.00892317314,437.39889945791,468.01003810189,489.02683710225,523.2511306012],description:"Tatsushi Hirashima, temperament of chapel organ of Kobe Shoin Women's Univ."},hjelmboogie:{frequencies:[261.6255653006,294.32876096318,327.03195662575,343.38355445704,367.91095120397,392.4383479509,441.49314144476,457.84473927605,490.54793493862,515.07533168556,523.2511306012],description:'Paul Hjelmstad\'s "Boogie Woogie" scale, TL 20-3-2006'},ho_mai_nhi:{frequencies:[261.6255653006,287.78812183066,348.83408706747,392.4383479509,431.68218274599,523.2511306012],description:"Ho Mai Nhi (Nam Hue) dan tranh scale, Vietnam"},hochgartz:{frequencies:[261.6255653006,274.56549986328,292.86986732103,309.86458629683,327.84547867349,349.70184487387,366.99801003998,391.46454285105,412.49999887294,438.2147004401,465.53241962975,490.54793493862,523.2511306012],description:"Michael Hochgartz, modified 1/5-comma meantone temperament"},hofmann1:{frequencies:[261.6255653006,262.65154790962,279.06726965397,348.83408706747,392.4383479509,393.97732186443,418.60090448096,523.2511306012],description:"Hofmann's Enharmonic #1, Dorian mode"},hofmann2:{frequencies:[261.6255653006,263.56353245097,279.06726965397,348.83408706747,392.4383479509,395.34529867646,418.60090448096,523.2511306012],description:"Hofmann's Enharmonic #2, Dorian mode"},hofmann_chrom:{frequencies:[261.6255653006,264.26824777838,290.69507255622,348.83408706747,392.4383479509,396.40237166758,436.04260883433,523.2511306012],description:"Hofmann's Chromatic"},holder:{frequencies:[261.6255653006,274.23214485994,292.57879058083,312.45989404005,327.40114268825,349.76744711215,366.57630213591,391.03837375367,409.94826565972,437.46806069696,467.28984664562,489.70152554512,523.2511306012],description:"William Holder's equal beating meantone temperament (1694). 3/2 beats 2.8 Hz"},holder2:{frequencies:[261.6255653006,274.23214485994,292.57879058083,312.45989404005,327.40114268825,349.76744711215,366.57630213591,391.03837375367,410.64811919433,437.46806069696,467.46154552107,489.70152554512,523.2511306012],description:"Holder's irregular e.b. temperament with improved Eb and G#"},hummel:{frequencies:[261.6255653006,277.1703574486,293.54676487235,311.03465677994,329.45811370906,349.13199096171,369.8583804246,391.99149393462,415.308682162,439.8732919971,466.10512967869,493.74031485884,523.2511306012],description:"Johann Nepomuk Hummel's quasi-equal temperament (1829)"},hummel2:{frequencies:[261.6255653006,277.22760066578,293.66431501254,311.21660561883,329.70790803338,349.18845812715,369.99117208793,391.90679138833,415.30984563838,439.96491544382,466.29335337935,494.03030700757,523.2511306012],description:"Johann Nepomuk Hummel's temperament according to the second bearing plan"},husmann:{frequencies:[261.6255653006,275.62199471997,294.32876096318,310.07474405997,314.30517589183,331.11985608357,348.83408706747],description:"Tetrachord division according to Husmann"},hwerck3:{frequencies:[261.6255653006,276.40121172404,293.00227310437,310.60041853231,328.69828757761,349.03110370139,368.74309237173,391.5530240856,414.36778843034,438.51190905657,465.63764214343,492.7691222293,523.2511306012],description:"Variation on Werckmeister III with 1/4P -> 1/6P and 0P -> 1/24P. 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(uitgebreide reeks)"},kayolonian_40:{frequencies:[261.6255653006,267.90457886781,272.52663052146,275.93321340298,279.06726965397,290.69507255622,294.32876096318,297.67175429757,306.59245933664,310.07474405997,313.95067836072,319.36714514233,327.03195662575,331.11985608357,334.88072358477,340.65828815182,348.83408706747,353.19451315581,357.20610515709,363.36884069528,367.91095120397,372.08969287196,376.74081403286,383.2405741708,387.59343007496,392.4383479509,401.85686830172,408.78994578219,413.43299207996,418.60090448096,436.04260883433,441.49314144476,446.50763144636,459.88868900496,465.11211608996,470.92601754108,490.54793493862,496.11959049595,502.32108537715,510.98743222773,523.2511306012],description:"See Barnard: De Keiaanse Muziek"},kayolonian_f:{frequencies:[261.6255653006,279.06726965397,306.59245933664,327.03195662575,348.83408706747,392.4383479509,418.60090448096,446.50763144636,490.54793493862,523.2511306012],description:"Kayolonian scale F and periodicity block (128/125, 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Z"},kayoloniana:{frequencies:[261.6255653006,267.90457886781,279.06726965397,294.32876096318,306.59245933664,313.95067836072,327.03195662575,334.88072358477,348.83408706747,367.91095120397,372.08969287196,392.4383479509,408.78994578219,418.60090448096,436.04260883433,446.50763144636,465.11211608996,490.54793493862,510.98743222773,523.2511306012],description:"Amendment by Rasch of Kayolonian scale's note 9"},"kebyar-b":{frequencies:[261.6255653006,280.40333801024,299.48910562989,384.37207420335,402.78320381033,523.2511306012],description:"Gamelan Kebyar tuning begbeg, Andrew Toth, 1993"},"kebyar-s":{frequencies:[261.6255653006,283.00682726281,309.51375468789,385.26118901859,416.26536455926,523.2511306012],description:"Gamelan kebyar tuning sedung, Andrew Toth, 1993"},"kebyar-t":{frequencies:[261.6255653006,293.15632631094,325.27731021818,397.46748834812,422.07621250312,523.2511306012],description:"Gamelan kebyar tuning tirus, Andrew Toth, 1993"},keenan:{frequencies:[261.6255653006,279.77706779472,292.57243455474,305.95298478736,327.17991022208,349.87955533643,365.88099775759,391.26571058456,418.41160951721,437.54730686196,457.55816161244,489.30340830564,523.2511306012],description:"Dave Keenan 31-ET mode has 3 4:5:6:7 tetrads + 3 inv. is Fokker's 12-tone mode"},keenan2:{frequencies:[261.6255653006,278.14493936283,295.70736791055,306.84360659709,326.21810583671,346.81593583087,369.99442271164,393.35634555235,418.19337019276,433.94238997708,461.34206956593,490.47180009913,523.2511306012],description:"Dave Keenan strange 9-limit temperament TL 19-11-98"},keenan3:{frequencies:[261.6255653006,272.10155294862,282.99701916355,314.19580976213,326.77681046955,339.86157848985,377.32935907335,392.4383479509,408.1523292189,453.14877154631,471.29371440761,523.2511306012],description:"Chain of 1/6 kleisma tempered 6/5s, 10 tetrads, Dave Keenan, 30-Jun-99, TD235"},keenan3eb:{frequencies:[261.6255653006,272.52625793573,283.88113057344,314.31833892864,327.41448875753,341.05629284549,377.62371824792,393.35750206077,409.74683779238,453.67913385439,472.5817850056,523.2511306012],description:"Chain of 11 equal beating minor thirds, 6/5=3/2 same"},keenan3eb2:{frequencies:[261.6255653006,271.88912362492,282.55531921581,314.13446783,326.45794787121,339.26487744082,377.18204004818,391.97887331053,407.35618327602,452.88341485066,470.6500094,523.2511306012],description:"Chain of 11 equal beating minor thirds, 6/5=3/2 opposite"},keenan3j:{frequencies:[261.6255653006,291.88463270656,302.72962012827,313.97755176024,350.29154279212,363.30663963964,405.32593044476,420.38583225541,436.00528786292,486.43275040712,504.50618240233,523.2511306012],description:"Chain of 11 nearly just 19-tET minor thirds, Dave Keenan, 1-Jul-99"},keenan7:{frequencies:[261.6255653006,269.29177952703,279.86396690685,288.06460709314,296.5055443788,305.19382000629,314.13668154225,326.46944327063,336.03572815422,349.22823143301,359.46139971304,369.99442271164,380.8360868427,391.99543598175,407.38487419079,419.32216217931,435.78442404634,448.5538823653,461.69751437372,475.22628419761,489.15147723638,508.3551866238,523.2511306012],description:"Dave Keenan, 22 out of 72-tET periodicity block. TL 29-04-2001"},keenanmt:{frequencies:[261.6255653006,279.93529690293,292.50627485027,305.64177427204,327.03195662575,349.91912034749,365.63284274659,391.22147055517,418.60090448096,437.39890198442,457.04105241293,489.02683710225,523.2511306012],description:"Dave Keenan 1/4-comma tempered version of keenan with 6 7-limit tetrads"},keenanst:{frequencies:[261.6255653006,268.50609092997,277.46533822773,286.72352888229,294.26410920268,304.08282473376,314.22916151277,322.49311613356,333.25374941849,342.01803421352,353.43015577174,365.22306367425,374.82811589307,387.33500976677,397.52158713557,410.7856943143,424.4923875554,435.65616946139,450.19271626925,462.0323945472,477.44903730562,493.38008744487,506.35555615636,523.2511306012],description:"Dave Keenan, 7-limit temperament, g=260.353"},kelletat:{frequencies:[261.6255653006,275.58617649731,292.98704147282,310.05056613125,327.14272545641,348.82502010853,367.43868454848,391.99543598175,413.39000965417,437.97145880542,465.08793784701,489.90551202062,523.2511306012],description:"Herbert Kelletat's Bach-tuning (1967)"},kellner:{frequencies:[261.6255653006,275.62199471997,292.73769384471,310.07474405997,327.54963108844,348.83408706747,367.49599295996,391.37619916626,413.43299207996,437.91808280662,465.11211608996,491.32444638706,523.2511306012],description:"Herbert Anton Kellner's Bach tuning. 5 1/5 Pyth. comma and 7 pure fifths"},kellners:{frequencies:[261.6255653006,275.84425785506,292.86986732103,310.2247482054,327.84547867349,348.89032888179,367.85164222246,391.46454285105,413.69968681881,438.2147004401,465.26210635182,491.68894399626,523.2511306012],description:"Kellner's temperament with 1/5 synt. comma instead of 1/5 Pyth. comma"},kepler1:{frequencies:[261.6255653006,275.93321340298,294.32876096318,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,413.89982010446,441.49314144476,470.92601754108,490.54793493862,523.2511306012],description:"Kepler's Monochord no.1, Harmonices Mundi (1619)"},kepler2:{frequencies:[261.6255653006,275.93321340298,294.32876096318,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,418.60090448096,441.49314144476,470.92601754108,490.54793493862,523.2511306012],description:"Kepler's Monochord no.2"},kepler3:{frequencies:[261.6255653006,275.93321340298,294.32876096318,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,413.89982010446,441.49314144476,470.92601754108,496.67978412536,523.2511306012],description:"Kepler's choice system, Harmonices Mundi, Liber III (1619)"},kilroy:{frequencies:[261.6255653006,294.32876096318,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,418.60090448096,436.04260883433,441.49314144476,465.11211608996,490.54793493862,523.2511306012],description:"Kilroy"},kimball:{frequencies:[261.6255653006,272.52663052146,275.93321340298,290.69507255622,294.32876096318,306.59245933664,327.03195662575,331.11985608357,348.83408706747,363.36884069528,367.91095120397,392.4383479509,408.78994578219,436.04260883433,441.49314144476,459.88868900496,465.11211608996,490.54793493862,523.2511306012],description:"Buzz Kimball 18-note just 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scale"},kirkwood:{frequencies:[261.6255653006,294.32876096318,305.22982618403,327.03195662575,348.83408706747,392.4383479509,436.04260883433,457.84473927605,523.2511306012],description:"Scale based on Kirkwood gaps of the asteroid belt"},"kirn-stan":{frequencies:[261.6255653006,276.16031892841,292.60754013883,310.68035879446,327.03195662575,348.83408706747,368.21375857121,392.4383479509,414.24047839262,437.1900893839,465.11211608996,490.54793493862,523.2511306012],description:"Kirnberger temperament improved by Charles Earl Stanhope (1806)"},kirnberger:{frequencies:[261.6255653006,275.62199471997,292.50627485027,310.07474405997,327.03195662575,348.83408706747,367.91095120397,391.22147055517,413.43299207996,437.39890198442,465.11211608996,490.54793493862,523.2511306012],description:"Kirnberger's well-temperament, also called Kirnberger III, letter to Forkel 1779"},kirnberger1:{frequencies:[261.6255653006,275.62199471997,294.32876096318,310.07474405997,327.03195662575,348.83408706747,367.91095120397,392.4383479509,413.43299207996,438.75944753732,465.11211608996,490.54793493862,523.2511306012],description:"Kirnberger's temperament 1 (1766)"},kirnberger2:{frequencies:[261.6255653006,275.93321340298,294.32876096318,310.07474405997,327.03195662575,348.83408706747,367.91095120397,392.4383479509,413.89982010446,438.75941205608,465.11211608996,490.54793493862,523.2511306012],description:'Kirnberger 2: 1/2 synt. comma. "Die Kunst des reinen Satzes" (1774)'},kirnberger3:{frequencies:[261.6255653006,275.93321340298,292.50627485027,310.07474405997,327.03195662575,348.83408706747,367.91095120397,391.22147055517,413.89982010446,437.39890198442,465.11211608996,490.54793493862,523.2511306012],description:"Kirnberger 3: 1/4 synt. comma (1744)"},kirnberger3v:{frequencies:[261.6255653006,275.93321340298,292.50063201309,310.07474405997,327.03195662575,348.83408706747,367.91095120397,391.21579858034,413.43299207996,437.39258595147,465.11211608996,490.54793493862,523.2511306012],description:"Variant well-temperament like Kirnberger 3, Kenneth Scholz, MTO 4.4, 1998"},klais:{frequencies:[261.6255653006,275.62199471997,293.00227310437,310.07474405997,327.21690075602,348.83408706747,367.49599295996,391.99543598175,413.43299207996,438.01699797506,465.11211608996,489.99465727995,523.2511306012],description:"Johannes Klais, Bach temperament"},klonaris:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,327.03195662575,343.38355445704,359.73515228832,392.4383479509,408.78994578219,425.14154361347,457.84473927605,490.54793493862,523.2511306012],description:"Johnny Klonaris, 19-limit harmonic scale"},knot:{frequencies:[261.6255653006,268.26840191956,280.31310567921,286.15296204753,294.32876096318,299.00064605783,306.59245933664,327.03195662575,348.83408706747,357.69120255941,366.27579142084,367.91095120397,381.53728273004,392.4383479509,408.78994578219,418.60090448096,429.2294430713,436.04260883433,448.50096908674,457.84473927605,459.88868900496,476.92160341255,478.40103369253,490.54793493862,523.2511306012],description:"Smallest knot in 3-D, American Scientist, Nov-Dec '97 p506-510, trefoil knot"},koepf_36:{frequencies:[261.6255653006,272.26348829648,274.95017225036,277.18263097687,288.45311779165,291.29956028699,293.66476791741,305.60543275312,308.62113352716,311.12698372208,323.77767743764,326.97270111135,329.62755691287,343.03050002254,346.41550969045,349.22823143301,363.4281550135,367.0144478307,369.99442271164,385.03871768789,388.83826257328,391.99543598175,407.93431128975,411.95978887118,415.30469757995,432.19134773437,436.45619266906,440,457.89078262597,462.40922843744,466.16376151809,485.11838543951,489.90551202062,493.88330125613,513.96502576833,519.03680970905,523.2511306012],description:"Siegfried Koepf, 36-tone subset of 48-tone scale (1991)"},koepf_48:{frequencies:[261.6255653006,269.44737349144,272.26348829648,274.95017225036,277.18263097687,285.46954808622,288.45311779165,291.29956028699,293.66476791741,302.44445076078,305.60543275312,308.62113352716,311.12698372208,320.42873367481,323.77767743764,326.97270111135,329.62755691287,339.48241770075,343.03050002254,346.41550969045,349.22823143301,359.66909273781,363.4281550135,367.0144478307,369.99442271164,381.0561299374,385.03871768789,388.83826257328,391.99543598175,403.71490654806,407.93431128975,411.95978887118,415.30469757995,427.72104413038,432.19134773437,436.45619266906,440,453.15466093696,457.89078262597,462.40922843744,466.16376151809,480.10063929961,485.11838543951,489.90551202062,493.88330125613,508.64890891624,513.96502576833,519.03680970905,523.2511306012],description:"Siegfried Koepf, 48-tone scale (1991)"},kolinsky:{frequencies:[261.6255653006,277.2273508585,293.75953199293,311.27759533081,329.84032939425,349.51003591412,370.35272620855,392.4383479509,415.84102607989,440.63929776914,466.91639276282,494.76049384407,524.26505360912],description:"Kolinsky's 7th root of 3/2, also invented by Augusto Novaro"},kora1:{frequencies:[261.6255653006,293.66476791741,326.78388880949,349.22823143301,391.99543598175,440,489.62261321254,523.2511306012],description:"Kora tuning Tomora Ba, also called Silaba, 1/1=F, R. King"},kora2:{frequencies:[261.6255653006,298.79793764201,315.65242990842,349.22823143301,391.99543598175,447.69106452518,472.94426956511,523.2511306012],description:"Kora tuning Tomora Mesengo, also called Tomora, 1/1=F, R. King"},kora3:{frequencies:[261.6255653006,291.13134764929,330.58093469714,349.22823143301,391.99543598175,436.20415848357,495.31175393723,523.2511306012],description:"Kora tuning Hardino, 1/1=F, R.King"},kora4:{frequencies:[261.6255653006,291.13134764929,330.58093469714,371.06455309218,391.99543598175,436.20415848357,495.31175393723,523.2511306012],description:"Kora tuning Sauta, 1/1=F, R. King"},korea_5:{frequencies:[261.6255653006,294.32876096318,348.83408706747,392.4383479509,470.92601754108,523.2511306012],description:'According to Lou Harrison, called "the Delightful" in Korea'},kornerup:{frequencies:[261.6255653006,272.97226153513,280.22976278938,292.38332274669,305.0639823888,313.17470478367,326.75708630452,340.92853547661,349.99278713323,365.17196824772,374.88056242272,391.13935185123,408.10305876469,418.95303445734,437.12302030357,456.08130156398,468.2068441924,488.51296691354,509.70006023951,523.2511306012],description:"Kornerup's temperament with fifth of (15 - sqrt 5) / 22 octaves"},kornerup_11:{frequencies:[261.6255653006,279.06726965397,290.69507255622,313.95067836072,327.03195662575,348.83408706747,392.4383479509,418.60090448096,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Kornerup's doric minor"},kraeh_22:{frequencies:[261.6255653006,267.07609791103,274.70684356563,286.15296204753,294.32876096318,305.22982618403,313.95067836072,320.49131749323,336.37572681506,343.38355445704,353.19451315581,366.27579142084,381.53728273004,392.4383479509,400.61414686654,412.06026534844,436.04260883433,441.49314144476,457.84473927605,470.92601754108,488.36772189445,504.56359022259,523.2511306012],description:"Kraehenbuehl & Schmidt 7-limit 22-tone tuning"},kraeh_22a:{frequencies:[261.6255653006,267.07609791103,269.10058145205,272.52663052146,274.70684356563,279.06726965397,280.31310567921,286.15296204753,294.32876096318,299.00064605783,305.22982618403,311.45900631024,313.95067836072,318.93402246168,320.49131749323,327.03195662575,336.37572681506,343.38355445704,348.83408706747,350.39138209902,353.19451315581,358.80077526939,366.27579142084,367.91095120397,373.75080757229,381.53728273004,392.4383479509,398.6675280771,400.61414686654,403.65087217807,408.78994578219,412.06026534844,418.60090448096,420.46965851882,436.04260883433,441.49314144476,448.50096908674,457.84473927605,467.18850946536,470.92601754108,476.92160341255,478.40103369253,488.36772189445,490.54793493862,498.33441009638,504.56359022259,523.2511306012],description:'Kraehenbuehl & Schmidt 7-limit 22-tone tuning with "inflections" for some tones'},kraeh_22b:{frequencies:[261.6255653006,269.10058145205,279.06726965397,286.15296204753,299.00064605783,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,358.80077526939,367.91095120397,381.53728273004,392.4383479509,408.78994578219,420.46965851882,436.04260883433,448.50096908674,457.84473927605,476.92160341255,490.54793493862,504.56359022259,523.2511306012],description:"Best 22-tET approximation of KRAEH_22A"},kring1:{frequencies:[261.6255653006,313.95067836072,327.03195662575,348.83408706747,392.4383479509,418.60090448096,436.04260883433,523.2511306012],description:"Double-tie circular mirroring of 4:5:6 and Partch's 5-limit tonality 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5:7:9"},kring5p3:{frequencies:[261.6255653006,266.96486255163,272.4643387202,278.02483542877,284.8811711051,290.69507255622,296.68339105088,302.73815413355,308.91648380975,316.53463456122,322.99452506247,329.64821227876,336.37572681506,343.24053756638,351.70514951247,358.88280562497,366.27579142084,373.75080757229,381.45007420827,389.23476960028,398.83363954714,406.97310157871,415.27867508032,423.83341578697,432.48307733364,443.14848838571,452.19233508746,461.42075008924,470.92601754108,480.53675259294,492.38720931745,502.43592787495,512.78610798918,523.2511306012],description:"Third power of 5:7:9 mirroring with 250047/250000 intervals removed"},kring6:{frequencies:[261.6255653006,305.22982618403,336.37572681506,348.83408706747,392.4383479509,406.97310157871,448.50096908674,523.2511306012],description:"Double-tie circular mirroring of 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(poptimal)"},lemba24:{frequencies:[261.6255653006,275.73346179752,283.65327551057,290.60211247891,298.9489942119,307.53562105228,315.06951922004,324.1191713102,332.05932738876,341.59697290141,351.40856549044,360.01724743313,370.35792032269,390.32910012969,401.5404117335,411.37720579947,423.19307614937,435.34833037897,446.01333880095,458.82405293702,470.06416125332,483.56568031466,497.45499966368,509.64147516102,524.27976214079],description:"24-note Lemba scale for mapping millerlemba24.kbm"},lemba8:{frequencies:[261.6255653006,275.73334871592,283.6533803711,298.94898212432,307.53584843097,324.11927802481,341.59694330429,351.4088110982,370.358025147],description:"Lemba temperament (4 down, 3 up) TOP tuning, Herman Miller, TL 22-11-2004"},leusden:{frequencies:[261.6255653006,275.54404190554,292.50627485027,310.51268695591,327.03195662575,349.91912034749,367.08095907728,391.22147055517,413.66634097248,437.39890198442,466.16376151809,489.02683710225,523.2511306012],description:"Organ in Gereformeerde kerk De Koningshof, Henk van Eeken, 1984, a'=415, modif. 1/4 mean"},leven:{frequencies:[261.6255653006,279.06726965397,298.97057995496,313.95067836072,330.39003879965,348.83408706747,369.35382642901,392.4383479509,418.60090448096,448.46752658184,465.11211608996,502.32108537715,523.2511306012],description:"Leven's monochord ?"},ligon:{frequencies:[261.6255653006,279.66870773512,292.40504357126,309.19384990071,329.87571277032,342.12573923925,366.27579142084,392.4383479509,411.12588832951,436.04260883433,462.87600014722,485.87604984397,523.2511306012],description:"Jacky Ligon, strictly proper all prime scale, TL 08-09-2000"},ligon2:{frequencies:[261.6255653006,276.16031892841,292.40504357126,310.68035879446,331.39238271409,355.06326719367,382.37582620857,411.78935130154,441.2028763945,470.61640148747,500.02992658044,529.4434516734,558.85697676637],description:"Jacky Ligon, 19-limit symmetrical non-octave scale, 2001"},ligon3:{frequencies:[261.6255653006,273.51763645063,286.54228580542,300.86940009569,316.70463167967,334.29933343966,341.25073734861,376.08675011961,401.15920012759,427.90314680276,471.58492637221,481.3910401531,508.13498682828,534.87893350345,561.62288017862,588.36682685379,615.11077352897],description:"Jacky Ligon, 23-limit non-octave scale (2001)"},ligon4:{frequencies:[261.6255653006,278.49926570678,289.46759601673,308.13698517552,320.27237341115,340.92853547661,362.91692931321,386.32347802158,401.53832428939,427.43578342293,444.26952759254,472.92296174596,491.54841572131,523.2511306012,556.99853141357,592.92249142473,616.27397035104,640.54474682231,681.85707095323,725.83385862642,754.41987838254,803.07664857879],description:"Jacky Ligon, 2/1 Phi Scale, TL 12-04-2001"},ligon5:{frequencies:[261.6255653006,273.22765669781,280.653851324,293.09977429907,314.41721066027,328.36040925687,337.28508524374,352.24238645938,377.86132347501,394.61802538749,405.34378524393,423.31898451752,454.1076550834,474.24531572837,487.13535379632,508.73764640933,545.73895363303],description:'Jacky Ligon, scale for "Two Golden Flutes" (2001)'},ligon6:{frequencies:[261.6255653006,280.653851324,293.09977429907,314.41721066027,328.36040925687,352.24238645938,377.86132347501,394.61802538749,423.31898451752,442.09155952525,474.24531572837,508.73764640933,531.29821178855,569.94005600595],description:'Jacky Ligon, "Primal Golden Tuning" (2001)'},ligon7:{frequencies:[261.6255653006,294.32876096318,321.08592105074,361.22166118208,394.05999401681,443.31749326891,483.61908356609,527.58445479937],description:"Jacky Ligon, 7 tone, 27/22=generator, MMM 22-01-2002"},lindley_ea:{frequencies:[261.6255653006,275.62199471997,293.00227310437,310.07474405997,328.14198392915,349.6228209638,367.9112241576,391.5530240856,413.43299207996,438.51190905657,465.63764214343,491.10256480205,523.2511306012],description:"Mark Lindley +J. de Boer +W. Drake (1991), for organ Grosvenor Chapel, London"},lindley_sf:{frequencies:[261.6255653006,276.24519242498,293.00227310437,310.07474405997,328.14198392915,349.6228209638,368.32692341742,391.5530240856,413.90012676351,438.51190905657,465.63764214343,491.10256480205,523.2511306012],description:"Lindley (1988) suggestion nr. 2 for Stanford Fisk organ"},"ling-lun":{frequencies:[261.6255653006,279.38237857051,294.32876096318,314.30517589183,331.11985608357,353.59332287831,372.50983809402,392.4383479509,419.07356785577,441.49314144476,471.45776383774,496.67978412536,523.2511306012],description:"Scale of Ling Lun from C"},liu_major:{frequencies:[261.6255653006,290.69507255622,322.99452506247,348.83408706747,392.4383479509,436.04260883433,484.4917875937,523.2511306012],description:'Linus Liu\'s Major Scale, see his 1978 book, "Intonation Theory"'},liu_mel:{frequencies:[261.6255653006,290.69507255622,313.95067836072,348.83408706747,392.4383479509,423.83341578697,436.04260883433,470.92601754108,484.4917875937,523.2511306012],description:"Linus Liu's Melodic Minor, use 5 and 7 descending and 6 and 8 ascending"},liu_minor:{frequencies:[261.6255653006,290.69507255622,313.95067836072,348.83408706747,387.59343007496,418.60090448096,484.4917875937,523.2511306012],description:"Linus Liu's Harmonic Minor"},liu_pent:{frequencies:[261.6255653006,294.32876096318,331.11985608357,353.19451315581,392.4383479509,441.49314144476,496.67978412536,529.79176973372],description:'Linus Liu\'s "pentatonic scale"'},lorina:{frequencies:[261.6255653006,271.31540105247,293.02063313667,305.22982618403,313.95067836072,348.83408706747,348.83408706747,385.55346465352,406.97310157871,457.84473927605,457.84473927605,465.11211608996,523.2511306012],description:"Lorina"},lt46a:{frequencies:[261.6255653006,265.62583852249,273.73233506765,277.91772325275,286.39934942254,290.77841553921,299.65253047503,308.79746990018,313.51900484808,323.08712797864,328.02715279963,338.03804253716,348.35444940179,353.68081538041,364.47461587782,370.04745828823,381.3407438317,387.1714705201,398.98735486934,411.16384203565,417.45056598488,430.19052226982,436.76816801564,450.09766813034,463.83396431287,470.92601754108,485.29796386361,492.71820372913,507.75521382755,523.2511306012],description:"13-limit temperament, minimax g=495.66296 cents"},lucy_19:{frequencies:[261.6255653006,272.17716319349,280.81422591737,292.13972001074,301.4102593031,313.56641022552,326.2128298123,336.56461921066,350.13857756143,364.25998604447,375.81913491042,390.97626371576,406.74469336313,419.65201956185,436.57696862128,450.43096951372,468.59726172356,487.49621708267,502.96605061019,523.2511306012],description:"Lucy's 19-tone scale"},lucy_24:{frequencies:[261.6255653006,269.92785558198,272.17712546173,280.81425349217,292.13970819848,301.41031849758,303.92192719902,313.56642833783,326.21280343239,336.56467170065,339.36921655583,350.13858362887,364.25994396351,375.81917832675,390.97625694066,403.38329512334,406.744629928,419.65205349792,436.57694340361,450.43105016925,454.18442712942,468.59728067062,487.49616921257,502.96612033609,523.2511306012],description:"Lucy/Harrison, meantone tuning from Bbb to Cx, third=1200.0/pi, 1/1=A"},lucy_31:{frequencies:[261.6255653006,269.92785558198,272.17712546173,280.81425349217,283.15423815518,292.13970819848,301.41031849758,303.92192719902,313.56642833783,323.51698308414,326.21280343239,336.56467170065,339.36921655583,350.13858362887,361.24970022276,364.25994396351,375.81917832675,378.95082751155,390.97625694066,403.38329512334,406.744629928,419.65205349792,432.96907456701,436.57694340361,450.43105016925,454.18442712942,468.59728067062,483.46750424654,487.49616921257,502.96612033609,507.15726445705,523.2511306012],description:"Lucy/Harrison's meantone tuning, 1/1=A"},lucy_7:{frequencies:[261.6255653006,292.13972001074,326.2128298123,350.13857756143,390.97626371576,436.57696862128,487.49621708267,523.2511306012],description:"Diatonic Lucy's scale"},lumma5:{frequencies:[261.6255653006,279.06726965397,294.32876096318,306.59245933664,327.03195662575,348.83408706747,367.91095120397,392.4383479509,418.60090448096,436.04260883433,459.88868900496,490.54793493862,523.2511306012],description:"Carl Lumma's 5-limit version of lumma7, also Fokker 12-tone just."},lumma7:{frequencies:[261.6255653006,279.06726965397,293.02063313667,305.22982618403,327.03195662575,348.83408706747,366.27579142084,390.69417751556,418.60090448096,436.04260883433,457.84473927605,488.36772189445,523.2511306012],description:"Carl Lumma's 7-limit 12-tone scale, a.k.a GW Smith's Prism. TL 21-11-98"},lumma7t:{frequencies:[261.6255653006,279.68948643792,293.67396186758,305.56991806333,326.66797434652,349.22276480589,366.68390442934,392.00157215927,419.06732091375,436.04260883433,457.84473927605,489.45662770953,523.2511306012],description:"Tempered lumma7, 6 tetrads + 4 triads within 2c of Just, TL 19-2-99"},lumma7t72:{frequencies:[261.6255653006,279.86396690685,293.66476791741,305.19382000629,326.46944327063,349.22823143301,366.44956000397,391.99543598175,419.32216217931,435.78442404634,457.27406033445,489.15147723638,523.2511306012],description:"72-tET version of lumma7t"},lumma7t_keen:{frequencies:[261.6255653006,279.95098841649,293.39965821869,305.14186035122,326.51537799354,349.38597341375,366.17023517096,391.81845653432,419.26317124465,436.04260556019,456.98979229899,488.99939844699,523.2511306012],description:"Dave Keenan's adaptation of lumma7t to include 6:8:11, TL 17-04-9"},lumma_10:{frequencies:[261.6255653006,281.2143451833,302.26980244078,324.90175210669,349.22823143301,375.37611551499,391.99543598175,421.34544350737,452.89298412314,486.80259447109,523.2511306012],description:"Carl Lumma's 10-tone 125 cent Pyth. scale, TL 29-12-1999"},lumma_12_fun:{frequencies:[261.6255653006,276.16031892841,293.246794009,310.68035879446,327.94037872749,348.23056788569,368.93292606842,390.99572534534,413.52379936426,439.8701910135,464.30742384759,491.05951174505,522.34585182853],description:"Rational well temperament based on 577/289, 3/2, and 19/16."},"lumma_12_moh-ha-ha":{frequencies:[261.6255653006,276.16031892841,293.42033886144,310.68035879446,330.09788121912,349.51540364377,368.93292606842,391.72740891476,414.24047839262,440.13050829216,466.02053819169,493.4335110265,523.2511306012],description:"Rational well temperament."},lumma_12_strangeion:{frequencies:[261.6255653006,277.97716313189,292.40504357126,310.68035879446,330.09788121912,349.23197505989,368.93292606842,391.9912339477,414.71297038361,440.63253103259,468.17206422213,492.47165233054,523.2511306012],description:'19-limit "dodekaphonic" scale.'},lumma_22:{frequencies:[261.6255653006,263.29318697558,262.98919438538,262.83732973433,262.68555277841,262.53386346698,263.29318697558,262.38226174944,262.98919438538,262.23074757519,263.29318697558,262.68555277841,262.07932089369,263.29318697558,262.83732973433,263.59753095473,262.38226174944,263.44531501617,262.68555277841,262.98919438538,263.29318697558,263.902226729,261.92798165442],description:"Carl Lumma, intervals of attraction by trial and error, 1999."},lumma_5151:{frequencies:[261.6255653006,276.7826524273,292.81785438923,309.78204413166,327.729041887,346.71578592374,369.67398581173,391.09077971329,413.74834001613,437.71854962063,463.0774559108,489.90551202062,522.3451906503],description:"Carl Lumma's 5151 temperament III (1197/709.5/696). June 2003"},lumma_al1:{frequencies:[261.6255653006,274.63272075836,292.81785438923,309.78204413166,327.729041887,346.71578592374,366.8025131876,391.09077971329,413.74834001613,437.71854962063,463.0774559108,489.90551202062,522.3451906503],description:"Alaska I (1197/709.5/696), Carl Lumma, 6 June 2003."},lumma_al2:{frequencies:[261.6255653006,275.18850165466,292.98704147282,310.05056613125,328.10786809908,347.216824829,367.43868454848,391.20374747207,413.98739946535,438.09796819065,463.6127330944,490.61347436729,522.3451906503],description:"Alaska II (1197/707/696.5), Carl Lumma, 6 June 2003."},lumma_al3:{frequencies:[261.6255653006,275.18850165466,292.98704147282,310.05056613125,328.10786809908,349.32910706765,367.43868454848,391.20374747207,413.98739946535,438.09796819065,463.6127330944,490.61347436729,522.3451906503],description:"Alaska III (1197/707/696.5), Carl Lumma, 6 June 2003."},lumma_al4:{frequencies:[261.6255653006,276.38325105256,293.32570896007,309.87152561537,328.86683469969,349.02656754477,368.7143392539,391.31674786192,413.39000965417,438.73106346722,464.55095742407,491.89038573682,522.04355935974],description:"Alaska IV (1196/701/697), Carl Lumma, 6 June 2003."},lumma_al5:{frequencies:[261.6255653006,276.84261239447,293.89809826895,310.99222741882,329.08061019985,349.35433052883,369.67398581173,391.17550247358,415.27471248744,439.42852501549,464.98720675925,493.63374591774,522.3451906503],description:"Alaska V (1197/702/696.375), Carl Lumma, 6 June 2003."},lumma_al6:{frequencies:[261.6255653006,276.86260193655,293.83444433876,310.94732162256,329.05685050583,349.22823143301,369.56723519412,391.09077971329,415.06487744922,439.23819834286,464.81937009253,493.31307433255,522.04355935974],description:"Alaska VI (1196/701/696), Carl Lumma, 6 June 2003."},lumma_al7:{frequencies:[261.6255653006,276.11677207256,293.26810788146,310.16878953668,328.73958549954,348.42227432308,368.499294457,391.39134599911,413.94674961638,438.72852926454,464.99660740427,491.79379203259,522.3451906503],description:"Alaska VII, Carl Lumma, 27 Jan 2004"},lumma_dec1:{frequencies:[261.6255653006,286.10322937235,299.18791603519,327.17991022208,342.14320575162,374.15409293384,391.26571058456,427.87249484695,457.55816161244,489.30340830564,523.2511306012],description:"Carl Lumma, two 5-tone 7/4-chains, 5/4 apart in 31-tET, TL 9-2-2000"},lumma_dec2:{frequencies:[261.6255653006,286.10322937235,292.57243455474,327.17991022208,342.14320575162,382.6142546815,391.26571058456,437.54730686196,457.55816161244,511.68128147674,523.2511306012],description:"Carl Lumma, two 5-tone 3/2-chains, 7/4 apart in 31-tET, TL 9-2-2000"},lumma_magic:{frequencies:[261.6255653006,293.02063313667,299.00064605783,313.95067836072,327.03195662575,348.83408706747,366.27579142084,373.75080757229,418.60090448096,436.04260883433,457.84473927605,467.18850946536,523.2511306012],description:"Magic chord test, Carl Lumma, TL 24-06-99"},"lumma_synchtrines+2":{frequencies:[261.6255653006,277.1478691313,293.59111644706,311.009943641,329.46223568632,349.00930447981,369.71610741159,391.65144749868,414.88821865981,439.50363030131,465.57948255979,493.20241832805,522.46423212702],description:"The 12-tone equal temperament with 2:3:4 brats of +2"},"lumma_synchtrines-2":{frequencies:[261.6255653006,277.19623399848,293.69359242342,311.17279259662,329.69226891672,349.31393351076,370.10338321153,392.13011885309,415.46777761785,440.19437666896,466.39258399594,494.14997995304,523.55935978973],description:"The 12-tone equal temperament with 2:3:4 brats of -2"},lydian_chrom:{frequencies:[261.6255653006,275.39533189537,290.69507255622,307.79478270659,317.12189733406,327.03195662575,373.75080757229,402.50086969323,418.60090448096,427.14378008261,436.04260883433,475.68284600109,523.2511306012,550.79066379074,581.39014511244,615.58956541318,634.24379466812,654.0639132515,747.50161514457,805.00173938646,837.20180896192,854.28756016522,872.08521766867,951.36569200218,1046.5022612024],description:"Lydian Chromatic Tonos"},lydian_chrom2:{frequencies:[261.6255653006,272.09058791262,283.42769574232,340.11323489078,377.90359432309,400.13321751856,425.14154361347,523.2511306012],description:"Schlesinger's Lydian Harmonia in the chromatic genus"},lydian_chrominv:{frequencies:[261.6255653006,271.68808704293,281.75060878526,362.25078272391,402.50086969323,422.62591317789,442.75095666255,523.2511306012],description:"A harmonic form of Schlesinger's Chromatic Lydian inverted"},lydian_diat:{frequencies:[261.6255653006,275.39533189537,290.69507255622,327.03195662575,348.83408706747,373.75080757229,387.59343007496,402.50086969323,436.04260883433,455.00098313148,475.68284600109,498.33441009638,523.2511306012,550.79066379074,581.39014511244,654.0639132515,697.66817413493,747.50161514457,852.70554616492,805.00173938646,872.08521766867,910.00196626296,951.36569200218,996.66882019276,1046.5022612024],description:"Lydian Diatonic Tonos"},lydian_diat2:{frequencies:[261.6255653006,283.42769574232,309.19384990071,340.11323489078,358.01393146398,377.90359432309,425.14154361347,485.87604984397,523.2511306012],description:"Schlesinger's Lydian Harmonia, a subharmonic series through 13 from 26"},lydian_diat2inv:{frequencies:[261.6255653006,281.75060878526,322.00069575458,362.25078272391,382.37582620857,402.50086969323,442.75095666255,483.00104363188,523.2511306012],description:"Inverted Schlesinger's Lydian Harmonia, a harmonic series from 13 from 26"},lydian_diatcon:{frequencies:[261.6255653006,283.42769574232,309.19384990071,340.11323489078,358.01393146398,425.14154361347,485.87604984397,523.2511306012],description:"A Lydian Diatonic with its own trite synemmenon replacing paramese"},lydian_enh:{frequencies:[261.6255653006,275.39533189537,290.69507255622,299.00064605783,303.33398875432,307.79478270659,373.75080757229,402.50086969323,410.39304360878,414.45634107026,418.60090448096,475.68284600109,523.2511306012,550.79066379074,581.39014511244,598.00129211566,606.66797750864,615.58956541318,747.50161514457,805.00173938646,820.78608721757,828.91268214051,837.20180896192,951.36569200218,1046.5022612024],description:"Lydian Enharmonic Tonos"},lydian_enh2:{frequencies:[261.6255653006,266.75547834571,272.09058791262,340.11323489078,377.90359432309,388.70083987518,400.13321751856,523.2511306012],description:"Schlesinger's Lydian Harmonia in the enharmonic genus"},lydian_enhinv:{frequencies:[261.6255653006,266.65682617177,271.68808704293,362.25078272391,402.50086969323,412.56339143556,422.62591317789,523.2511306012],description:"A harmonic form of Schlesinger's Enharmonic Lydian inverted"},lydian_pent:{frequencies:[261.6255653006,269.93113880221,283.42769574232,340.11323489078,377.90359432309,395.48050568695,425.14154361347,523.2511306012],description:"Schlesinger's Lydian Harmonia in the pentachromatic genus"},lydian_pis:{frequencies:[261.6255653006,290.69507255622,327.03195662575,373.75080757229,402.50086969323,436.04260883433,475.68284600109,523.2511306012,550.79066379074,581.39014511244,654.0639132515,747.50161514457,805.00173938646,872.08521766867,951.36569200218,1046.5022612024],description:"The Diatonic Perfect Immutable System in the Lydian Tonos"},lydian_tri:{frequencies:[261.6255653006,268.51044859798,275.76748774928,340.11323489078,377.90359432309,392.4383479509,408.13588186894,523.2511306012],description:"Schlesinger's Lydian Harmonia in the first trichromatic genus"},lydian_tri2:{frequencies:[261.6255653006,268.51044859798,283.42769574232,340.11323489078,377.90359432309,392.4383479509,425.14154361347,523.2511306012],description:"Schlesinger's Lydian Harmonia in the second trichromatic genus"},nachbaur_6:{frequencies:[261.6255653006,294.32876096318,327.03195662575,359.73515228832,392.4383479509,457.84473927605,523.2511306012],description:'Fred Nachbaur\'s harmonic hexatonic, as used in "Void of Sensation"'},nassarre:{frequencies:[261.6255653006,277.66336828161,294.34406205295,311.66659310186,331.15428443044,350.6431449633,372.56793743951,394.49404533893,419.16071913933,443.82887286778,471.58032351597,495.88429116026,523.2511306012],description:"Nassarre's Equal Semitones"},negri5_19:{frequencies:[261.6255653006,271.22480440713,281.41555648081,291.74090527404,302.70251050738,313.80889368201,325.59966315504,337.54616011163,350.22880998446,363.07896889448,376.72096510961,390.54314115106,405.21705098851,420.08476989056,435.86864979507,451.86099895106,468.83881245397,486.04086171852,504.30291533224,523.2511306012],description:"Negri temperament, g=126.238272, 5-limit"},negri_19:{frequencies:[261.6255653006,269.02825605326,281.18681366715,289.14299126725,302.21061955257,310.76166549402,324.80633749066,333.99672707734,349.09149261831,358.96903024071,375.19240283292,392.14898023137,403.24482870584,421.46921730446,433.39468387282,452.98167562873,465.79878414581,486.85025820508,500.62567766841,523.2511306012],description:"Negri temperament, 13-limit, g=124.831"},negri_29:{frequencies:[261.6255653006,269.02825605326,276.64040740805,281.18681366715,289.14299126725,297.32428710198,302.21061955257,310.76166549402,319.55466133443,324.80633749066,333.99672707734,343.44715857517,349.09149261831,358.96903024071,369.1260526158,375.19240283292,385.80846524917,392.14898023137,403.24482870584,414.65463641221,421.46921730446,433.39468387282,445.65757880387,452.98167562873,465.79878414581,478.97855252217,486.85025820508,500.62567766841,514.79087238232,523.2511306012],description:"Negri temperament, 13-limit, g=124.831"},"neid-mar-morg":{frequencies:[261.6255653006,277.49581689502,293.99657683935,311.12698372208,329.99999983505,349.6228209638,369.99442271164,392.4383479509,415.77394625748,440,466.69047534984,494.44133512215,523.2511306012],description:"Neidhardt-Marpurg-de Morgan temperament (1858)"},neidhardt1:{frequencies:[261.6255653006,276.24519242498,293.00227310437,310.42509491746,328.14198392915,348.83408706747,368.32692341742,391.5530240856,414.36778843034,438.51190905657,465.11211608996,491.65745674141,523.2511306012],description:"Neidhardt I temperament (1724)"},neidhardt2:{frequencies:[261.6255653006,276.55731914056,293.00227310437,310.77584116741,328.51274831708,349.22823143301,369.15973155124,391.5530240856,414.36778843034,438.51190905657,466.16376151809,492.7691222293,523.2511306012],description:"Neidhardt II temperament (1724)"},neidhardt3:{frequencies:[261.6255653006,276.55731914056,293.00227310437,310.77584116741,328.51274831708,348.83408706747,369.15973155124,391.5530240856,414.36778843034,438.51190905657,465.63764214343,492.7691222293,523.2511306012],description:"Neidhardt III temperament (1724) 'Grosse Stadt'"},neidhardt4:{frequencies:[261.6255653006,277.18263097687,293.66476791741,311.12698372208,329.62755691287,349.22823143301,369.99442271164,391.99543598175,415.30469757995,440,466.16376151809,493.88330125613,523.2511306012],description:"Neidhardt IV temperament (1724), equal temperament"},neidhardtn:{frequencies:[261.6255653006,276.86979852503,293.66476791741,310.77584116741,329.62755691287,348.83408706747,369.99442271164,391.5530240856,415.30469757995,439.50340943686,466.16376151809,493.32589719545,523.2511306012],description:"Johann Georg Neidhardt's temperament (1732), alt. 1/6 & 0 P, also Marpurg nr.10"},neogeb24:{frequencies:[261.6255653006,270.11478301563,282.39420473706,291.55732426372,295.23185084282,304.81152420286,308.65309481038,318.66826025208,333.15492371116,343.96512368902,348.30015108876,359.6017829051,375.94928703407,388.14807710176,393.03994675222,405.79329398283,424.24066266408,438.00640969567,443.52664897728,457.91818970179,463.68937649142,478.73515685363,500.49846361623,516.73862125829,523.2511306012],description:"Neo-Gothic e-based lineotuning (T/S or Blackwood's R=e, ~2.71828), 24 notes"},neogji12:{frequencies:[261.6255653006,282.52678126125,294.32876096318,317.84262891891,332.97799220076,348.83408706747,374.60024122586,392.4383479509,423.79017189188,441.49314144476,443.97065626768,499.46698830115,523.2511306012],description:"M. Schulter, neo-Gothic 12-note JI (prim. 2/3/7/11) 1/1=F with Eb key as D+1"},neogp16a:{frequencies:[261.6255653006,274.38778799819,281.28352228595,295.02457363685,309.19384990071,317.19205704586,332.33517754401,348.83408706747,366.27579142084,374.86334014511,392.4383479509,411.12588832951,422.62591317789,442.75095666255,464.34856430463,498.91386871277,523.2511306012],description:"M. Schulter, scale from mainly prime-to-prime ratios and octave complements (Gb-D#)"},neutr_diat:{frequencies:[261.6255653006,294.32876096318,320.24370022528,348.83408706747,392.4383479509,427.47405410759,479.82340237272,523.2511306012],description:"Neutral Diatonic, 9 + 9 + 12 parts, geometric mean of major and minor"},neutr_pent1:{frequencies:[261.6255653006,302.32287545847,348.83408706747,392.4383479509,453.48431318771,523.2511306012],description:"Quasi-Neutral Pentatonic 1, 15/13 x 52/45 in each trichord, after Dudon"},neutr_pent2:{frequencies:[261.6255653006,301.87565226992,348.83408706747,392.4383479509,452.81347840488,523.2511306012],description:"Quasi-Neutral Pentatonic 2, 15/13 x 52/45 in each trichord, after Dudon"},new_enh:{frequencies:[261.6255653006,264.89588486686,279.06726965397,348.83408706747,392.4383479509,397.34382730029,418.60090448096,523.2511306012],description:"New Enharmonic"},new_enh2:{frequencies:[261.6255653006,327.03195662575,331.11985608357,348.83408706747,392.4383479509,490.54793493862,496.67978412536,523.2511306012],description:"New Enharmonic permuted"},newcastle:{frequencies:[261.6255653006,273.65745935891,291.9012907804,312.65334602246,327.03195662575,350.28154752005,366.3906401674,390.81668391305,410.48618883318,436.04260883433,467.04206359353,490.54793493862,523.2511306012],description:"Newcastle modified 1/3-comma meantone"},norden:{frequencies:[261.6255653006,274.87601291722,292.73769384471,310.07474405997,327.54963108844,349.78078158391,366.5013507395,391.37619916626,412.31401916973,437.91808280662,466.37437567834,489.99465727995,523.2511306012],description:"Reconstructed Schnitger temperament, organ in Norden. Ortgies, 2002"},novaro:{frequencies:[261.6255653006,274.70684356563,279.06726965397,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,366.27579142084,373.75080757229,392.4383479509,406.97310157871,418.60090448096,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,490.54793493862,498.33441009638,523.2511306012],description:"9-limit diamond with 21/20, 16/15, 15/8 and 40/21 added for evenness"},novaro15:{frequencies:[261.6255653006,279.06726965397,280.31310567921,281.75060878526,283.42769574232,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,301.87565226992,305.22982618403,309.19384990071,313.95067836072,319.76457981184,322.00069575458,327.03195662575,332.97799220076,336.37572681506,340.11323489078,348.83408706747,356.76213450082,359.73515228832,362.25078272391,366.27579142084,373.75080757229,377.90359432309,380.54627680087,383.71749577421,392.4383479509,402.50086969323,406.97310157871,411.12588832951,418.60090448096,425.14154361347,428.11456140098,436.04260883433,442.75095666255,448.50096908674,453.48431318771,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,483.00104363188,485.87604984397,488.36772189445,490.54793493862,523.2511306012],description:"1-15 diamond, see Novaro, 1927, Sistema Natural base del Natural-Aproximado, p"},novaro_eb:{frequencies:[261.6255653006,277.27733921611,293.70273468471,311.34510173929,329.85947563084,349.74559786079,370.61463194963,392.51515715445,416.03831243363,440.72414616847,467.23897542105,495.06435356607,524.26505360912],description:"Novaro (?) equal beating 4/3 with strectched octave, almost pure 3/2"},janke1:{frequencies:[261.6255653006,276.38325105256,293.32570896007,310.58830860439,328.86683469969,349.02656754477,368.7143392539,391.76907592069,414.34624765043,439.23819834286,465.62553897253,492.45896815637,523.2511306012],description:"Rainer Janke, Temperatur I"},janke2:{frequencies:[261.6255653006,276.38325105256,292.98704147282,310.58830860439,328.48713220126,349.02656754477,368.7143392539,391.54284657258,414.34624765043,438.73106346722,465.62553897253,491.89038573682,523.2511306012],description:"Rainer Janke, Temperatur II"},janke3:{frequencies:[261.6255653006,276.22365192501,292.98704147282,310.40895756597,328.29744538229,349.02656754477,368.50142299854,391.54284657258,414.10698098223,438.47771564426,465.62553897253,491.60634075178,523.2511306012],description:"Rainer Janke, Temperatur III"},janke4:{frequencies:[261.6255653006,275.90473010106,292.98704147282,310.76776326996,328.10786809908,349.22823143301,368.07595926604,391.54284657258,413.86785247997,438.47771564426,465.89457252293,491.32245979018,523.2511306012],description:"Rainer Janke, Temperatur IV"},janke5:{frequencies:[261.6255653006,275.58617649731,292.98704147282,310.05056613125,328.10786809908,348.82502010853,367.43868454848,391.54284657258,413.39000965417,438.47771564426,465.08793784701,491.0387427573,523.2511306012],description:"Rainer Janke, Temperatur V"},janke6:{frequencies:[261.6255653006,275.74540729824,292.98704147282,310.58830860439,328.10786809908,349.43001184052,367.65098676472,391.54284657258,413.86785247997,438.47771564426,465.89457252293,491.0387427573,523.2511306012],description:"Rainer Janke, Temperatur VI"},janke7:{frequencies:[261.6255653006,275.42703764514,292.81785438923,311.12698372208,327.91840028839,349.63190883464,367.0144478307,391.54284657258,413.62886206386,438.22451411849,467.24207374344,490.75518955849,523.2511306012],description:"Rainer Janke, Temperatur VII"},jemblung1:{frequencies:[261.6255653006,298.87388797409,337.89601991959,388.44742741354,452.30188977628,523.2511306012],description:"Scale of bamboo gamelan jemblung from Kalijering, slendro-like. 1/1=590 Hz."},jemblung2:{frequencies:[261.6255653006,300.03885820455,355.06324470257,391.40016308218,451.61555914985,523.2511306012],description:"Bamboo gamelan jemblung at Royal Batavia Society. 1/1=504 Hz."},ji_10coh:{frequencies:[261.6255653006,283.42769574232,299.7792935736,327.03195662575,348.83408706747,370.63621750918,392.4383479509,436.04260883433,457.84473927605,485.0974023282,523.2511306012],description:"Differentially coherent 10-tone scale"},ji_10coh2:{frequencies:[261.6255653006,305.22982618403,313.95067836072,348.83408706747,366.27579142084,392.4383479509,418.60090448096,436.04260883433,470.92601754108,479.64686971777,523.2511306012],description:"Other diff. coherent 10-tone scale"},ji_11:{frequencies:[261.6255653006,276.96780524107,294.32876096318,316.53463456122,336.37572681506,356.10146388137,384.42940207435,406.97310157871,432.48307733364,465.11211608996,494.26637409559,523.2511306012],description:"3 and 7 prime rational interpretation of 11-tET. OdC 2000"},ji_12:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,327.03195662575,348.83408706747,366.27579142084,392.4383479509,418.60090448096,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Basic JI with 7-limit tritone"},ji_12a:{frequencies:[261.6255653006,279.06726965397,294.32876096318,305.22982618403,327.03195662575,348.83408706747,366.27579142084,392.4383479509,418.60090448096,448.50096908674,457.84473927605,490.54793493862,523.2511306012],description:"7-limit 12-tone scale"},ji_12b:{frequencies:[261.6255653006,272.52663052146,290.69507255622,305.22982618403,327.03195662575,343.38355445704,366.27579142084,392.4383479509,418.60090448096,448.50096908674,457.84473927605,490.54793493862,523.2511306012],description:"alternate 7-limit 12-tone scale"},ji_12c:{frequencies:[261.6255653006,272.52663052146,294.32876096318,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,418.60090448096,436.04260883433,457.84473927605,490.54793493862,523.2511306012],description:'Kurzweil "Just with natural b7th", is Sauveur Just with 7/4'},ji_13:{frequencies:[261.6255653006,279.06726965397,294.32876096318,310.07474405997,327.03195662575,348.83408706747,367.91095120397,372.08969287196,392.4383479509,418.60090448096,441.49314144476,465.11211608996,490.54793493862,523.2511306012],description:"5-limit 12-tone symmetrical scale with two tritones"},ji_17:{frequencies:[261.6255653006,271.31540105247,283.8170195002,294.32876096318,310.07474405997,321.55899383997,336.37572681506,348.83408706747,361.75386806997,378.42269266694,392.4383479509,406.97310157871,425.72552925031,441.49314144476,465.11211608996,482.33849075995,504.56359022259,523.2511306012],description:"3 and 7 prime rational interpretation of 17-tET. OdC"},ji_17a:{frequencies:[261.6255653006,272.52663052146,282.55561052465,294.32876096318,310.07474405997,321.08592105074,334.88072358477,348.83408706747,363.36884069528,376.74081403286,392.4383479509,408.78994578219,426.35277308246,441.49314144476,465.11211608996,484.4917875937,502.32108537715,523.2511306012],description:"3, 5 and 11 prime rational interpretation of 17-tET, OdC"},ji_17b:{frequencies:[261.6255653006,272.52663052146,285.40970760065,294.32876096318,310.07474405997,319.76457981184,334.88072358477,348.83408706747,359.73515228832,380.54627680087,392.4383479509,408.78994578219,428.11456140098,441.49314144476,465.11211608996,479.64686971777,502.32108537715,523.2511306012],description:"Alt. 3, 5 and 11 prime rational interpretation of 17-tET, OdC"},ji_19:{frequencies:[261.6255653006,272.52663052146,275.93321340298,279.06726965397,294.32876096318,306.59245933664,313.95067836072,327.03195662575,348.83408706747,353.19451315581,367.91095120397,392.4383479509,408.78994578219,418.60090448096,436.04260883433,441.49314144476,459.88868900496,470.92601754108,490.54793493862,523.2511306012],description:"5-limit 19-tone scale"},ji_20:{frequencies:[261.6255653006,271.31540105247,279.38237857051,288.32205155576,299.00064605783,310.07474405997,321.55899383997,331.11985608357,348.83408706747,356.10146388137,372.50983809402,384.42940207435,392.4383479509,413.43299207996,425.72552925031,441.49314144476,457.84473927605,474.80195184183,489.99465727995,504.56359022259,523.2511306012],description:"3 and 7 prime rational interpretation of 20-tET. OdC"},ji_21:{frequencies:[261.6255653006,271.31540105247,279.06726965397,290.69507255622,299.00064605783,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,366.27579142084,373.75080757229,392.4383479509,406.97310157871,418.60090448096,436.04260883433,448.50096908674,457.84473927605,470.92601754108,490.54793493862,504.56359022259,523.2511306012],description:"7-limit 21-tone just scale, Op de Coul, 2001"},ji_22:{frequencies:[261.6255653006,272.52663052146,279.06726965397,282.55561052465,294.32876096318,306.59245933664,313.95067836072,327.03195662575,334.88072358477,340.65828815182,348.83408706747,363.36884069528,376.74081403286,392.4383479509,408.78994578219,418.60090448096,436.04260883433,454.2110508691,470.92601754108,490.54793493862,502.32108537715,510.98743222773,523.2511306012],description:"5-limit 22-tone scale (Zarlino?)"},ji_27:{frequencies:[261.6255653006,267.90457886781,275.62199471997,282.55561052465,290.69507255622,299.00064605783,305.22982618403,313.95067836072,320.49131749323,331.11985608357,336.37572681506,348.83408706747,356.10146388137,366.27579142084,373.75080757229,384.42940207435,392.4383479509,406.97310157871,413.43299207996,427.14378008261,436.04260883433,448.50096908674,457.84473927605,470.92601754108,484.4917875937,496.67978412536,510.98743222773,523.2511306012],description:"7-limit rational interpretation of 27-tET, OdC"},ji_29:{frequencies:[261.6255653006,267.90457886781,275.62199471997,282.55561052465,287.78812183066,294.32876096318,301.39265122629,310.07474405997,317.12189733406,323.76163705949,331.11985608357,340.65828815182,348.83408706747,356.76213450082,367.91095120397,372.08969287196,383.71749577421,392.4383479509,401.85686830172,413.43299207996,422.82919644541,431.68218274599,441.49314144476,454.2110508691,465.11211608996,475.68284600109,484.4917875937,496.67978412536,510.98743222773,523.2511306012],description:"3,5,11-prime rational interpretation of 29-tET, OdC"},ji_30:{frequencies:[261.6255653006,267.57160087561,274.70684356563,280.31310567921,286.15296204753,294.32876096318,299.7792935736,308.34441624714,313.95067836072,321.92208230347,329.64821227876,336.37572681506,344.91651675372,353.19451315581,360.81424763342,370.01329949656,379.40816842909,387.59343007496,396.89567239676,406.97310157871,415.27867508032,425.24536328225,436.04260883433,443.97065626768,456.65553216105,465.11211608996,478.40103369253,488.36772189445,498.33441009638,511.62332769895,523.2511306012],description:"11-limit rational interpretation of 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OdC"},ji_7a:{frequencies:[261.6255653006,287.78812183066,319.76457981184,348.83408706747,392.4383479509,428.11456140098,470.92601754108,523.2511306012],description:"Superparticular approximation to 7-tET. Op de Coul, 1998"},ji_8coh:{frequencies:[261.6255653006,286.99041781007,312.35527031954,339.96223546814,370.00947616612,405.83764015148,441.71144237774,480.75585116768,523.2511306012],description:"Differential coherent 8-tone scale, OdC, 2003"},ji_8coh3:{frequencies:[261.6255653006,277.97716313189,302.50455987882,327.03195662575,359.73515228832,392.4383479509,425.14154361347,466.02053819169,523.2511306012],description:"Differential fully coherent 8-tone scale, OdC, 2003"},ji_9coh:{frequencies:[261.6255653006,287.78812183066,313.95067836072,327.03195662575,366.27579142084,392.4383479509,418.60090448096,470.92601754108,497.08857407114,523.2511306012],description:"Differentially coherent 9-tone scale"},ji_ri24a:{frequencies:[261.6255653006,269.10058145205,277.01530443593,285.40970760065,294.32876096318,301.87565226992,310.68035879446,319.76457981184,329.87571277032,340.11323489078,348.83408706747,359.73515228832,370.63621750918,380.54627680087,392.4383479509,402.50086969323,414.99227599406,428.11456140098,440.63253103259,453.48431318771,465.11211608996,479.64686971777,494.18162334558,508.71637697339,523.2511306012],description:"M. Schulter, just/rational intonation system - with circulating 24-note set"},jioct12:{frequencies:[261.6255653006,272.52663052146,282.55561052465,302.80736724606,313.95067836072,327.03195662575,363.36884069528,376.74081403286,392.4383479509,436.04260883433,454.2110508691,470.92601754108,523.2511306012],description:"12-tone JI version of Messiaen's octatonic scale, Erlich & Par\xef\xbf\xbdzek"},"jobin-bach":{frequencies:[261.6255653006,275.07759559501,292.50627485027,309.76836826904,327.03195662575,348.83408706747,366.77012764335,391.22147055517,412.61639318626,437.39890198442,464.6525521713,489.02683710225,523.2511306012],description:"Emile Jobin, WTC temperament after Bach's signet"},"johnson-secor_rwt":{frequencies:[261.6255653006,276.16031892841,293.03678286293,310.07474405997,327.94037872749,348.83408706747,368.21375857121,391.52992584916,414.24047839262,438.40450629885,465.11211608996,490.95167809495,523.2511306012],description:"Johnson/Secor proportional-beating well-temperament with five 24/19s."},johnson_44:{frequencies:[261.6255653006,265.7783520514,269.99705605222,274.2827236086,278.63641763414,283.05921791404,287.55222124002,292.11654190835,296.75331210627,301.46368356757,306.24882108355,311.17820103386,316.11753722951,321.13527558179,326.23266245367,331.4109583385,336.67144939063,342.01544029518,347.44425644654,352.9592442771,358.56177366235,364.2532300084,370.03502692537,375.90859839047,381.87540114246,387.93691728375,394.09464571975,400.35011587045,406.70487919155,413.16051176499,419.71861468993,426.38081694263,433.14876596753,440.02414274758,447.00865248514,454.10402744924,461.31203006992,468.63444275836,476.07308421189,483.62979961065,491.30646309654,499.10497838378,507.02727962797,515.07533168556,523.2511306012],description:"Aaron Johnson, 44-tET approximation"},johnson_7:{frequencies:[261.6255653006,288.83389952765,318.87182567809,352.10227751942,388.71994014354,429.2294430713,473.86811641255,523.2511306012],description:"Aaron Johnson, 7-tET 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19/15"},johnston:{frequencies:[261.6255653006,275.93321340298,294.32876096318,315.35224388912,327.03195662575,359.73515228832,367.91095120397,392.4383479509,401.35740131342,441.49314144476,457.84473927605,490.54793493862,523.2511306012],description:"Ben Johnston's combined otonal-utonal scale"},johnston_21:{frequencies:[261.6255653006,272.52663052146,282.55561052465,294.32876096318,306.59245933664,313.95067836072,327.03195662575,334.88072358477,340.65828815182,348.83408706747,363.36884069528,376.74081403286,392.4383479509,408.78994578219,418.60090448096,436.04260883433,454.2110508691,470.92601754108,490.54793493862,502.32108537715,510.98743222773,523.2511306012],description:"Johnston 21-note just enharmonic 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scale"},"johnston_6-qt":{frequencies:[261.6255653006,262.79353657426,266.47048317654,267.57160087561,271.31540105247,272.52663052146,277.4816601673,280.31310567921,284.23518205497,290.69507255622,294.32876096318,297.30177875068,299.7792935736,300.33547037059,305.22982618403,306.59245933664,310.07474405997,311.45900631024,316.53463456122,317.12189733406,319.76457981184,322.99452506247,327.03195662575,334.46450109452,339.14425131559,342.60490694126,348.83408706747,350.39138209902,355.29397756872,356.76213450082,361.75386806997,363.36884069528,367.91095120397,373.75080757229,381.53728273004,382.24514410802,387.59343007496,390.82337532559,392.4383479509,396.40237166758,399.70572476481,406.97310157871,408.78994578219,413.43299207996,420.46965851882,426.35277308246,436.04260883433,445.95266812602,452.19233508746,459.88868900496,465.11211608996,467.18850946536,475.68284600109,479.64686971777,484.4917875937,486.49381977384,490.54793493862,248.7057842981,498.33441009638,508.71637697339,516.79124009995,523.2511306012],description:"11-limit complete system from Ben Johnston's _6th Quartet_"},"johnston_6-qt_row":{frequencies:[261.6255653006,272.52663052146,290.69507255622,306.59245933664,327.03195662575,350.39138209902,363.36884069528,399.70572476481,408.78994578219,436.04260883433,445.95266812602,490.54793493862,508.71637697339],description:"11-limit 'prime row' from Ben Johnston's \"6th Quartet\""},johnston_81:{frequencies:[116.54094037952,117.99770213426,119.33792294863,119.89808681021,120.82964698549,121.39681289533,122.77564089365,122.91427305652,124.31033640482,124.45070146973,125.86421560988,127.43751830501,127.89129259755,128.03570110055,129.48993375502,131.10855792696,132.74741490105,134.25516331721,134.88534766148,135.93335285867,136.57141450725,138.12259600536,138.27855718859,139.84912845542,141.59724256112,142.26189011172,143.87770417225,145.6761754744,147.49712766783,149.17240368579,151.03705873186,151.74601611917,153.46955111706,155.38792050603,157.33026951235,159.11723059817,159.29689788126,161.10619598065,161.86241719378,163.70085452487,163.8856974087,165.74711520643,165.93426862631,167.81895414651,169.91669107334,170.71426813406,172.6532450067,174.81141056928,176.9965532014,179.00688442294,179.84713021531,181.24447047823,182.095219343,184.16346134048,184.37140958479,186.46550460723,188.79632341482,189.68252014896,191.15627745751,191.83693889633,194.23490063253,196.66283689044,198.89653824771,199.12112235157,199.83014468368,201.38274497581,202.32802149222,204.62606815608,204.85712176088,207.18389400804,207.41783578289,209.77369268314,212.39586384168,213.39283516758,215.81655625837,218.5142632116,221.24569150175,223.75860552868,226.55558809779,227.61902417875,230.2043266756,233.08188075904],description:"Johnston 81-note 5-limit scale of Sonata for Microtonal Piano"},jorgensen:{frequencies:[261.6255653006,269.51415085551,288.85811466493,309.59046173614,318.92511007349,352.12195684808,355.62605411908,388.77403176757,408.50706336067,429.24143792307,469.25139168707,473.92081401802,523.2511306012],description:"Jorgensen's 5&7 temperament"},jousse:{frequencies:[261.6255653006,276.90198715646,293.15566421679,311.51473523959,328.62702621286,349.28097970329,369.20264759391,391.76800554826,415.35298052707,439.0631553946,466.60176257857,492.27019703794,523.2511306012],description:"Temperament of Jean Jousse (1832)"},jousse2:{frequencies:[261.6255653006,277.21176919085,293.63180098233,311.16627887077,329.63881547742,349.36510452864,370.14670828388,392.04008509316,415.41939014292,440.0494382652,466.3511549761,494.0599599767,523.2511306012],description:"Jean Jousse's quasi-equal 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genus"},oconnell:{frequencies:[261.6255653006,267.57429119961,272.27874977392,278.46970304972,283.3657217904,288.34782337261,294.90414810658,300.08911516052,305.36524364276,312.30850472426,317.79947295261,323.38698268281,330.74001416845,336.55504284097,344.20748191927,350.25929591231,356.41751010259,364.52157313929,370.93054700815,377.45220049416,386.03454097812,392.82175095637,399.72829510222,408.81713953112,416.00491024634,423.31905787312],description:"Walter O'Connell, Pythagorean scale of 25 octaves reduced by Phi. XH 15 (1993)"},oconnell_11:{frequencies:[261.6255653006,272.27874977392,288.34782337261,300.08911516052,312.30850472426,323.38698268281,344.20748191927,356.41751010259,370.93054700815,386.03454097812,408.81713953112,423.31905787312],description:"Walter O'Connell, 11-note mode of 25-tone scale"},oconnell_14:{frequencies:[261.6255653006,272.27874977392,283.3657217904,288.34782337261,300.08911516052,312.30850472426,323.38698268281,336.55504284097,344.20748191927,356.41751010259,370.93054700815,386.03454097812,399.72829510222,408.81713953112,423.31905787312],description:"Walter O'Connell, 14-note mode of 25-tone scale"},oconnell_7:{frequencies:[261.6255653006,283.3657217904,300.08911516052,323.38698268281,344.20748191927,370.93054700815,392.82175095637,423.31905787312],description:"Walter O'Connell, 7-note mode of 25-tone 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8 tones"},octony_trans5:{frequencies:[261.6255653006,271.31540105247,279.06726965397,317.94773560837,327.03195662575,339.14425131559,348.83408706747,508.71637697339,523.2511306012],description:"Complex 15 of p. 115, an Octony based on Archytas's Enharmonic, 8 tones"},octony_trans6:{frequencies:[261.6255653006,269.10058145205,271.31540105247,279.06726965397,336.37572681506,345.98646186692,348.83408706747,358.80077526939,523.2511306012],description:"Complex 14 of p. 115, an Octony based on Archytas's Enharmonic, 8 tones"},octony_u:{frequencies:[261.6255653006,280.31310567921,301.87565226992,327.03195662575,356.76213450082,392.4383479509,436.04260883433,490.54793493862,523.2511306012],description:"7)8 octony from 1.3.5.7.9.11.13.15, 1.3.5.7.9.11.13 tonic (subharmonics 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Mersenne/Ban without D#"},major_clus:{frequencies:[261.6255653006,275.93321340298,290.69507255622,294.32876096318,327.03195662575,348.83408706747,367.91095120397,392.4383479509,436.04260883433,441.49314144476,465.11211608996,490.54793493862,523.2511306012],description:"Chalmers' Major Mode Cluster"},major_wing:{frequencies:[261.6255653006,272.52663052146,294.32876096318,313.95067836072,327.03195662575,348.83408706747,392.4383479509,408.78994578219,418.60090448096,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Chalmers' Major Wing with 7 major and 6 minor triads"},malcolm:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,418.60090448096,436.04260883433,465.11211608996,490.54793493862,523.2511306012],description:"Malcolm's Monochord (1721), and C major in Yamaha synths, Wilkinson: Tuning In"},malcolm2:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,327.03195662575,348.83408706747,370.63621750918,392.4383479509,414.24047839262,436.04260883433,463.29527188648,490.54793493862,523.2511306012],description:"Malcolm 2"},malcolm_ap:{frequencies:[261.6255653006,279.47938236087,293.66476791741,313.97746652079,326.1838132033,349.22823143301,369.99442271164,391.99543598175,419.68935090103,436.0054062308,466.16376151809,489.82458627646,523.2511306012],description:"Best approximations in mix of all ETs from 12-23 to Malcolm's Monochord"},malcolm_me:{frequencies:[261.6255653006,294.32876096318,327.03195662575,359.73515228832,392.4383479509,457.84473927605,490.54793493862,523.2511306012],description:"Malcolm's Mid-East"},malcolme:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,327.03195662575,348.83408706747,372.08969287196,392.4383479509,418.60090448096,436.04260883433,465.11211608996,496.11959049595,523.2511306012],description:"Most equal interval permutation of Malcolm's Monochord"},malcolme2:{frequencies:[261.6255653006,275.93321340298,294.32876096318,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,418.60090448096,436.04260883433,465.11211608996,490.54793493862,523.2511306012],description:"Inverse most equal interval permutation of Malcolm's Monochord"},malcolms:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,327.03195662575,348.83408706747,369.99442271164,392.4383479509,418.60090448096,436.04260883433,465.11211608996,490.54793493862,523.2511306012],description:"Symmetrical version of Malcolm's Monochord and Albion scale"},malerbi:{frequencies:[261.6255653006,275.62199471997,292.73769384471,310.07474405997,327.54963108844,348.83408706747,367.49599295996,391.37619916626,413.43299207996,437.91808280662,465.11211608996,489.99465727995,523.2511306012],description:"Luigi Malerbi's well-temperament nr.1 (1794) (nr.2 = Young)"},malgache:{frequencies:[261.6255653006,275.93321340298,294.32876096318,306.59245933664,327.03195662575,353.19451315581,367.91095120397,392.4383479509,413.89982010446,441.49314144476,459.88868900496,490.54793493862,523.2511306012],description:"tuning from Madagascar"},malgache1:{frequencies:[261.6255653006,279.06726965397,294.32876096318,310.07474405997,327.03195662575,353.19451315581,376.74081403286,392.4383479509,418.60090448096,441.49314144476,465.11211608996,490.54793493862,523.2511306012],description:"tuning from Madagascar"},malgache2:{frequencies:[261.6255653006,275.93321340298,294.32876096318,313.95067836072,327.03195662575,353.19451315581,367.91095120397,392.4383479509,408.78994578219,441.49314144476,470.92601754108,490.54793493862,523.2511306012],description:"tuning from Madagascar"},malkauns:{frequencies:[261.6255653006,313.95067836072,348.83408706747,418.60090448096,465.11211608996,523.2511306012],description:"Raga Malkauns, inverse of prime_5"},mambuti:{frequencies:[261.6255653006,294.34406205295,331.72862856444,394.26624244126,466.16376151809,525.06772693396,590.39077962608,792.18471060794,999.82182774046],description:"African Mambuti Flutes (aerophone; vertical wooden; one note each)"},mandelbaum5:{frequencies:[261.6255653006,272.52663052146,282.55561052465,290.69507255622,302.80736724606,313.95067836072,327.03195662575,340.65828815182,348.83408706747,363.36884069528,376.74081403286,392.4383479509,403.74315632809,418.60090448096,436.04260883433,454.2110508691,470.92601754108,484.4917875937,502.32108537715,523.2511306012],description:"Mandelbaum's 5-limit 19-tone scale, kleismic detempered circle of minor thirds"},mandelbaum7:{frequencies:[261.6255653006,272.52663052146,280.31310567921,294.32876096318,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,366.27579142084,376.74081403286,392.4383479509,406.97310157871,418.60090448096,436.04260883433,457.84473927605,470.92601754108,490.54793493862,504.56359022259,523.2511306012],description:"Mandelbaum's 7-limit 19-tone scale"},marimba1:{frequencies:[261.6255653006,284.4818984792,319.50463429683,342.83241505062,371.92288545737,411.72190027758,457.09800545097,500.48847822777,547.68138927822,612.97866327818,651.68292300609,728.11694797601,807.8963375694,903.69557412727,1013.19282257599,1069.7265813247,1225.95732655636,1303.36584601218],description:"Marimba of the Bakwese, SW Belgian Congo (Zaire). 1/1=140.5 Hz"},marimba2:{frequencies:[261.6255653006,279.11058864149,318.03161540472,343.03050002254,379.95718438213,421.58889248327,458.6849347701,519.33670373121,571.2689787911,613.68721319418,694.83488613378,761.23234162637,846.59395682498,953.56868388592,1049.52904699774,1145.8425062572,1271.3918647407,1389.66977226756],description:"Marimba of the Bakubu, S. Belgian Congo (Zaire). 1/1=141.5 Hz"},marimba3:{frequencies:[261.6255653006,296.73398952435,348.2210758395,420.13030572059,476.50902003141,518.73708886244,603.49292471609,696.44215167899,840.26061144117,953.01804006282,1037.47417772488],description:"Marimba from the Yakoma tribe, Zaire. 1/1=185.5 Hz"},marion:{frequencies:[261.6255653006,269.91407136119,278.46532473603,287.28749371714,296.38899008685,305.77900572762,315.46632790985,325.46074015958,335.7715953476,346.4093067252,357.3838291689,368.70624618807,380.38737313392,392.4383479509,411.71310103548,431.93429139282,453.14890242083,475.40520223986,498.75490298644,523.2511306012],description:"scale with two different ET step 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fifths"},"marpurg-t8":{frequencies:[261.6255653006,277.49581689502,293.33333347996,311.12698372208,329.99999983505,348.83408706747,369.99442271164,391.11111150212,414.83597850347,440,466.69047534984,493.32589719545,523.2511306012],description:"Marpurg's temperament nr.8, 4 tempered fifths"},"marpurg-t9":{frequencies:[261.6255653006,277.49581689502,294.32876096318,312.18279369479,331.11985608357,350.01785633742,371.24999944327,392.4383479509,416.24372513446,441.49314144476,468.27419030811,496.67978412536,523.2511306012],description:"Marpurg's temperament nr.9, 4 tempered fifths"},marpurg:{frequencies:[261.6255653006,277.49581689502,293.83071040301,311.12698372208,329.99999983505,349.42557141756,369.99442271164,392.4383479509,415.53937569366,440,466.69047534984,494.16238213869,523.2511306012],description:"Marpurg, Versuch ueber die musikalische Temperatur (1776), p. 153"},marpurg1:{frequencies:[261.6255653006,272.52663052146,294.32876096318,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,408.78994578219,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Marpurg's Monochord no.1 (1776)"},marpurg3:{frequencies:[261.6255653006,272.52663052146,294.32876096318,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,408.78994578219,441.49314144476,465.11211608996,490.54793493862,523.2511306012],description:"Marpurg 3"},marpurg4:{frequencies:[261.6255653006,272.52663052146,290.69507255622,313.95067836072,327.03195662575,348.83408706747,363.36884069528,392.4383479509,408.78994578219,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Marpurg 4, also Yamaha Pure Minor"},marsh:{frequencies:[261.6255653006,275.50659558095,293.15632631094,311.93674864629,328.48713220126,349.53094576004,368.07595926604,391.65594491223,412.43597848639,438.85779226656,466.97226207056,491.74834273545,523.2511306012],description:"John Marsh's meantone temperament (1809)"},marsh2:{frequencies:[261.6255653006,277.22760066578,293.66431501254,311.21660561883,329.70790803338,349.18845812715,369.99117208793,391.90679138833,415.30984563838,439.96491544382,466.29335337935,494.03030700757,523.2511306012],description:"John Marsh's quasi-equal temperament (1840)"},mavila12:{frequencies:[261.6255653006,256.98292999787,287.53945699376,321.72930260925,316.02010771872,353.59644178868,347.32175377489,388.62000642034,381.72381344999,427.11263899087,477.89842030218,469.41794908116,525.2340355968],description:"A 12-note mavila scale (for warping meantone-based music)"},mavila9:{frequencies:[261.6255653006,287.53945699376,316.02010771872,321.72930260925,353.59644178868,388.62000642034,427.11263899087,434.82882549415,477.89842030218,525.2340355968],description:"9-note scale of mavila temperament (TOP tuning)"},mavlim1:{frequencies:[261.6255653006,294.32876096318,313.95067836072,327.03195662575,348.83408706747,392.4383479509,418.60090448096,436.04260883433,465.11211608996,523.2511306012],description:"First 27/25&135/128 scale"},mbira_banda:{frequencies:[261.6255653006,291.13134764929,327.53979283172,368.50142299854,404.88256627495,443.57258128492,480.10063929961,555.00605988575],description:"Mubayiwa Bandambira's tuning of keys R2-R9 from Berliner: The soul of mbira."},mbira_banda2:{frequencies:[261.6255653006,321.16993719469,360.29289210659,380.8360868427,422.32008370967,461.34206956593,587.32953583482,513.96502576833,761.67217368541,711.48673390068,849.04255025658,936.10488897708,1046.50286568598,633.49659152295,1055.60951665979,1174.65975017952,1321.5609185619,1486.83332446121,1633.62433483289,1789.73120457747,1937.11498804338,2239.34414798534],description:"Mubayiwa Bandambira's Mbira DzaVadzimu tuning B1=114 Hz"},mbira_gondo:{frequencies:[261.6255653006,315.28798447451,345.21700307457,379.51849407657,422.56409582244,461.07566488503,564.05539604512,516.94239487354,778.57545143809,697.24717811406,842.69088701475,926.42243447898,1029.11884353824,628.3943418294,1040.47545270591,1153.813137635,1308.64724593201,1415.59600512246,1572.51770682594,1715.83353717518,1883.05646656025,2103.91477035149],description:"John Gondo's Mbira DzaVadzimu tuning B1=122 Hz"},mbira_kunaka:{frequencies:[261.6255653006,292.98704147282,325.27731021818,350.44066402496,386.59871897734,434.19311733646,479.82340237272,507.76825077597],description:"John Kunaka's mbira tuning of keys R2-R9"},mbira_kunaka2:{frequencies:[261.6255653006,340.26769547546,358.83903996308,405.11650317313,448.98591596033,490.75518955849,622.61349925697,541.70354187177,817.28364083393,724.3415782324,907.35693646861,997.5144154576,1094.73088724383,673.88551872153,1085.91380691742,1216.08403680913,1350.10935126711,1454.55340013417,1604.63250673428,1802.17976955899,1991.5747030301,2107.56373750553],description:"John Kunaka's Mbira DzaVadzimu tuning B1=113 Hz"},mbira_mude:{frequencies:[261.6255653006,289.28740724512,309.15639683494,364.68988616898,372.56793743951,408.17001145418,507.1819925915,459.74594725879,689.63684605432,610.50517472746,760.79276355093,824.39562982862,887.65774573556,562.75365576207,888.68380073365,1015.53708814899,1126.80895076279,1206.28956516212,1365.00817887311,1507.58874420517,1666.02447560859,1935.99638964471],description:"Hakurotwi Mude's Mbira DzaVadzimu tuning B1=132 Hz"},mbira_mujuru:{frequencies:[261.6255653006,281.37682788104,301.05008478933,329.43721154897,394.9500460767,419.64523240241,533.01280425363,488.77489658044,700.88132804992,602.10016957865,765.19999119503,809.29752893,942.6160133907,577.57308891646,937.72844143307,1046.50286568598,1145.18149427149,1243.7900049313,1411.51350174391,1540.15576038017,1658.34356815416,1904.9365287586],description:"Ephat Mujuru's Mbira DzaVadzimu tuning, B1=106 Hz"},mbira_zimb:{frequencies:[261.6255653006,276.86260193655,305.95868600104,343.62544191138,379.08031027329,408.40584780369,453.41648894489,507.76825077597],description:"Shona mbira scale"},mboko_bow:{frequencies:[261.6255653006,347.61817721989,375.37611551499],description:"African Mboko Mouth Bow (chordophone, single string, plucked)"},mboko_zither:{frequencies:[261.6255653006,294.68429813772,319.3201344739,354.92237405774,396.55020354877,418.67676528474,472.67116512585,513.07516347663],description:"African Mboko Zither (chordophone; idiochordic palm fibre, plucked)"},mcclain:{frequencies:[261.6255653006,275.93321340298,294.32876096318,306.59245933664,327.03195662575,331.11985608357,367.91095120397,392.4383479509,408.78994578219,441.49314144476,490.54793493862,510.98743222773,523.2511306012],description:"McClain's 12-tone scale, see page 119 of The Myth of Invariance"},mcclain_18:{frequencies:[261.6255653006,275.93321340298,294.32876096318,306.59245933664,319.36714514233,327.03195662575,331.11985608357,344.91651675372,367.91095120397,383.2405741708,392.4383479509,408.78994578219,413.89982010446,441.49314144476,459.88868900496,490.54793493862,496.67978412536,510.98743222773,523.2511306012],description:"McClain's 18-tone scale, see page 143 of The Myth of Invariance"},mcclain_8:{frequencies:[261.6255653006,294.32876096318,327.03195662575,367.91095120397,392.4383479509,408.78994578219,441.49314144476,490.54793493862,523.2511306012],description:"McClain's 8-tone scale, see page 51 of The Myth of Invariance"},mccoskey_22:{frequencies:[261.6255653006,270.06509966514,279.06726965397,287.78812183066,299.00064605783,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,359.73515228832,366.27579142084,382.37582620857,392.4383479509,406.97310157871,418.60090448096,436.04260883433,448.50096908674,457.84473927605,470.92601754108,490.54793493862,506.89953276991,523.2511306012],description:"31-limit rational interpretation of 22-tET, Marion McCoskey"},mclaren_bar:{frequencies:[261.6255653006,281.77400528964,292.14326370913,304.76756192248,325.50548568708,328.66136118639,353.45752508165,360.67039921732,379.1552038283,397.63971531932,405.75513620619,436.411067852,476.98680497297,521.16951219839],description:"Metal bar scale. see McLaren, Xenharmonicon 15, pp.31-33"},mclaren_cps:{frequencies:[261.6255653006,275.93321340298,286.15296204753,294.32876096318,306.59245933664,327.03195662575,343.38355445704,367.91095120397,392.4383479509,408.78994578219,429.2294430713,441.49314144476,457.84473927605,490.54793493862,515.07533168556,523.2511306012],description:"2)12 [1,2,3,4,5,6,8,9,10,12,14,15] a degenerate CPS"},mclaren_harm:{frequencies:[261.6255653006,279.06726965397,299.00064605783,304.4370214407,307.2300216374,348.83408706747,380.54627680087,389.39619021485,393.97732186443,398.6675280771,465.11211608996,523.2511306012],description:'from "Wilson part 9", claimed to be Schlesingers Dorian Enharmonic, prov. unkn'},mclaren_rath1:{frequencies:[261.6255653006,279.06726965397,299.00064605783,334.88072358477,341.71502406609,348.83408706747,372.08969287196,380.54627680087,389.39619021485,398.6675280771,492.47165233054,507.3950357345,523.2511306012],description:"McLaren Rat H1"},mclaren_rath2:{frequencies:[261.6255653006,279.06726965397,299.00064605783,334.88072358477,341.71502406609,348.83408706747,380.54627680087,389.39619021485,398.6675280771,440.63253103259,452.54151835779,465.11211608996,523.2511306012],description:"McLaren Rat H2"},mean10:{frequencies:[261.6255653006,272.18829429226,292.14313377277,313.56091500001,326.220453695,350.13653284039,364.27275363262,390.97854693193,406.76370320307,436.58461973079,468.59178605305,487.51045723915,523.2511306012],description:"3/10-comma meantone scale"},mean11:{frequencies:[261.6255653006,272.83457350033,292.34115464648,313.24237654315,326.6628419965,350.01792709981,365.01399145768,391.11103243201,407.86767761879,437.02858581415,468.2743796482,488.33699124025,523.2511306012],description:"3/11-comma meantone scale. A.J. Ellis no. 10"},mean11ls_19:{frequencies:[261.6255653006,272.93479580544,280.25721516838,292.37183188538,305.01012622427,313.1930753928,326.73140514978,340.85495140859,349.99956372811,365.12891753666,374.92476290643,391.13155279262,408.03891236124,418.98596425085,437.09738047696,455.99169236578,468.2252457596,488.46511500326,509.57988860269,523.2511306012],description:"Least squares appr. to 3/2, 5/4, 7/6, 15/14 and 11/8, Petr Par\xef\xbf\xbdzek"},mean13:{frequencies:[261.6255653006,273.83184954717,292.64606374809,312.75295135888,327.34460995374,349.8355370417,366.15730590163,391.31494185909,409.57195510156,437.7124891801,467.78648270341,489.61131479929,523.2511306012],description:"3/13-comma meantone scale"},mean14:{frequencies:[261.6255653006,274.22463192287,292.76593693997,312.56088569186,327.61283758281,349.76390952171,366.60744235102,391.39507854003,410.24343789088,437.98145930734,467.59494724206,490.11285326462,523.2511306012],description:"3/14-comma meantone scale (Giordano Riccati, 1762)"},mean14_15:{frequencies:[261.6255653006,274.22463192287,279.31500250577,292.76593693997,306.86462618694,312.56088569186,327.61283758281,349.76390952171,366.60744235102,391.39507854003,410.24343789088,417.8586951835,437.98145930734,467.59494724206,490.11285326462,523.2511306012],description:"15 of 3/14-comma meantone scale"},mean14_19:{frequencies:[261.6255653006,274.22463192287,279.31500250577,292.76593693997,306.86462618694,312.56088569186,327.61283758281,343.38964426558,349.76390952171,366.60744235102,373.41269440635,391.39507854003,410.24343789088,417.8586951835,437.98145930734,459.07327263526,467.59494724206,490.11285326462,513.71515101261,523.2511306012],description:"19 of 3/14-comma meantone scale"},mean14_7:{frequencies:[261.6255653006,292.76593693997,327.61283758281,349.76390952171,391.39507854003,437.98145930734,490.11285326462,523.2511306012],description:"Least squares appr. of 5L+2S to Ptolemy's Intense Diatonic scale"},mean14a:{frequencies:[261.6255653006,274.24690838881,292.77273178776,312.55000460003,327.62804498858,349.75985073129,366.63296888199,391.39962048672,410.28152481852,437.9967071602,467.58409501387,490.1412915133,523.2511306012],description:'fifth of sqrt(5/2)-1 octave "recursive" meantone, Paul Hahn'},mean16:{frequencies:[261.6255653006,274.864106667,292.9608347655,312.24903186879,328.04917632434,349.64754658398,367.34009701877,391.52533508436,411.33694767869,438.41888642025,467.28387071703,490.92894854125,523.2511306012],description:"3/16-comma meantone scale"},mean17:{frequencies:[261.6255653006,273.72412433093,292.61316553779,312.80569569783,327.2710181906,349.85520131118,366.03383354947,391.29294726693,409.38781813791,437.63868343995,467.83907547741,489.47372981579,523.2511306012],description:"4/17-comma meantone scale, least squares error of 5/4 and 3/2"},mean17_17:{frequencies:[261.6255653006,273.72412433093,279.67971414776,292.61316553779,306.14471057197,312.80569569783,327.2710181906,349.85520131118,366.03383354947,373.99786656393,391.29294726693,409.38781813791,418.29512920081,437.63868343995,457.8767570375,467.83907547741,489.47372981579,523.2511306012],description:"4/17-comma meantone scale with split C#/Db, D#/Eb, F#/Gb, G#/Ab and A#/Bb"},mean17_19:{frequencies:[261.6255653006,273.72412433093,279.67971414776,292.61316553779,306.14471057197,312.80569569783,327.2710181906,342.40527209253,349.85520131118,366.03383354947,373.99786656393,391.29294726693,409.38781813791,418.29512920081,437.63868343995,457.8767570375,467.83907547741,489.47372981579,512.10885267608,523.2511306012],description:"4/17-comma meantone scale, least squares error of 5/4 and 3/2"},mean18:{frequencies:[261.6255653006,272.71477685134,292.30447317753,313.30134186202,326.58087306932,350.03988839382,364.87661266094,391.0864943589,407.66301227525,436.94633423564,468.33314368944,488.18382342185,523.2511306012],description:"5/18-comma meantone scale (Smith). 3/2 and 5/3 eq. beat. A.J. Ellis no. 9"},mean19:{frequencies:[261.6255653006,273.06170311607,292.41066686775,313.13068664042,326.81820677503,349.97632128221,365.27443420834,391.15752841841,408.25574814862,437.18446858874,468.16306089008,488.62733218513,523.2511306012],description:"5/19-comma meantone scale, fifths beats three times third. A.J. Ellis no. 11"},mean19r:{frequencies:[261.6255653006,273.04332227389,292.40504357126,313.13971948727,326.80563693258,349.97968716666,365.25335892465,391.15376651139,408.22434232755,437.17185753972,468.17206422213,488.60384173026,523.2511306012],description:"Approximate 5/19-comma meantone with 19/17 tone, Petr Parizek, 2002"},mean23:{frequencies:[261.6255653006,274.15058593695,292.74334833321,312.59706303545,327.56228503462,349.77740346966,366.52259116395,391.37997903742,410.11684180717,437.93077103284,467.63102771476,490.01832104213,523.2511306012],description:"5/23-comma meantone scale, A.J. Ellis no. 4"},mean23six:{frequencies:[261.6255653006,273.11604376732,292.42729246507,313.10398392891,326.85537164611,349.96637341293,365.33674088125,391.16864715511,408.34860251967,437.22175336101,468.13644404983,488.69678846289,523.2511306012],description:"6/23-comma meantone scale"},mean25:{frequencies:[261.6255653006,272.66208311698,292.28833573479,313.32728859832,326.54481265413,350.04955123355,364.81618195011,391.07569872695,407.57299290994,436.91015056532,468.35900068872,488.11644468937,523.2511306012],description:"7/25-comma meantone scale, least square weights 3/2:0 5/4:1 6/5:1"},mean26:{frequencies:[261.6255653006,272.91754119498,292.36655103694,313.20156187458,326.7196004604,350.00272362315,365.10913291207,391.12802157824,408.00943064927,437.08553692506,468.23370304224,488.44305713046,523.2511306012],description:"7/26-comma meantone scale (Woolhouse 1835). Almost equal to meaneb742"},mean26_21:{frequencies:[261.6255653006,272.91754592428,280.26986822267,292.36655272572,304.98534036063,313.20156006546,326.71960423481,335.52133892506,340.8210986211,350.00272362315,365.10913712997,374.9450750913,391.12802157824,408.00943771953,419.00109777107,437.08553944976,455.95052092314,468.23370033762,488.44306277317,501.60158217053,509.52467838008,523.2511306012],description:"21 of 7/26-comma meantone scale (Woolhouse 1835)"},mean27:{frequencies:[261.6255653006,273.15429014256,292.43899158768,313.08519355925,326.88152513903,349.9593710588,365.38059276675,391.17647406766,408.41395592075,437.24799400905,468.11771609009,488.74567091648,523.2511306012],description:"7/27-comma meantone scale, least square weights 3/2:2 5/4:1 6/5:1"},mean29:{frequencies:[261.6255653006,273.57932033947,292.56893127899,312.87664195194,327.1720749345,349.88164908166,365.86785468743,391.26336919078,409.14031659695,437.53944680455,467.90980928584,489.28875967044,523.2511306012],description:"7/29-comma meantone scale, least square weights 3/2:4 5/4:1 6/5:1"},mean2sev:{frequencies:[261.6255653006,272.52663052146,292.24684137387,313.39402123097,326.45210604021,350.07440004945,364.66083404534,391.04793957621,407.34160211012,436.81711699543,468.42550014967,487.94322738789,523.2511306012],description:"2/7-comma meantone scale. Zarlino's temperament (1558). See also meaneb371"},mean2sev_15:{frequencies:[261.6255653006,272.52663052146,280.55692507618,292.24689370448,304.42377254813,313.39402847191,326.45203249943,350.07447082328,364.66081719444,391.04786051887,407.34165622677,419.34452602299,436.81710690282,468.42541627199,487.94330348661,523.2511306012],description:"15 of 2/7-comma meantone scale"},mean2sev_19:{frequencies:[261.6255653006,272.52663052146,280.55692507618,292.24689370448,304.42377254813,313.39402847191,326.45203249943,340.0543130973,350.07447082328,364.66081719444,375.40603866065,391.04786051887,407.34165622677,419.34452602299,436.81710690282,455.01770749831,468.42541627199,487.94330348661,508.27414914183,523.2511306012],description:"19 of 2/7-comma meantone scale"},mean2sev_31:{frequencies:[261.6255653006,264.72620698393,272.52663052146,280.55692507618,283.88190679319,292.24689370448,300.8583415146,304.42377254813,313.39402847191,317.10820138491,326.45203249943,336.07138073182,340.0543130973,350.07447082328,354.22315547012,364.66081719444,375.40603866065,379.85514366424,391.04786051887,395.6823437549,407.34165622677,419.34452602299,424.31412061457,436.81710690282,449.68851049921,455.01770749831,468.42541627199,473.97693555703,487.94330348661,502.32108537715,508.27414914183,523.2511306012],description:"31 of 2/7-comma meantone scale"},mean2seveb:{frequencies:[261.6255653006,274.26749945295,292.59076110537,312.44357330613,327.42660602987,349.76102048238,366.6169314736,391.04794861134,410.01084835752,437.49574139527,467.27496094916,489.74950989452,523.2511306012],description:'"2/7-comma" meantone with equal beating fifths. A.J. Ellis no. 8'},mean2sevr:{frequencies:[261.6255653006,272.52663052146,292.24289114742,313.39346366789,326.45152465405,350.07234194042,364.65868952128,391.04531121882,407.33886585294,436.81651812993,468.41855142334,487.93599106598,523.2511306012],description:"Rational approximation to 2/7-comma meantone, 1/1 = 262.9333"},mean9:{frequencies:[261.6255653006,274.03547926168,292.70827332867,306.59245933664,327.48360691354,349.79835961887,366.39065074918,391.35653176554,409.92008797511,437.85206746661,467.68706357679,489.87127257422,523.2511306012],description:"2/9-comma meantone scale, Lemme Rossi, Sistema musico (1666)"},mean94:{frequencies:[261.6255653006,268.79084150406,291.09659021292,315.25339315665,323.88740273232,350.76536842075,360.37196303797,390.27761906502,400.96635635801,434.24075936811,470.27645613296,483.15616342113,523.2511306012],description:"4/9-comma meantone scale"},mean9_15:{frequencies:[261.6255653006,274.03547926168,279.45274708261,292.70827332867,306.59245933664,312.65343270838,327.48360691354,349.79835961887,366.39065074918,391.35653176554,409.92008797511,418.0235894185,437.85206746661,467.68706357679,489.87127257422,523.2511306012],description:"15 of 2/9-comma meantone scale"},mean9_19:{frequencies:[261.6255653006,274.03547926168,279.45274708261,292.70827332867,306.59245933664,312.65343270838,327.48360691354,343.0174228875,349.79835961887,366.39065074918,373.63364091796,391.35653176554,409.92008797511,418.0235894185,437.85206746661,458.62082212371,467.68706357679,489.87127257422,513.10776453427,523.2511306012],description:"19 of 2/9-comma meantone scale"},mean9_31:{frequencies:[261.6255653006,268.72322665693,274.03547926168,279.45274708261,287.03404351137,292.70827332867,298.49467410529,306.59245933664,312.65343270838,321.13524775754,327.48360691354,333.95746354843,343.0174228875,349.79835961887,359.28803828513,366.39065074918,373.63364091796,383.76997851754,391.35653176554,401.97367512027,409.92008797511,418.0235894185,429.36393755067,437.85181455341,446.50763144636,458.62082212371,467.68706357679,480.3749841712,489.87127257422,499.55528826613,513.10776453427,523.2511306012],description:"31 of 2/9-comma meantone scale"},meaneb1071:{frequencies:[261.6255653006,273.45959631537,292.5323192343,305.76452283047,327.09038632535,349.9034421565,365.73073124967,391.23900009103,408.93579686983,437.45744778434,457.24482979639,489.13584427285,523.2511306012],description:"Equal beating 7/4 = 3/2 same."},meaneb1071a:{frequencies:[261.6255653006,273.94115519525,292.67936294368,306.45675889694,327.41929816594,349.81553441422,366.28252094772,391.33731744348,409.75863641311,437.78732645584,458.39517452459,489.75074612717,523.2511306012],description:"Equal beating 7/4 = 3/2 opposite."},meaneb341:{frequencies:[261.6255653006,272.43747957464,292.21954801903,313.43802026715,326.39113133433,350.09085029289,364.55867287416,391.02956482064,407.18921698842,436.75579855003,468.46925117002,487.82916876009,523.2511306012],description:"Equal beating 6/5 = 5/4 same. Almost 4/15 Pyth. comma"},meaneb371:{frequencies:[261.6255653006,272.52577151658,292.24657972098,313.39444482621,326.45151771442,350.07455777399,364.65985037488,391.0477633913,407.34013625771,436.81652657765,468.42591953828,487.94213100406,523.2511306012],description:"Equal beating 6/5 = 3/2 same. Practically 2/7-comma (Zarlino)"},meaneb371a:{frequencies:[261.6255653006,269.83862220337,291.42039690163,314.72828847419,324.6081803116,350.57044084899,361.57569171511,390.49462500658,421.72650333798,434.96526321606,469.75391665508,484.50062400899,523.2511306012],description:"Equal beating 6/5 = 3/2 opposite. Almost 2/5-comma"},meaneb381:{frequencies:[261.6255653006,275.92799893014,293.28437056932,311.73248946737,328.77414682856,349.45463702831,368.55847249214,391.74146894101,416.38271791821,439.14534885862,466.76838786866,492.28548089506,523.2511306012],description:"Equal beating 6/5 = 8/5 same. Almost 1/7-comma"},meaneb451:{frequencies:[261.6255653006,274.36682021224,292.8092284668,312.49148032108,327.70992276921,349.73795145032,366.77030983847,391.42412846541,410.48661799548,438.07873640926,467.5258138363,490.29448158868,523.2511306012],description:"Equal beating 5/4 = 4/3 same, 5/24 comma meantone. A.J. Ellis no. 6"},meaneb471:{frequencies:[261.6255653006,272.3284467197,292.18612898941,313.49179640307,326.31648163178,350.11087068539,364.43361138613,391.00720457415,407.00321492741,436.68087780422,468.52283272721,487.68970701588,523.2511306012],description:"Equal beating 5/4 = 3/2 same. Almost 5/17-comma"},meaneb471a:{frequencies:[261.6255653006,274.14912748586,292.7429036132,312.59777626068,327.56128980523,349.7776701617,366.52092076205,391.37968062521,410.11434970273,437.92977184699,467.63173811584,490.01645860508,523.2511306012],description:"Equal beating 5/4 = 3/2 opposite. Almost 1/5 Pyth. Gottfried Keller (1707)"},meaneb471b:{frequencies:[261.6255653006,272.31089540773,292.18072491748,313.50040506268,326.30440921209,350.11400731728,364.41338872146,391.00370158472,406.97310157871,436.668886633,468.53149836075,487.66729542944,523.2511306012],description:"21/109-comma meantone with 9/7 major thirds, almost equal beating 5/4 and 3/2"},meaneb472:{frequencies:[261.6255653006,270.83769079127,291.72826852127,314.23020335825,325.29440843388,350.38540704884,362.72286472858,390.7008399429,404.45761497645,435.65472502222,469.25816799182,485.78126704788,523.2511306012],description:"Beating of 5/4 = twice 3/2 same. Almost 5/14-comma"},meaneb472_19:{frequencies:[261.6255653006,270.8378472333,281.80541953687,291.72826852127,302.00051792575,314.23002185182,325.29459633135,336.74877333101,350.38540704884,362.72307424558,377.41153667283,390.7008399429,404.45808222448,420.83660282593,435.65497666633,450.99513069838,469.25816799182,485.78154764623,502.88674365212,523.2511306012],description:"Beating of 5/4 = twice 3/2 same, 19 tones"},meaneb472a:{frequencies:[261.6255653006,274.74648495017,292.92493846141,312.30633997417,327.96897748493,349.66886860972,367.20529370531,391.50146074488,411.13561642091,438.33843670622,467.34113372786,490.7787182415,523.2511306012],description:"Beating of 5/4 = twice 3/2 opposite. Almost 3/17-comma"},meaneb591:{frequencies:[261.6255653006,273.06215106005,292.41085266114,313.13038820279,326.81843330822,349.97621009739,365.27491737756,391.15765268623,418.87439289145,437.18488525956,468.16276342643,488.62782610925,523.2511306012],description:"Equal beating 4/3 = 5/3 same."},meaneb732:{frequencies:[261.6255653006,272.00548436883,292.08705896894,313.65121264041,326.09523618955,350.1701397801,364.06303937825,390.94102347986,406.4514961644,436.45893055948,468.68174619223,487.27655969467,523.2511306012],description:"Beating of 3/2 = twice 6/5 same. Almost 4/13-comma"},meaneb732_19:{frequencies:[261.6255653006,272.00553778846,280.94077405591,292.08707584055,303.67560621907,313.65118727632,326.09527197795,339.03307470248,350.17012966679,364.06310036266,376.02237826726,390.94103477068,406.45158772689,419.80330474394,436.45896585468,453.77543893118,468.68171912011,487.27662724555,506.60928680033,523.2511306012],description:"Beating of 3/2 = twice 6/5 same, 19 tones"},meaneb732a:{frequencies:[261.6255653006,270.68848625127,291.6822692306,314.3042667302,325.1920204578,350.41293324447,362.5515203525,390.67014898736,404.20304509584,435.55206635241,469.33217160858,485.59021720901,523.2511306012],description:"Beating of 3/2 = twice 6/5 opposite. Almost 1/3 Pyth. comma"},meaneb742:{frequencies:[261.6255653006,272.89343543801,292.35917287023,313.21341909223,326.70311046689,350.00714105462,365.08148980199,391.12308516115,407.96824372307,437.06899032128,468.24551969328,488.41224041213,523.2511306012],description:"Beating of 3/2 = twice 5/4 same."},meaneb742a:{frequencies:[261.6255653006,273.78850133971,292.63287562287,312.77409391616,327.31510698093,349.84341999552,366.10759179471,391.30612443552,409.49789158088,437.68290117536,467.80756449982,489.55615570194,523.2511306012],description:"Beating of 3/2 = twice 5/4 opposite. Almost 3/13-comma, 3/14 Pyth. comma"},meaneb781:{frequencies:[261.6255653006,273.88372205101,292.66195046404,312.72748571568,327.38015167213,349.82604176358,366.21672762941,391.32556326448,418.15568884829,437.74813244966,467.76108961433,489.67748280644,523.2511306012],description:"Equal beating 3/2 = 8/5 same."},meaneb891:{frequencies:[261.6255653006,272.7426257605,292.31307409948,313.28760473417,326.59990179186,350.03483972175,364.90860969063,391.092135133,419.1546662649,436.96549358815,468.31936361194,488.21959184068,523.2511306012],description:"Equal beating 8/5 = 5/3 same. Almost 5/18-comma"},meaneight:{frequencies:[261.6255653006,276.08926119362,293.33333347996,311.65444160511,328.88393162803,349.42547049952,368.74309237173,391.77416758435,413.43299207996,439.25532436715,466.69047534984,492.49097043477,523.2511306012],description:"1/8 Pyth. comma meantone scale"},meanfifth:{frequencies:[261.6255653006,274.56546814423,292.86978442859,312.39456569414,327.84548435462,349.70179235499,366.99791252626,391.46460164194,410.82629477826,438.21464222188,467.42914467878,490.54793493862,523.2511306012],description:"1/5-comma meantone scale (Verheijen)"},meanfifth2:{frequencies:[261.6255653006,279.06726965397,292.86986732103,312.39452419152,327.84547867349,349.70184487387,366.99801003998,391.46454285105,417.56218018201,438.2147004401,467.42901237995,490.54793493862,523.2511306012],description:"1/5-comma meantone by John Holden (1770)"},meanfifth_19:{frequencies:[261.6255653006,274.56546814423,279.06726965397,292.86978442859,307.35519222791,312.39456569414,327.84548435462,344.06059968708,349.70179235499,366.99791252626,373.01539917593,391.46460164194,410.82629477826,417.56217294621,438.21464222188,459.88868900496,467.42914467878,490.54793493862,514.81033759999,523.2511306012],description:"19 of 1/5-comma meantone scale"},meanfifth_43:{frequencies:[261.6255653006,265.91515911649,270.13633240739,274.56546814423,279.06726965397,283.49717461664,288.14537375445,292.86978442859,297.67175429757,302.39711110066,307.35519222791,312.39456569414,317.35355938713,322.556865357,327.84548435462,333.22081516619,338.51040756711,344.06059968708,349.70179235499,355.43547760922,361.07770857381,366.99791252626,373.01539917593,378.93660287884,385.14971481892,391.46460164194,397.88302689184,404.19904307077,410.82629477826,417.56217294621,424.19061149626,431.14564594215,438.21464222188,445.39957775044,452.46991103879,459.88868900496,467.42914467878,475.09307907327,482.63477102771,490.54793493862,498.59100550039,506.50570672499,514.81033759999,523.2511306012],description:"Complete 1/5-comma meantone scale"},meanfiftheb:{frequencies:[261.6255653006,275.80023422757,293.11157312801,311.73372470712,328.53333183909,349.48325286892,368.3828117434,391.46459711956,412.7266004334,438.69360944226,466.62683936965,491.82624824197,523.2511306012],description:'"1/5-comma" meantone with equal beating fifths'},meangold:{frequencies:[261.6255653006,272.97231199113,292.38331430233,313.17462880702,326.75706743029,349.99269211627,365.17193449866,391.13923210785,408.10300926149,437.12312635029,468.20685771475,488.51307131873,523.2511306012],description:"Meantone scale with Blackwood's R = phi, and diat./chrom. 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Pietro Aaron's temp. (1523). 6/5 beats twice 3/2"},meanquar_14:{frequencies:[261.6255653006,273.37431312998,292.50627485027,305.64177427204,312.977175335,327.03195662575,349.91912034749,365.63284274659,391.22147055517,408.78994578219,418.60090448096,437.39890198442,468.01003810189,489.02683710225,523.2511306012],description:"1/4-comma meantone scale with split D#/Eb and G#/Ab, Otto Gibelius (1666)"},meanquar_15:{frequencies:[261.6255653006,273.37431312998,279.93529690293,292.50627485027,305.64177427204,312.977175335,327.03195662575,349.91912034749,365.63284274659,391.22147055517,408.78994578219,418.60090448096,437.39890198442,468.01003810189,489.02683710225,523.2511306012],description:"1/4-comma meantone scale with split C#/Db, D#/Eb and 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scale"},meansixtheb:{frequencies:[261.6255653006,276.39673661379,293.31426069206,311.4574698476,328.96404447481,349.37515437283,369.07004939896,391.62674884124,413.78350416977,439.15979251365,466.37460465854,492.63446576705,523.2511306012],description:'"1/6-comma" meantone with equal beating fifths'},meansixthm:{frequencies:[261.6255653006,275.36250599118,293.11251278827,312.00669222389,328.38895179964,349.55706816887,367.91095120397,391.62667645325,414.52369088643,438.75941205608,467.04206359353,491.56462836305,523.2511306012],description:"modified 1/6-comma meantone scale, wolf spread over 2 fifths"},meansixthm2:{frequencies:[261.6255653006,276.14113065853,293.11251278827,310.24975557428,328.38895179964,349.55706816887,367.91095120397,391.62667645325,414.52380581681,438.75941205608,465.72523006308,491.56462836305,523.2511306012],description:"modified 1/6-comma meantone scale, wolf spread over 4 fifths"},meansixthpm:{frequencies:[261.6255653006,275.00020270933,293.00227310437,309.72478954314,328.14198392915,348.83408706747,367.49599295996,391.5530240856,412.50030385781,438.51190905657,465.11211608996,491.10256480205,523.2511306012],description:"modified 1/6P-comma temperament, French 18th century"},meansixthso:{frequencies:[261.6255653006,273.09145986506,292.50627485027,313.30134186202,327.03195662575,350.28154752005,365.63284274659,391.62667645325,408.78994578219,437.85193595173,468.98001879925,489.53334447372,524.3356019912],description:"1/6-comma meantone scale with 1/6-comma stretched oct, Dave Keenan TL 13-12-99"},meanstr:{frequencies:[261.6255653006,272.52663052146,292.30447317753,313.51763757869,326.58087306932,350.28154752005,364.87661266094,391.35649333595,407.66301227525,437.24799400905,468.98001879925,488.52085380073,523.97386302914],description:"Meantone with 1/9-comma stretched octave, Petr Parizek (2006)"},meanten:{frequencies:[261.6255653006,276.96346718799,293.59840699152,311.2324721493,329.47860040677,349.26769656434,369.74365294187,391.95114287501,414.92943551322,439.85086739936,466.26912673157,493.60433806962,523.2511306012],description:"1/10-comma meantone scale"},meanthird:{frequencies:[261.6255653006,271.40047399919,291.9012907804,313.95067836072,325.68056936328,350.28154752005,363.36884069528,390.81668391305,405.4184580124,436.04260883433,468.98001879925,486.50215045777,523.2511306012],description:"1/3-comma meantone scale (Salinas)"},meanthird_19:{frequencies:[261.6255653006,271.40047399919,281.38801176707,291.9012907804,302.80736724606,313.95067836072,325.68056936328,337.848714425,350.28154752005,363.36884069528,376.74081403286,390.81668391305,405.4184580124,420.33785775232,436.04260883433,452.33412516107,468.98001879925,486.50215045777,504.40543017669,523.2511306012],description:"Complete 1/3-comma meantone scale"},meanthirdeb:{frequencies:[261.6255653006,273.41679662438,292.30169912182,312.83755546226,326.81234905863,349.91518709086,365.63683018302,390.81669745772,408.5035451685,436.83089868331,467.63468237516,488.59687355467,523.2511306012],description:'"1/3-comma" meantone with equal beating fifths'},meanvar1:{frequencies:[261.6255653006,274.22463192287,292.50627485027,312.00669222389,327.03195662575,349.55706816887,366.3906401674,391.22147055517,410.48618883318,437.39890198442,467.04206359353,489.53334447372,523.2511306012],description:"Variable meantone 1: C-G-D-A-E 1/4, others 1/6"},meanvar2:{frequencies:[261.6255653006,274.19219069011,292.50627485027,312.04360750473,327.03195662575,349.70184487387,366.23895640989,391.22147055517,410.65012590831,437.39890198442,467.23549927892,489.3306802979,523.2511306012],description:"Variable meantone 2: C..E 1/4, 1/5-1/6-1/7-1/8 outward both directions"},meanvar3:{frequencies:[261.6255653006,275.36250599118,292.50627485027,310.71739423852,327.03195662575,349.55706816887,367.15000817177,391.22147055517,413.04376116614,437.39890198442,466.0760911248,489.53334447372,523.2511306012],description:"Variable meantone 3: C..E 1/4, 1/6 next, then Pyth."},meanvar4:{frequencies:[261.6255653006,275.07759559501,292.50627485027,311.03921839762,327.03195662575,349.91912034749,366.77012764335,391.22147055517,412.61639318626,437.39890198442,466.55882736321,489.02683710225,523.2511306012],description:"Variable meantone 4: naturals 1/4-comma, accidentals Pyth."},mediant16:{frequencies:[261.6255653006,313.95067836072,327.03195662575,336.37572681506,348.83408706747,359.73515228832,366.27579142084,373.75080757229,392.4383479509,411.12588832951,418.60090448096,425.14154361347,436.04260883433,448.50096908674,457.84473927605,470.92601754108,523.2511306012],description:"Mediant doubling of octave done four times"},mercadier:{frequencies:[261.6255653006,276.24519242498,293.00227310437,310.42509491746,328.14198392915,349.22823143301,368.74309237173,391.5530240856,413.90012676351,438.51190905657,465.63764214343,492.21297564769,523.2511306012],description:"Mercadier's well-temperament (1777), 1/12 and 1/6 Pyth. comma"},mercadier2:{frequencies:[261.6255653006,276.14388692511,292.95319623755,310.40895756597,328.03206784165,349.20805980193,368.45885450371,391.49761638186,413.86785247997,438.37641748302,465.57175090792,491.63473786767,523.2511306012],description:"Mercadier de Belestas (1776)"},mercator:{frequencies:[261.6255653006,272.09448029963,279.3054110864,290.48161516351,306.08206748155,318.32990397837,326.76614606023,335.42596179815,348.84778913489,362.80689075348,372.42184279259,387.32403355801,408.12545368833,418.94141877379,435.70530841001,453.13974129598,465.14865565404,490.12996697565,509.74216322321,523.2511306012],description:"19 out of 53-tET, see Mandelbaum p. 331"},merrick:{frequencies:[261.6255653006,278.62147458377,295.28844751169,312.94924079019,329.91874474504,349.29981986967,371.62722343835,394.01440557319,416.60121863153,438.96906929631,468.0242659544,493.6331420766,523.2511306012],description:"A. Merrick's melodically tuned equal temperament (1811)"},mersen_l1:{frequencies:[261.6255653006,279.06726965397,290.69507255622,313.95067836072,327.03195662575,348.83408706747,372.08969287196,392.4383479509,418.60090448096,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Mersenne lute 1"},mersen_l2:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,327.03195662575,348.83408706747,372.08969287196,392.4383479509,418.60090448096,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Mersenne lute 2"},mersen_s1:{frequencies:[261.6255653006,279.06726965397,290.69507255622,313.95067836072,327.03195662575,348.83408706747,372.08969287196,392.4383479509,418.60090448096,436.04260883433,465.11211608996,490.54793493862,523.2511306012],description:"Mersenne spinet 1"},mersen_s2:{frequencies:[261.6255653006,272.52663052146,294.32876096318,306.59245933664,327.03195662575,348.83408706747,363.36884069528,392.4383479509,408.78994578219,436.04260883433,465.11211608996,490.54793493862,523.2511306012],description:"Mersenne spinet 2"},mersenmt1:{frequencies:[261.6255653006,273.37431312998,292.50627485027,311.03921839762,327.03195662575,349.91912034749,365.63284274659,391.22147055517,408.78994578219,437.39890198442,466.55882736321,489.02683710225,523.2511306012],description:"Mersenne's Improved Meantone 1"},mersenmt2:{frequencies:[261.6255653006,273.37431312998,292.50627485027,309.11326130363,327.03195662575,349.91912034749,365.63284274659,391.22147055517,408.78994578219,437.39890198442,465.11211608996,489.02683710225,523.2511306012],description:"Mersenne's Improved Meantone 2"},mersenne:{frequencies:[261.6255653006,272.52663052146,279.06726965397,290.69507255622,294.32876096318,306.59245933664,310.07474405997,313.95067836072,322.99452506247,327.03195662575,340.65828815182,344.52749339997,348.83408706747,363.36884069528,367.91095120397,372.08969287196,376.74081403286,387.59343007496,392.4383479509,408.78994578219,413.43299207996,418.60090448096,430.65936674996,436.04260883433,454.2110508691,459.88868900496,465.11211608996,470.92601754108,484.4917875937,490.54793493862,510.98743222773,523.2511306012],description:"31-note choice system of Mersenne, Harmonie universelle (1636)"},meyer:{frequencies:[261.6255653006,279.06726965397,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,327.03195662575,348.83408706747,366.27579142084,373.75080757229,392.4383479509,418.60090448096,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,490.54793493862,523.2511306012],description:"Max Meyer, see Doty, David, 1/1 August 1992 (7:4) p.1 and 10-14"},meyer_29:{frequencies:[261.6255653006,268.26840191956,275.93321340298,286.15296204753,289.72987407313,294.32876096318,306.59245933664,321.92208230347,327.03195662575,331.11985608357,343.38355445704,344.91651675372,357.69120255941,367.91095120397,372.50983809402,383.2405741708,386.30649876417,392.4383479509,408.78994578219,413.89982010446,429.2294430713,441.49314144476,457.84473927605,459.88868900496,482.88312345521,490.54793493862,496.67978412536,510.98743222773,515.07533168556,523.2511306012],description:"Max Meyer, see Doty, David, 1/1 August 1992 (7:4) p.1 and 10-14"},mid_enh1:{frequencies:[261.6255653006,269.10058145205,336.37572681506,348.83408706747,392.4383479509,403.65087217807,504.56359022259,523.2511306012],description:"Mid-Mode1 Enharmonic, permutation of Archytas's with the 5/4 lying medially"},mid_enh2:{frequencies:[261.6255653006,271.31540105247,339.14425131559,348.83408706747,392.4383479509,406.97310157871,508.71637697339,523.2511306012],description:"Permutation of Archytas' Enharmonic with the 5/4 medially and 28/27 first"},miller19:{frequencies:[261.6255653006,271.16557874802,283.07475767856,293.39690257971,304.09543631541,315.18408718336,326.67707691855,338.58915326012,350.93559605343,363.73224209988,376.99551198295,390.74241649248,407.9032302438,422.77716528297,438.1934715504,454.17192383337,470.73301771751,487.89800430439,505.68889852562,524.12852955557],description:"TOP tempered nr. 64 [1202.9, 570.4479508], 7-limit {225/224, 1029/1000}"},miller7:{frequencies:[261.6255653006,274.70684356563,294.32876096318,313.95067836072,329.64821227876,353.19451315581,366.27579142084,392.4383479509,412.06026534844,439.53094970501,470.92601754108,494.47231841813,523.2511306012],description:"Herman Miller, 7-limit JI. mode of parizek_ji1"},miller_12:{frequencies:[261.6255653006,273.36657578691,291.63627719304,313.29104303136,327.35065305942,349.22823143301,364.90060015836,391.99543598175,418.19337019276,436.9606979923,456.57025003029,487.08386390194,523.2511306012],description:"Herman Miller, scale with appr. to three 7/4 and one 11/8. 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Tuning List 22-1-99'},miller_sp:{frequencies:[261.6255653006,276.74268633071,292.73329748773,304.15432597486,321.72882314722,340.31880135827,353.5963846,374.02771873076,395.63960626236,411.07553805605,434.82810464551,459.95313047266,477.89826295658,505.51194770063,525.23456349057],description:"Herman Miller, Superpelog temperament, TOP tuning"},minor_5:{frequencies:[261.6255653006,299.00064605783,348.83408706747,418.60090448096,465.11211608996,523.2511306012],description:"A minor pentatonic"},minor_clus:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,348.83408706747,353.19451315581,372.08969287196,392.4383479509,418.60090448096,441.49314144476,465.11211608996,470.92601754108,523.2511306012],description:"Chalmers' Minor Mode Cluster, Genus [333335]"},minor_wing:{frequencies:[261.6255653006,294.32876096318,313.95067836072,327.03195662575,348.83408706747,376.74081403286,392.4383479509,418.60090448096,436.04260883433,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"Chalmers' Minor Wing with 7 minor and 6 major triads"},minortone:{frequencies:[261.6255653006,264.87670583656,269.18630372462,273.56601964703,276.96554054138,281.47182622933,286.05143175444,290.70554674078,294.31805527354,299.10666990622,303.97319627313,307.75057781118,312.75774231814,317.84637624619,323.01780144749,327.03184444407,332.35271908155,337.76016543181,341.95740725719,347.52112383796,353.17536321933,358.9216002989,363.3818066762,369.29410472703,375.30259493676,379.96636500161,386.14849505708,392.43120962619,398.81614754309,403.7721109712,410.34156772664,417.0179085097,422.20006196255,429.06934285921,436.05038835349,443.14501943782,448.65184388114,455.95150328441,463.36992699746,469.12808274602,476.76089208744,484.51788878959,492.4010934061,498.52001054206,506.63103252794,514.8740254656,523.2511306012],description:"Minortone temperament, g=182.466089, 5-limit"},miracle1:{frequencies:[261.6255653006,266.71173418545,279.86396690685,285.30470202322,299.37379946195,305.19382000629,320.24370022528,326.46944327063,342.56848033562,349.22823143301,366.44956000397,373.57357677338,391.99543598175,399.61607881612,419.32216217931,427.47405410759,448.5538823653,457.27406033445,479.82340237272,489.15147723638,513.27277840175,523.2511306012],description:'21 out of 72-tET Pyth. scale "Miracle/Blackjack", Keenan & Erlich, TL 2-5-2001'},miracle1a:{frequencies:[261.6255653006,266.57640943865,279.87817034289,285.17441410431,299.40418912991,305.0699313594,320.29246281951,326.35348199782,342.63803067389,349.1219037468,366.54256247747,373.47879032775,392.11482112276,399.53496279579,419.47115746916,427.40897376302,448.73603972606,457.22764679928,480.04261976898,489.12665346498,513.5333359992,523.2511306012],description:"Version of Blackjack with just 11/8 intervals"},miracle2:{frequencies:[261.6255653006,266.71172956369,274.52699087907,279.86396690685,285.30469707927,293.66477470251,299.3738011912,305.19381471768,314.13668880034,320.24370207508,326.46943949911,336.03573785931,342.56848231438,349.22822739856,359.4614100947,366.44956423737,373.57357245769,380.83607584373,391.99544051026,399.61607650784,407.38486242506,419.32216702351,427.4740516384,435.78441397758,448.55389013814,457.27405769313,466.16375074742,479.82341068742,489.15147723638,498.66088722045,513.27278729609,523.2511306012],description:'31 out of 72-tET Pythagorean scale "Miracle/Canasta", tempered Fokker-M, 36 7-limit tetrads'},miracle24:{frequencies:[261.6255653006,266.71173418545,274.52698453615,279.86396690685,285.30470202322,299.37379946195,305.19382000629,320.24370022528,326.46944327063,342.56848033562,349.22823143301,366.44956000397,373.57357677338,391.99543598175,399.61607881612,419.32216217931,427.47405410759,448.5538823653,457.27406033445,466.16376151809,479.82340237272,489.15147723638,498.66089874196,513.27277840175,523.2511306012],description:"Miracle[24] in 72-tET tuning."},miracle2a:{frequencies:[261.6255653006,266.57640943865,274.68028654691,279.87817034289,285.17441410431,293.84366906071,299.40418912991,305.0699313594,314.34400674513,320.29246281951,326.35348199782,336.27457379784,342.63803067389,349.1219037468,359.73515228832,366.54256247747,373.47879032775,380.54627680087,392.11482112276,399.53496279579,407.09552105481,419.47115746916,427.40897376302,435.49700296564,448.73603972606,457.22764679928,465.87994655565,480.04261976898,489.12665346498,498.38259075187,513.5333359992,523.2511306012],description:"Version of Canasta with just 11/8 intervals"},miracle3:{frequencies:[261.6255653006,266.71172956369,271.8967720342,274.52699087907,279.86396690685,285.30469707927,290.85119844166,293.66477470251,299.3738011912,305.19381471768,311.12697293924,314.13668880034,320.24370207508,326.46943949911,332.81620914398,336.03573785931,342.56848231438,349.22822739856,356.01744208336,359.4614100947,366.44956423737,373.57357245769,380.83607584373,384.52012922913,391.99544051026,399.61607650784,407.38486242506,411.32573797959,419.32216702351,427.4740516384,435.78441397758,440.00001524924,448.55389013814,457.27405769313,466.16375074742,470.67322937359,479.82341068742,489.15147723638,498.66088722045,503.48472993456,513.27278729609,523.2511306012],description:'41 out of 72-tET Pythagorean scale "Miracle/Studloco", Erlich/Keenan 2001'},miracle31s:{frequencies:[261.6255653006,266.63636836248,274.61234258734,279.87187586531,285.23214274484,293.7643779857,299.39072204343,305.12482507342,314.2521161294,320.27085311289,326.40486440328,336.1687117034,342.60720791066,349.16901789451,359.61381619398,366.50134650551,373.52079096839,380.6746756467,392.06191220286,399.57090708206,407.22371854314,419.40512463865,427.43781242392,435.62434685833,448.6553095271,457.24821364991,466.00569400686,479.94546308962,489.13765420145,498.50589943595,513.41785698047,523.2511306012],description:"Canasta with Secor's minimax generator of 116.7155941 cents (5:9 exact). XH5, 1976"},miracle3a:{frequencies:[261.6255653006,266.57640943865,271.6209387912,274.68028654691,279.87817034289,285.17441410431,290.57088243021,293.84366906071,299.40418912991,305.0699313594,310.84289043406,314.34400674513,320.29246281951,326.35348199782,332.52919812642,336.27457379784,342.63803067389,349.1219037468,355.72847573316,359.73515228832,366.54256247747,373.47879032775,380.54627680087,384.83248369581,392.11482112276,399.53496279579,407.09552105481,411.6807594913,419.47115746916,427.40897376302,435.49700296564,440.40213577526,448.73603972606,457.22764679928,465.87994655565,471.12729153307,480.04261976898,489.12665346498,498.38259075187,503.99602271809,513.5333359992,523.2511306012],description:"Version of Studloco with just 11/8 intervals"},miracle3ls:{frequencies:[261.6255653006,266.8561524992,272.19132869617,274.36355553357,279.84880885615,285.44374339214,291.1505189834,293.47406686496,299.34138986722,305.32601617869,311.43030899178,313.91568307924,320.1916880693,326.59318586748,333.12264767748,335.78115718319,342.4943108472,349.34167821305,356.32594256772,359.16962765504,366.35037871957,373.67471357934,381.14545968569,384.18721873359,391.86813762951,399.70261841457,407.69373119716,410.94736065575,419.16328558448,427.54349328421,436.09121881038,439.57145109254,448.35967321435,457.32356924795,466.46667727785,470.18934850506,479.58967749961,489.177972196,498.95793401383,502.93987502638,512.99500332159,523.2511306012],description:"Miracle-41 in a 7-limit least-squares tuning, Gene Ward Smith, 2001"},miracle3p:{frequencies:[261.6255653006,266.34679554672,270.06721067987,274.94077677072,279.90228841312,284.95333588433,290.09553330897,294.14767822015,299.45579274291,304.85969791727,310.36112062791,314.69634158508,320.37527393455,326.15668500873,332.04242788125,336.6805001021,342.75615313904,348.94144590806,355.2383548887,360.20043713509,366.70052302062,373.3179099666,380.0547104455,385.36343543368,392.31760641523,399.39727291251,406.60469732047,412.28427858225,419.7242587073,427.29849640545,435.00941939202,441.0857666732,449.04549132915,457.14885520764,465.39844769831,471.89927840742,480.41505607532,489.08450736089,497.91040254418,504.86537329764,513.97604599191,523.2511306012],description:"Least squares Pythagorean approximation to partch_43"},miracle41s:{frequencies:[261.6255653006,266.63636836248,269.45164985995,274.61234258734,279.87187586531,285.23214274484,290.69507255622,293.7643779857,299.39072204343,305.12482507342,310.96875093738,314.2521161294,320.27085311289,326.40486440328,332.65635780028,336.1687117034,342.60720791066,349.16901789451,355.85650343121,359.61381619398,366.50134650551,373.52079096839,380.6746756467,384.69403121132,392.06191220286,399.57090708206,407.22371854314,411.52339231679,419.40512463865,427.43781242392,435.62434685833,440.22388881539,448.6553095271,457.24821364991,466.00569400686,470.92601754108,479.94546308962,489.13765420145,498.50589943595,503.76937659657,513.41785698047,523.2511306012],description:"StudLoco with Secor's minimax generator of 116.7155941 cents (5:9 exact). XH5, 1976"},miracle_12:{frequencies:[261.6255653006,279.86396690685,299.37379946195,320.24370022528,336.03572815422,342.56848033562,359.46139971304,366.44956000397,384.52011812375,411.32572372413,440,470.6732130613,523.2511306012],description:"A 12-tone subset of Blackjack with six 4-7-9-11 tetrads"},miracle_12a:{frequencies:[261.6255653006,279.86396690685,299.37379946195,320.24370022528,342.56848033562,366.44956000397,391.99543598175,419.32216217931,448.5538823653,479.82339960115,489.15147723638,513.27277840175,523.2511306012],description:"A 12-tone chain of Miracle generators and subset of 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9/8=4/3."},miscd:{frequencies:[261.6255653006,271.68808704293,282.55561052465,294.32876096318,348.83408706747,392.4383479509,407.5321305644,423.83341578697,441.49314144476,523.2511306012],description:"27/26 x 26/25 x 25/24=9/8. 9/8 x 32/27=4/3."},misce:{frequencies:[261.6255653006,280.31310567921,301.87565226992,327.03195662575,348.83408706747,392.4383479509,420.46965851882,452.81347840488,490.54793493862,523.2511306012],description:"15/14 x 14/13 x 13/12=5/4. 5/4 x 16/15= 4/3."},miscf:{frequencies:[261.6255653006,271.31540105247,279.06726965397,348.83408706747,378.42269266694,392.4383479509,406.97310157871,418.60090448096,504.56359022259,523.2511306012],description:"SupraEnh1"},miscg:{frequencies:[261.6255653006,271.31540105247,279.06726965397,336.37572681506,348.83408706747,392.4383479509,406.97310157871,418.60090448096,504.56359022259,523.2511306012],description:"SupraEnh 2"},misch:{frequencies:[261.6255653006,271.31540105247,279.06726965397,336.37572681506,348.83408706747,392.4383479509,406.97310157871,490.54793493862,504.56359022259,523.2511306012],description:"SupraEnh 3"},misty:{frequencies:[261.6255653006,268.57642185399,270.57706033988,272.59260010205,274.62315370363,276.66883458144,284.01936005382,286.13503371773,288.26646546986,290.41377434565,292.57708030445,300.35025535204,302.58757688062,304.84156607104,307.11234355974,309.40003795144,311.70477168653,319.9861304005,322.36972224007,324.77106769218,327.19030275625,329.62755691287,338.38508739928,340.90573394089,343.44515491415,346.00349213972,348.58088853904,357.84197030948,360.50755209334,363.19298782427,365.89842747751,368.62402219236,378.41760905933,381.23645754858,384.07630597582,386.93730633346,389.81962065329,392.72340320054,403.157261366,406.16039889903,409.18590458221,412.23394976407,415.30469757995,426.33849458487,429.51431022199,432.71378016074,435.93708308397,439.18439906139,450.85263092877,454.21105352848,457.59449053401,461.00313090234,464.43716505707,476.77631130474,480.3278378528,483.9058226648,487.51045723915,491.14194572312,494.80048247871,507.94632001299,511.73003620658,515.54193450341,519.38223078906,523.2511306012],description:"Misty 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1975"},wilson_41:{frequencies:[261.6255653006,265.7783520514,271.31540105247,275.62199471997,279.06726965397,285.40970760065,290.69507255622,294.32876096318,299.00064605783,305.22982618403,310.07474405997,313.95067836072,321.08592105074,327.03195662575,331.11985608357,336.37572681506,343.38355445704,348.83408706747,354.37113606854,361.75386806997,367.49599295996,372.08969287196,380.54627680087,387.59343007496,392.4383479509,398.6675280771,406.97310157871,413.43299207996,418.60090448096,428.11456140098,436.04260883433,441.49314144476,448.50096908674,457.84473927605,465.11211608996,470.92601754108,481.6288815761,490.54793493862,496.67978412536,504.56359022259,515.07533168556,523.2511306012],description:"Wilson 11-limit 41-tone scale XH 3, 1975"},wilson_alessandro:{frequencies:[261.6255653006,265.58571790036,269.80136421624,270.50397193556,275.93321340298,278.232656848,284.55612632182,286.15296204753,288.53757006459,294.32876096318,295.09524211152,303.52653474327,304.3169684275,305.22982618403,309.14739649778,314.76825825228,321.92208230347,324.60476632267,327.03195662575,331.98214737546,337.2517052703,340.06213614756,343.38355445704,347.79082106,351.18772614924,354.11429053382,359.73515228832,365.180362113,367.91095120397,370.97687579734,379.40816842909,386.30649876417,391.2646736925,392.4383479509,393.46032281536,404.70204632437,405.75595790334,413.89982010446,417.348985272,419.69101100305,429.2294430713,432.80635509689,441.49314144476,442.64286316727,449.66894036041,456.47545264125,457.84473927605,463.72109474667,472.15238737843,482.88312345521,486.907149484,490.54793493862,494.63583439645,505.87755790546,515.07533168556,521.68623159,523.2511306012],description:"D'Alessandro, genus [3 3 3 5 7 11 11] plus 8 pigtails, 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Used Stearns: Jewel"},window:{frequencies:[261.6255653006,272.52663052146,290.69507255622,294.32876096318,297.67175429757,306.59245933664,327.03195662575,334.88072358477,348.83408706747,363.36884069528,367.91095120397,372.08969287196,376.74081403286,392.4383479509,408.78994578219,418.60090448096,446.50763144636,459.88868900496,465.11211608996,470.92601754108,502.32108537715,523.2511306012],description:"Window lattice"},wonder1:{frequencies:[261.6255653006,272.72256190885,277.86237426839,283.09905309511,288.43442562998,293.8703485525,299.4087202614,312.10830899518,317.99039712482,323.98334274799,330.08923137594,336.31019538088,342.64839962317,357.18202566262,363.91358676728,370.77201292014,377.75969724053,384.87907140314,392.13262172187,408.76514672187,416.46885901676,424.31776026786,432.3145818485,440.46211650535,448.76319953449,467.79774494453,476.61400354229,485.59641603135,494.74811665626,504.07229015717,513.57219283465,523.2511306012],description:"Wonder Scale, gen=~233.54 cents, 8/7+1029/1024^7/25, LS 12:14:18:21, M.Schulter"},wonder36:{frequencies:[261.6255653006,271.89678302796,277.18263097687,282.57123920205,288.06460709314,293.66476791741,299.37379946195,311.12698372208,317.17549194805,323.3415889232,329.62755691287,336.03572815422,342.56848033562,356.01745236555,362.93866220634,369.99442271164,377.18735172911,384.52011812375,391.99543598175,407.38487419079,415.30469757995,423.37848741825,431.60923940535,440,448.5538823653,466.16376151809,475.22628419761,484.46499093218,493.88330125613,503.48470957687,513.27277840175,523.2511306012],description:"Wonder Scale, 36-tET version"},wronski:{frequencies:[261.6255653006,277.97716313189,294.32876096318,308.86351459099,327.03195662575,348.83408706747,370.63621750918,392.4383479509,416.96574469783,441.49314144476,463.29527188648,494.18162334558,523.2511306012],description:'Wronski\'s scale, from Jocelyn Godwin, "Music and the Occult", p. 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Matrix"},"tri19-7":{frequencies:[261.6255653006,271.31540105247,288.32205155576,294.32876096318,299.00064605783,305.22982618403,316.53463456122,336.37572681506,348.83408706747,356.10146388137,384.42940207435,392.4383479509,406.97310157871,432.48307733364,448.50096908674,457.84473927605,465.11211608996,474.80195184183,504.56359022259,523.2511306012],description:"6:7:9 Tritriadic 19-Tone Matrix"},"tri19-8":{frequencies:[261.6255653006,264.29521392612,272.43653907335,275.21650375777,316.53463456122,319.76457981184,323.02748368748,332.97799220076,336.37572681506,350.27555023717,390.82337532559,406.97310157871,411.12588832951,423.79017189188,428.11456140098,432.48307733364,497.4115685962,502.48719684718,517.96576564563,523.2511306012],description:"7:9:11 Tritriadic 19-Tone Matrix"},"tri19-9":{frequencies:[261.6255653006,266.96486255163,286.15296204753,293.02063313667,299.00064605783,320.49131749323,327.03195662575,334.88072358477,341.71502406609,366.27579142084,373.75080757229,400.61414686654,408.78994578219,418.60090448096,427.14378008261,457.84473927605,467.18850946536,478.40103369253,512.78610798918,523.2511306012],description:"4:5:7 Tritriadic 19-Tone Matrix"},triang11:{frequencies:[261.6255653006,294.32876096318,305.22982618403,313.95067836072,327.03195662575,348.83408706747,359.73515228832,366.27579142084,373.75080757229,380.54627680087,392.4383479509,418.60090448096,436.04260883433,448.50096908674,465.11211608996,523.2511306012],description:"11-limit triangular diamond lattice with 64/63 intervals removed"},triaphonic_12:{frequencies:[261.6255653006,275.39533189537,290.69507255622,307.79478270659,327.03195662575,348.83408706747,367.19377586049,387.59343007496,410.39304360878,436.04260883433,461.69217405988,490.54793493862,523.2511306012],description:"12-tone Triaphonic Cycle, conjunctive form on 4/3, 5/4 and 6/5"},triaphonic_17:{frequencies:[261.6255653006,271.31540105247,281.75060878526,293.02063313667,305.22982618403,318.50068819203,332.97799220076,348.83408706747,361.75386806997,375.66747838035,390.69417751556,406.97310157871,422.62591317789,439.53094970501,457.84473927605,477.75103228805,499.46698830115,523.2511306012],description:"17-tone Triaphonic Cycle, conjunctive form on 4/3, 7/6 and 9/7"},trichord7:{frequencies:[261.6255653006,294.32876096318,305.22982618403,327.03195662575,343.38355445704,348.83408706747,392.4383479509,436.04260883433,441.49314144476,457.84473927605,490.54793493862,523.2511306012],description:"Trichordal undecatonic, 7-limit"},tricot:{frequencies:[261.6255653006,264.94025538413,268.70564228797,272.11003565477,275.55755973666,279.4738436282,283.01466417842,286.6003471482,290.673570175,294.35628843049,298.08566525814,302.32211998602,306.15242072385,310.03124984507,314.43747949204,318.42127516569,322.45554578164,327.03835025925,331.18179578139,335.37773516927,339.62683737367,344.45368576554,348.81777463097,353.23715677741,358.25743790514,362.79641682209,367.39290067029,372.61436622199,377.33523951767,382.11592657559,387.54663888312,392.45669803325,397.4289679423,403.0773124301,408.18413893183,413.35566924724,419.23036738005,424.541846554,429.92062250389,436.03074525334,441.55507841911,447.14940523431,453.50438708518,459.25010687752,465.06861996272,470.9608512551,477.65424916833,483.70593529179,489.8342966599,496.79592520903,503.09012862502,509.46407999504,516.70469117363,523.2511306012],description:"Tricot temperament, g=565.988015, 5-limit"},tritriad:{frequencies:[261.6255653006,294.32876096318,313.95067836072,348.83408706747,392.4383479509,418.60090448096,470.92601754108,523.2511306012],description:"Tritriadic scale of the 10:12:15 triad, natural minor mode"},tritriad10:{frequencies:[261.6255653006,274.70684356563,294.32876096318,348.83408706747,366.27579142084,392.4383479509,488.36772189445,523.2511306012],description:"Tritriadic scale of the 10:14:15 triad"},tritriad11:{frequencies:[261.6255653006,309.19384990071,356.76213450082,383.71749577421,421.62797713733,453.48431318771,486.49381977384,523.2511306012],description:"Tritriadic scale of the 11:13:15 triad"},tritriad13:{frequencies:[261.6255653006,294.32876096318,340.11323489078,348.83408706747,392.4383479509,453.48431318771,510.16985233617,523.2511306012],description:"Tritriadic scale of the 10:13:15 triad"},tritriad14:{frequencies:[261.6255653006,294.32876096318,336.37572681506,348.83408706747,392.4383479509,448.50096908674,504.56359022259,523.2511306012],description:"Tritriadic scale of the 14:18:21 triad"},tritriad18:{frequencies:[261.6255653006,294.32876096318,319.76457981184,348.83408706747,392.4383479509,426.35277308246,479.64686971777,523.2511306012],description:"Tritriadic scale of the 18:22:27 triad"},tritriad22:{frequencies:[261.6255653006,294.32876096318,321.08592105074,348.83408706747,392.4383479509,428.11456140098,481.6288815761,523.2511306012],description:"Tritriadic scale of the 22:27:33 triad"},tritriad26:{frequencies:[261.6255653006,294.32876096318,301.87565226992,348.83408706747,392.4383479509,402.50086969323,452.81347840488,523.2511306012],description:"Tritriadic scale of the 26:30:39 triad"},tritriad3:{frequencies:[261.6255653006,305.22982618403,356.10146388137,373.75080757229,436.04260883433,448.50096908674,508.71637697339,523.2511306012],description:"Tritriadic scale of the 3:5:7 triad. Possibly Mathews's 3.5.7a"},tritriad32:{frequencies:[261.6255653006,294.32876096318,322.00069575458,348.83408706747,392.4383479509,429.33426100611,483.00104363188,523.2511306012],description:"Tritriadic scale of the 26:32:39 triad"},tritriad3c:{frequencies:[261.6255653006,305.22982618403,366.27579142084,373.75080757229,427.32175665765,436.04260883433,512.78610798918,523.2511306012],description:"From 1/1 7/6 7/5, a variant of the 3.5.7 triad"},tritriad3d:{frequencies:[261.6255653006,305.22982618403,313.95067836072,363.36884069528,366.27579142084,436.04260883433,508.71637697339,523.2511306012],description:"From 1/1 7/6 5/3, a variant of the 3.5.7 triad"},tritriad5:{frequencies:[261.6255653006,290.69507255622,329.64821227876,366.27579142084,406.97310157871,423.83341578697,470.92601754108,523.2511306012],description:"Tritriadic scale of the 5:7:9 triad. Possibly Mathews's 5.7.9a."},tritriad68:{frequencies:[261.6255653006,305.22982618403,348.83408706747,392.4383479509,406.97310157871,457.84473927605,465.11211608996,523.2511306012],description:"Tritriadic scale of the 6:7:8 triad"},tritriad68i:{frequencies:[261.6255653006,299.00064605783,348.83408706747,392.4383479509,398.6675280771,448.50096908674,465.11211608996,523.2511306012],description:"Tritriadic scale of the subharmonic 6:7:8 triad"},tritriad69:{frequencies:[261.6255653006,294.32876096318,305.22982618403,348.83408706747,392.4383479509,406.97310157871,457.84473927605,523.2511306012],description:"Tritriadic scale of the 6:7:9 triad, septimal natural minor"},tritriad7:{frequencies:[261.6255653006,264.29521392612,323.02748368748,332.97799220076,336.37572681506,411.12588832951,428.11456140098,523.2511306012],description:"Tritriadic scale of the 7:9:11 triad"},tritriad9:{frequencies:[261.6255653006,272.93037367779,319.76457981184,362.25078272391,377.90359432309,442.75095666255,461.88217083933,523.2511306012],description:"Tritriadic scale of the 9:11:13 triad"},tsjerepnin:{frequencies:[261.6255653006,290.69507255622,313.95067836072,348.83408706747,367.91095120397,392.4383479509,418.60090448096,470.92601754108,490.54793493862,523.2511306012],description:"Scale from Ivan Tsjerepnin's Santur Opera (1977) & suite from it Santur Live!"},tsuda13:{frequencies:[261.6255653006,281.75060878526,283.42769574232,322.00069575458,340.11323489078,362.25078272391,377.90359432309,402.50086969323,425.14154361347,442.75095666255,485.87604984397,518.26778650024,523.2511306012],description:"Mayumi Tsuda's Harmonic-13 scale. 1/1=440 Hz."},tuneable3:{frequencies:[36.70809598968,41.95210970249,42.82611198796,43.59086398774,44.04971518762,44.86545065405,45.8851199871,46.71939489596,47.1961234153,47.72052478658,48.94412798624,49.55592958607,50.47363198581,51.39133438555,52.00313598538,52.44013712811,53.02280531843,53.39359416681,55.06214398452,57.10148265061,57.68415084093,58.73295358349,59.65065598323,61.1801599828,62.40376318246,62.92816455374,64.23916798194,66.07457278142,66.74199270851,67.29817598108,68.17217826655,68.82767998065,70.35718398022,73.41619197936,79.53420797764,80.7578111773,82.59321597678,85.65222397592,87.18172797549,88.09943037523,89.14823311779,89.73090130811,90.10169015649,91.7702399742,94.39224683061,95.44104957317,96.35875197291,97.88825597248,100.94726397162,102.7826687711,104.00627197076,104.88027425623,105.53577597033,110.12428796904,114.20296530123,114.71279996775,115.36830168185,116.24230396732,117.46590716698,119.30131196646,120.61231539466,122.3603199656,123.88982396517,124.80752636491,125.85632910747,128.47833596388,132.14914556285,134.59635196216,137.6553599613,139.49076476078,140.71436796044,141.58837024591,146.83238395872,152.950399957,154.17400315666,156.00940795614,159.06841595528,161.51562235459,165.18643195356,168.85724155253,171.30444795184,174.36345595098,176.19886075046,183.5404799484,190.88209914634,192.71750394582,195.77651194496,201.89452794324,205.56533754221,208.01254394152,211.07155194066,220.24857593808,229.4255999355,232.48460793464,238.60262393292,244.7206399312,247.77964793034,256.95667192776,269.19270392432,275.3107199226,281.42873592088,293.66476791744],description:"Marc Sabat, 3 octaves of intervals tuneable by ear"},tuners1:{frequencies:[261.6255653006,276.50456653385,293.15590636358,311.0676370396,328.627540632,349.28088891463,369.11955599459,391.76814585061,414.75684959346,439.06365754828,466.60145532616,492.6062100846,523.2511306012],description:"The Tuner's Guide well temperament no. 1 (1840)"},tuners2:{frequencies:[261.6255653006,276.9861853325,293.55936848273,311.27971878774,329.48489606404,349.42029142443,369.90111701824,391.99869425741,415.03962525779,439.89939957166,466.4799232208,493.78769382322,523.2511306012],description:"The Tuner's Guide well temperament no. 2 (1840)"},tuners3:{frequencies:[261.6255653006,276.9180796764,293.64050032496,311.25753558078,329.38199580693,349.20116137147,369.59117881045,391.8877401954,415.37711930697,439.91014033466,466.33569310799,493.52238512763,523.2511306012],description:"The Tuner's Guide well temperament no. 3 (1840)"},turkish:{frequencies:[261.6255653006,279.06726965397,327.03195662575,348.83408706747,392.4383479509,436.04260883433,465.11211608996,523.2511306012],description:"Turkish, 5-limit from Palmer on a Turkish music record, harmonic minor inverse"},turkish_24:{frequencies:[261.6255653006,275.62199471997,279.38237857051,290.36720431405,294.32876096318,310.07474405997,314.30517589183,326.6631048533,331.11985608357,344.13890881665,348.83408706747,367.49599295996,372.50983809402,387.15627241873,392.4383479509,413.43299207996,419.07356785577,435.55080647107,441.49314144476,458.8518784222,465.11211608996,489.99465727995,496.67978412536,516.20836322497,523.2511306012],description:"Ra'uf Yekta, 24-tone Pythagorean Turkish Theoretical Gamut, 1/1=D (perde yegah) at 294 Hz"},turkish_24a:{frequencies:[261.6255653006,275.62199471997,279.06726965397,290.69507255622,294.32876096318,310.07474405997,313.95067836072,327.03195662575,331.11985608357,344.52749339997,348.83408706747,367.91095120397,372.08969287196,387.59343007496,392.4383479509,413.43299207996,418.60090448096,436.04260883433,441.49314144476,459.36999119996,465.11211608996,490.54793493862,496.67978412536,516.79124009995,523.2511306012],description:"Turkish gamut with schismatic simplifications"},turkish_41:{frequencies:[261.6255653006,266.80864394988,272.09440643071,275.67629620338,281.13773466533,286.70737164501,290.48162858661,294.30556868769,300.13607443832,306.08208692954,310.11139540064,316.25503135793,322.52037740267,326.76608188608,333.2396629384,339.84149442859,344.31521657963,348.8478314504,355.75887527351,362.80683626646,367.58287746967,374.8650823332,382.29155536296,387.32409620162,392.42288612931,400.19720009986,408.12552912594,413.49815209867,421.6899870258,430.04411333507,435.70527569249,441.44096240275,450.1863739015,459.10504388656,465.14876849982,474.36385666592,483.76150545705,490.12981126508,499.83980314828,509.74215733443,516.45247616827,523.2511306012],description:"Abd\xef\xbf\xbdlkadir T\xef\xbf\xbdre and M. Ekrem Karadeniz theoretical Turkish gamut"},turkish_41a:{frequencies:[261.6255653006,268.5590565112,272.09440643071,275.67629620338,279.3053384865,286.70737164501,290.48162858661,294.30556868769,298.17984938441,306.08208692954,310.11139540064,314.19374626607,322.52037740267,326.76608188608,335.42589979828,339.84149442859,344.31521657963,348.8478314504,353.4401143131,362.80683626646,367.58287746967,377.32440283229,382.29155536296,387.32409620162,392.42288612931,402.82271318249,408.12552912594,413.49815209867,424.45650702809,430.04411333507,435.70527569249,441.44096240275,453.1398459935,459.10504388656,465.14876849982,477.47594368525,483.76150545705,490.12981126508,503.11902634639,509.74215733443,516.45247616827,523.2511306012],description:"Karadeniz's theoretical Turkish gamut, quantized to subset of 53-tET"},turkish_aeu:{frequencies:[261.6255653006,275.62199471997,279.38237857051,290.36720431405,294.32876096318,310.07474405997,314.30517589183,326.6631048533,331.11985608357,348.83408706747,353.59332287831,367.49599295996,372.50983809402,387.15627241873,392.4383479509,413.43299207996,419.07356785577,435.55080647107,441.49314144476,465.11211608996,471.45776383774,489.99465727995,496.67978412536,516.20836322497,523.2511306012],description:"Arel-Ezgi-Uzdilek (AEU) 24 tone theoretical system"},turkish_bagl:{frequencies:[261.6255653006,277.01530443593,285.40970760065,294.32876096318,311.64221749042,321.08592105074,331.11985608357,348.83408706747,369.35373924791,380.54627680087,392.4383479509,415.52295665389,428.11456140098,441.49314144476,465.11211608996,492.47165233054,507.3950357345,523.2511306012],description:'Ratios of the 17 frets on the neck of "Baglama" ("saz") according to Yal\xef\xbf\xbd\xef\xbf\xbdn Tura'},two29:{frequencies:[261.6255653006,265.43099677612,267.95417262175,271.85165581044,274.43586616969,278.42762776199,281.0743490329,285.16266958193,287.87341387594,292.06062910037,294.83694510625,299.12544722478,301.96892109338,306.36116019141,309.2734164419,313.77190187131,316.75460431924,321.36190613206,324.41675883995,329.13550925662,332.26425750751,337.09715242073,340.3015837153,345.25138423021,348.53332930799,353.60286331966,356.96419720496,362.15636101402,365.59900408717,370.91676405444,374.44268531179,379.88907958456,383.50028913155,389.07842928561,392.77699240278,398.49006531303,402.2780950448,408.12936467525,412.00902517967,418.00183444819,421.97534223334,428.1131149215,432.1827401118,438.46898282094,442.63705045414,449.07535460876,453.34424596425,459.9382898638,464.31044382305,471.06399474345,475.54190918343,482.45882552933,487.04505874954,494.12929225872,498.82646444278,506.0820624438,510.89285715645,518.32396488098,523.2511306012],description:"Two 29-tET scales 25 cents shifted, many near just intervals"},two29a:{frequencies:[261.6255653006,264.02813680074,267.95417262175,270.41486126945,274.43586616969,276.95607779319,281.0743490329,283.65552346679,287.87341387594,290.51702578379,294.83694510625,297.54450482308,301.96892109338,304.74197548856,309.2734164419,312.11354980287,316.75460431924,319.66343925668,324.41675883995,327.39595721478,332.26425750751,335.31552138031,340.3015837153,343.42665631876,348.53332930799,351.73399604284,356.96419720496,360.24228665998,365.59900408717,368.95638908389,374.44268531179,377.88128181162,383.50028913155,387.02206376789,392.77699240278,396.38395721814,402.2780950448,405.97231075214,412.00902517967,415.79260233969,421.97534223334,425.85044246025,432.1827401118,436.15157730833,442.63705045414,446.70189207635,453.34424596425,457.50741431695,464.31044382305,468.5743173866,475.54190918343,479.90892674463,487.04505874954,491.51771254425,498.82646444278,503.40730976502,510.89285715645,515.58451111167,523.2511306012],description:"Two 29-tET scales 15.826 cents shifted, 13-limit chords, Mystery temperament, Gene Ward Smith"},xenakis_chrom:{frequencies:[261.6255653006,274.52698453615,329.62755691287,349.22823143301,391.99543598175,411.32572372413,493.88330125613,523.2511306012],description:"Xenakis's Byzantine Liturgical mode, 5 + 19 + 6 parts"},xenakis_diat:{frequencies:[261.6255653006,293.66476791741,326.46944327063,349.22823143301,391.99543598175,440,489.15147723638,523.2511306012],description:"Xenakis's Byzantine Liturgical mode, 12 + 11 + 7 parts"},xenakis_schrom:{frequencies:[261.6255653006,279.86396690685,326.46944327063,349.22823143301,391.99543598175,419.32216217931,489.15147723638,523.2511306012],description:"Xenakis's Byzantine Liturgical mode, 7 + 16 + 7 parts"},xenoga24:{frequencies:[261.6255653006,265.7783520514,279.38237857051,283.8170195002,294.32876096318,299.00064605783,310.07474405997,314.99656539426,331.11985608357,336.37572681506,348.83408706747,354.37113606854,372.50983809402,378.42269266694,392.4383479509,398.6675280771,419.07356785577,425.72552925031,441.49314144476,448.50096908674,465.11211608996,472.49484809138,496.67978412536,504.56359022259,523.2511306012],description:"M. Schulter, 3+7 ratios Xeno-Gothic adaptive tuning (keyboards 64:63 apart)"},xylophone2:{frequencies:[261.6255653006,295.19538981304,332.68808325276,388.83826257328,446.65787257783,506.59641128799,527.19506190947,579.57827742703,633.13077520476,751.1860077911,842.69088701475],description:"African Yaswa xylophones (idiophone; calbash resonators with membrane)"},xylophone3:{frequencies:[261.6255653006,292.47977325983,348.01999353916,392.4383479509,442.29334161825,523.2511306012],description:"African Banyoro xylophone (idiophone; loose log)"},xylophone4:{frequencies:[261.6255653006,281.70207497315,314.1971709147,349.63190883464,391.76907592069,436.9606979923,505.71930677521,568.9637969584,597.94115990992,660.7800775993,716.43551549302],description:"African Bapare xylophone (idiophone, loose-log)"},zalzal:{frequencies:[261.6255653006,294.32876096318,321.08592105074,348.83408706747,392.4383479509,428.11456140098,465.11211608996,523.2511306012],description:"Tuning of popular flute by Al Farabi & Zalzal. First tetrachord is modern Rast"},zalzal2:{frequencies:[261.6255653006,294.32876096318,331.11985608357,348.83408706747,387.59343007496,419.89288258121,465.11211608996,523.2511306012],description:"Zalzal's Scale, a medieval Islamic with Ditone Diatonic & 10/9 x 13/12 x 72/65"},zarlino:{frequencies:[261.6255653006,294.32876096318,327.03195662575,348.83408706747,392.4383479509,436.04260883433,490.54793493862,523.2511306012],description:"Ptolemy's Intense Diatonic Systonon, also Zarlino's scale"},zarlino2:{frequencies:[261.6255653006,272.52663052146,290.69507255622,294.32876096318,310.07474405997,313.95067836072,327.03195662575,348.83408706747,363.36884069528,367.91095120397,392.4383479509,408.78994578219,436.04260883433,465.11211608996,470.92601754108,490.54793493862,523.2511306012],description:"16-note choice system of Zarlino, Sopplimenti musicali (1588)"},zartehijaz1:{frequencies:[261.6255653006,280.55696721076,336.07142343876,350.07440004945,375.4060213132,393.89732161404,446.43551156053,468.42549744394,502.32108537715,523.2511306012],description:"Scale from Zarlino temperament extraordinaire -- lower Hijaz tetrachord"},zesster_a:{frequencies:[261.6255653006,279.06726965397,313.95067836072,334.88072358477,348.83408706747,392.4383479509,418.60090448096,502.32108537715,523.2511306012],description:"Harmonic six-star, group A, from Fokker"},zesster_b:{frequencies:[261.6255653006,293.02063313667,299.00064605783,334.88072358477,366.27579142084,418.60090448096,457.84473927605,478.40103369253,523.2511306012],description:"Harmonic six-star, group B, from Fokker"},zesster_c:{frequencies:[261.6255653006,299.00064605783,305.22982618403,348.83408706747,398.6675280771,406.97310157871,457.84473927605,465.11211608996,523.2511306012],description:"Harmonic six-star, group C on Eb, from Fokker"},zesster_mix:{frequencies:[261.6255653006,274.70684356563,279.06726965397,293.02063313667,299.00064605783,313.95067836072,334.88072358477,348.83408706747,358.80077526939,366.27579142084,392.4383479509,418.60090448096,457.84473927605,478.40103369253,488.36772189445,502.32108537715,523.2511306012],description:"Harmonic six-star, groups A, B and C mixed, from Fokker"},zest24:{frequencies:[261.6255653006,269.33468959023,272.52663052146,280.55696721076,292.24684137387,300.8582598368,308.87634556583,317.97777315513,326.45210604021,336.07142343876,350.07440004945,360.38977980792,364.66083404534,375.4060213132,391.04793957621,402.57065589001,410.30971075781,422.39999923493,436.81711699543,449.68847932918,465.03699205118,478.73988827571,487.94322738789,502.32108537715,523.2511306012],description:"Zarlino Extraordinaire Spectrum Temperament (two circles at ~50.28c apart)"},zir_bouzourk:{frequencies:[261.6255653006,281.75060878526,305.22982618403,313.95067836072,353.19451315581,392.4383479509,523.2511306012],description:"Zirafkend Bouzourk (IG #3, DF #9), from both Rouanet and Safi al-Din"},zwolle:{frequencies:[261.6255653006,275.62199471997,294.32876096318,310.07474405997,331.11985608357,348.83408706747,367.49599295996,392.4383479509,413.43299207996,441.49314144476,465.11211608996,496.67978412536,523.2511306012],description:"Henri Arnaut De Zwolle. Pythagorean on G flat."},zwolle2:{frequencies:[261.6255653006,273.37431312998,292.50627485027,311.68386704488,327.03195662575,349.91912034749,365.63284274659,391.22147055517,408.78994578219,437.39890198442,467.04206359353,489.02683710225,523.2511306012],description:"Henri Arnaut De Zwolle's modified meantone tuning (c. 1440)"},yarman12:{frequencies:[261.6255653006,283.42769574232,294.32876096318,309.19384990071,332.97799220076,348.83408706747,377.90359432309,392.4383479509,411.12588832951,442.75095666255,465.11211608996,499.46698830115,523.2511306012],description:"Detempered Yarman 13-limit, [<1 1 -20 -6 -3 -1|, <0 1 38 15 11 8|]"},yarman12_80:{frequencies:[261.6255653006,282.84340331238,295.36595061166,319.3201344739,333.45764463229,348.2210758395,376.46181130035,393.12919962609,425.01198472693,443.82887286778,479.82340237272,501.06699929295,523.2511306012],description:"Ozan Yarman MOS, 80-et version"},yarman17:{frequencies:[261.6255653006,274.08392555301,283.42769574232,294.32876096318,309.19384990071,322.00069575458,332.97799220076,348.83408706747,362.25078272391,377.90359432309,392.4383479509,411.12588832951,425.14154361347,442.75095666255,465.11211608996,485.87604984397,499.46698830115,523.2511306012],description:"80-et commas 13-limit detempering of a chain of 16 fifths"},"yarman_ney-ahengs":{frequencies:[261.6255653006,275.39533189537,294.32876096318,310.07474405997,327.03195662575,348.83408706747,367.91095120397,392.4383479509,413.43299207996,436.04260883433,465.11211608996,494.18162334558,523.2511306012],description:"Well Temperament for piano by Ozan Yarman from Ney Ahengs"},yasser_6:{frequencies:[261.6255653006,291.88463270656,325.64340264099,363.30663963964,405.32593044476,452.20508247496,523.2511306012],description:"Yasser Hexad, 6 of 19 as whole tone scale"},yasser_diat:{frequencies:[261.6255653006,281.42815779395,291.88463270656,313.97755176024,325.64340264099,350.29154279212,376.80531512858,390.80553229045,420.38583225541,436.00528786292,469.00678383895,486.43275040712,523.2511306012],description:"Yasser's Supra-Diatonic, the flat notes are V,W,X,Y,and Z"},yasser_ji:{frequencies:[261.6255653006,282.64904822654,294.32876096318,304.39128270551,327.03195662575,347.87575166344,359.73515228832,391.36022062136,425.14154361347,434.84468957929,457.84473927605,478.32915853722,523.2511306012],description:"Yasser's just scale, 2 Yasser hexads, 121/91 apart"},yekta:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,327.03195662575,348.83408706747,372.08969287196,392.4383479509,418.60090448096,436.04260883433,470.92601754108,502.32108537715,523.2511306012],description:"Rauf Yekta's 12-tone tuning suggested in 1922 Lavignac Music Encyclopedia"},"young-g":{frequencies:[261.6255653006,299.07507698093,319.76457981184,341.88537054616,390.82337532559,446.76650366117,477.67301428683,510.71739232152,583.82257301724,667.39198333921,713.56092257662,762.92356430953,872.13001648254,996.96833978235,1065.93668681199,1139.67601990796,1302.81150610354,1489.29848625885,1592.32474578757,1702.47910946196,1946.17475603251,2224.75468143463,2378.65811671778,2543.20970830682,2907.24890901465,3323.39919648924,3553.30434397593,3799.11599765247,4342.92768045015],description:"Gayle Young's Harmonium, see PNM 26(2): 204-212 (1988)"},"young-lm_guitar":{frequencies:[261.6255653006,279.06726965397,290.69507255622,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,418.60090448096,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"LaMonte Young, Tuning of For Guitar '58. 1/1 March '92, inv.of Mersenne lute 1"},"young-lm_piano":{frequencies:[261.6255653006,289.72987407313,294.32876096318,300.46061014991,343.38355445704,338.01818641865,386.30649876417,392.4383479509,400.61414686654,457.84473927605,450.69091522486,515.07533168556,523.2511306012],description:"LaMonte Young's Well-Tempered Piano"},"young-w10":{frequencies:[261.6255653006,277.18263097687,302.26980244078,320.24370022528,349.22823143301,369.99442271164,391.99543598175,427.47405410759,452.89298412314,493.88330125613,523.2511306012],description:"William Lyman Young 10 out of 24-tET (1961)"},"young-w14":{frequencies:[261.6255653006,277.18263097687,293.66476791741,302.26980244078,320.24370022528,339.28638158975,359.46139971304,369.99442271164,391.99543598175,415.30469757995,427.47405410759,452.89298412314,479.82340237272,508.3551866238,523.2511306012],description:"William Lyman Young 14 out of 24-tET (1961)"},"young-wt":{frequencies:[261.6255653006,285.40970760065,309.19384990071,348.83408706747,392.4383479509,428.11456140098,463.79077485106,523.2511306012],description:'William Lyman Young "exquisite 3/4 tone Hellenic Lyre" dorian'},young:{frequencies:[261.6255653006,275.62199471997,293.00227310437,310.07474405997,328.14198392915,348.83408706747,367.49599295996,391.5530240856,413.43299207996,438.51190905657,465.11211608996,491.10256480205,523.2511306012],description:"Thomas Young well temperament (1807), also Luigi Malerbi nr.2 (1794)"},young2:{frequencies:[261.6255653006,276.24519242498,293.00227310437,310.77584116741,328.14198392915,349.22823143301,368.32692341742,391.5530240856,414.36778843034,438.51190905657,466.16376151809,491.65745674141,523.2511306012],description:"Thomas Young well temperament no.2 (1799)"},yugo_bagpipe:{frequencies:[261.6255653006,277.02257024271,294.00421879736,322.47117131255,341.84370465044,381.9375744369,404.41509766528,430.1988069325,452.63145841613,463.74664903953,478.99265177484,502.22604835608,523.2511306012],description:"Yugoslavian Bagpipe"},yves:{frequencies:[261.6255653006,290.69507255622,327.03195662575,348.83408706747,392.4383479509,436.04260883433,465.11211608996,523.2511306012],description:'St Yves\'s scale II from Jocelyn Godwin, "Music and the Occult", 1995.'},saba_sup:{frequencies:[261.6255653006,287.78812183066,313.95067836072,327.03195662575,392.4383479509,418.60090448096,470.92601754108,497.08857407114,523.2511306012],description:"Superparticular version of maqam Sab"},sabagh:{frequencies:[261.6255653006,275.67629620338,279.3053384865,286.70737164501,294.30556868769,310.11139540064,314.19374626607,322.52037740267,326.76608188608,331.06767743197,348.8478314504,362.80683626646,367.58287746967,372.42178901277,392.42288612931,413.49815209867,418.94150105041,430.04411333507,441.44096240275,465.14876849982,471.27205084813,483.76150545705,490.12981126508,496.58195036371,523.2511306012],description:"Twfiq Al-Sabagh, Arabic master musical scale in 53-tET (1954)"},sabbagh:{frequencies:[261.6255653006,294.30556868769,321.46759848648,348.8478314504,392.42288612931,428.64035280622,465.14876849982,523.2511306012],description:"Tawfiq as-Sabbagh, a composer from Syria. 1/1=G"},safi_diat:{frequencies:[261.6255653006,276.16031892841,305.22982618403,348.83408706747,392.4383479509,414.24047839262,457.84473927605,523.2511306012],description:"Safi al-Din's Diatonic, also the strong form of Avicenna's 8/7 diatonic"},safi_diat2:{frequencies:[261.6255653006,283.79722337692,310.07474405997,348.83408706747,392.4383479509,425.69583506538,465.11211608996,523.2511306012],description:"Safi al-Din's 2nd Diatonic, a 3/4 tone diatonic like Ptolemy's Equable Diatonic"},safi_major:{frequencies:[261.6255653006,281.75060878526,322.00069575458,348.83408706747,375.66747838035,392.4383479509,523.2511306012],description:"Singular Major (DF #6), from Safi al-Din, strong 32/27 chromatic"},salinas_19:{frequencies:[261.6255653006,272.52663052146,279.06726965397,294.32876096318,306.59245933664,313.95067836072,327.03195662575,340.65828815182,348.83408706747,363.36884069528,372.08969287196,392.4383479509,408.78994578219,418.60090448096,436.04260883433,454.2110508691,465.11211608996,490.54793493862,510.98743222773,523.2511306012],description:'Salinas\' enharmonic tuning for his 19-tone instr. "instrumentum imperfectum"'},salinas_24:{frequencies:[261.6255653006,272.52663052146,279.06726965397,290.69507255622,294.32876096318,306.59245933664,313.95067836072,327.03195662575,340.65828815182,348.83408706747,363.36884069528,367.91095120397,372.08969287196,376.74081403286,392.4383479509,408.78994578219,418.60090448096,436.04260883433,454.2110508691,459.88868900496,465.11211608996,470.92601754108,490.54793493862,510.98743222773,523.2511306012],description:'Salinas enharmonic system "instrumentum perfectum". Subset of Mersenne'},salinas_enh:{frequencies:[261.6255653006,272.52663052146,279.06726965397,348.83408706747,392.4383479509,408.78994578219,418.60090448096,523.2511306012],description:"Salinas's and Euler's enharmonic"},salunding:{frequencies:[261.6255653006,282.38958039978,310.76686573877,390.36201910543,419.43149305958,523.2511306012],description:"Gamelan slunding, Kengetan, South-Bali. 1/1=378 Hz"},sankey:{frequencies:[261.6255653006,274.88665260982,292.54735824399,309.58527581215,327.03195662575,348.83408706747,366.73895666255,391.24894371175,412.31687950427,437.13741259348,464.79252184829,489.99465727995,523.2511306012],description:"John Sankey's Scarlatti tuning, personal evaluation based on d'Alembert's"},santur1:{frequencies:[261.6255653006,282.02765077995,319.3201344739,347.21689301951,376.46192220133,427.47393558663,475.68393915562,504.55222794679,523.2511306012],description:"Persian santur tuning. 1/1=E"},santur2:{frequencies:[261.6255653006,281.2143451833,317.48098583281,345.21700307457,375.37611551499,423.78627283082,475.68393915562,498.18106573801,523.2511306012],description:"Persian santur tuning. 1/1=E"},sanza:{frequencies:[261.6255653006,293.15632631094,308.97787266236,346.21547002486,390.18821123181,462.40922843744,524.46149515038,595.18445928535,620.10113226249],description:"African N'Gundi Sanza (idiophone; set of lamellas, thumb-plucked)"},sanza2:{frequencies:[261.6255653006,390.63923480058,465.35666077712,523.2511306012,588.68812410589,663.45725712889,702.9084786129,783.08569314515],description:"African Baduma Sanza (idiophone, like mbira)"},sauveur:{frequencies:[261.6255653006,274.85950244128,292.7026939092,313.25286195357,328.80795208256,349.69755047152,367.27338607435,391.35133250294,417.15885134862,438.29716799286,468.84228427561,491.11646492505,523.2511306012],description:"Sauveur's tempered system of the harpsichord. Trait\xef\xbf\xbd (1697)"},sauveur2:{frequencies:[261.6255653006,278.64199172491,293.04864983565,312.10886966906,328.2456799168,349.5951549002,372.33322418948,391.58401058733,417.05308314313,438.61577206336,467.14384425417,491.2966347616,523.2511306012],description:"Sauveur's Syste^me Chromatique des Musiciens (Memoires 1701), 12 out of 55."},sauveur_17:{frequencies:[261.6255653006,275.62199471997,290.36720431405,294.32876096318,310.07474405997,326.6631048533,331.11985608357,348.83408706747,367.49599295996,372.50983809402,392.4383479509,413.43299207996,419.07356785577,441.49314144476,465.11211608996,489.99465727995,496.67978412536,523.2511306012],description:"Sauveur's oriental system, aft. Kitab al-adwar (Bagdad 1294) by Safi al-Din"},sauveur_ji:{frequencies:[261.6255653006,272.52663052146,294.32876096318,313.95067836072,327.03195662575,348.83408706747,367.91095120397,392.4383479509,418.60090448096,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Aplication des sons harmoniques aux jeux d'orgues (1702) (PB 81/80 & 128/125)"},savas_bardiat:{frequencies:[261.6255653006,282.57123920205,317.17549194805,349.22823143301,391.99543598175,423.37848741825,475.22628419761,523.2511306012],description:"Savas's Byzantine Liturgical mode, 8 + 12 + 10 parts"},savas_barenh:{frequencies:[261.6255653006,282.57123920205,329.62755691287,349.22823143301,391.99543598175,423.37848741825,493.88330125613,523.2511306012],description:"Savas's Byzantine Liturgical mode, 8 + 16 + 6 parts"},savas_chrom:{frequencies:[261.6255653006,282.57123920205,323.3415889232,349.22823143301,391.99543598175,423.37848741825,484.46499093218,523.2511306012],description:"Savas's Chromatic, Byzantine Liturgical mode, 8 + 14 + 8 parts"},savas_diat:{frequencies:[261.6255653006,288.06460709314,311.12698372208,349.22823143301,391.99543598175,431.60923940535,466.16376151809,523.2511306012],description:"Savas's Diatonic, Byzantine Liturgical mode, 10 + 8 + 12 parts"},savas_palace:{frequencies:[261.6255653006,277.18263097687,336.03572815422,349.22823143301,391.99543598175,415.30469757995,503.48470957687,523.2511306012],description:"Savas's Byzantine Liturgical mode, 6 + 20 + 4 parts"},scalatron:{frequencies:[261.6255653006,272.52663052146,279.06726965397,294.32876096318,306.59245933664,313.95067836072,327.03195662575,340.65828815182,348.83408706747,367.91095120397,376.74081403286,392.4383479509,408.78994578219,418.60090448096,436.04260883433,459.88868900496,470.92601754108,490.54793493862,510.98743222773,523.2511306012],description:"Scalatron (tm) 19-tone scale, see manual, 1974"},scheengaas:{frequencies:[261.6255653006,273.84069463911,292.6487650037,312.74862113192,327.53979283172,350.03605285217,366.8025131876,391.54284657258,418.19337019276,437.97145880542,467.51204131067,489.62261321254,523.2511306012],description:"Scheengaas' variation"},scheffer:{frequencies:[261.6255653006,274.56546814423,292.86978442859,309.86465789076,327.84548435462,349.70179235499,366.99791252626,391.46460164194,410.82629477826,438.21464222188,467.42914467878,490.54793493862,523.2511306012],description:"H.Th. Scheffer (1748) modified 1/5-comma temperament, Sweden"},schidlof:{frequencies:[261.6255653006,264.89588486686,274.70684356563,280.31310567921,294.32876096318,305.22982618403,315.35224388912,322.99452506247,327.03195662575,348.83408706747,353.19451315581,366.27579142084,373.75080757229,392.4383479509,406.97310157871,420.46965851882,436.04260883433,457.84473927605,467.18850946536,484.4917875937,490.54793493862,523.2511306012],description:"Schidlof"},schillinger:{frequencies:[261.6255653006,262.8879410321,275.85161280553,277.18263097687,278.52007147562,292.25460328695,293.66476791741,295.08173676673,309.63296633914,311.12698372208,312.62820992379,328.04470063332,329.62755691287,331.21805066987,347.55125362114,349.22823143301,350.91330087035,368.21772660991,369.99442271164,371.77969159194,390.11309203208,391.99543598175,393.88686247394,413.31042363438,415.30469757995,417.30859414412,437.88714035463,440,442.12305445465,463.92526470026,466.16376151809,468.41305936011,491.51169649079,493.88330125613,496.26634930797,520.73850287792,523.2511306012],description:"Joseph Schillinger's double equal temperament, p.664 Mathematical Basis..."},schis41:{frequencies:[261.6255653006,266.96486255163,272.52663052146,275.21650375777,280.31310567921,285.40970760065,290.69507255622,294.32876096318,299.00064605783,305.22982618403,311.45900631024,313.95067836072,321.08592105074,327.03195662575,329.64821227876,336.37572681506,343.38355445704,348.83408706747,355.95315006884,363.36884069528,366.27579142084,373.75080757229,380.54627680087,387.59343007496,392.4383479509,398.6675280771,406.97310157871,415.27867508032,418.60090448096,428.11456140098,436.04260883433,441.49314144476,448.50096908674,457.84473927605,465.11211608996,470.92601754108,484.4917875937,490.54793493862,497.4115685962,504.56359022259,512.78610798918,523.2511306012],description:"41&53 <<1 -8 -14 23 -15 -25 33 -10 81 113||"},schisynch17:{frequencies:[261.6255653006,275.80289341725,290.74848220557,294.25152581512,310.19683462128,327.0062098829,330.94609980123,348.87986495302,367.78544978395,387.71551660339,392.38685458718,413.65005636851,436.06549769577,441.31937388998,465.23419873014,490.4449531872,496.35401261224,523.2511306012],description:"fifth satisfies f^9 + f^8 - 64 = 0"},schlick:{frequencies:[261.6255653006,275.62199471997,293.00227310437,311.47852302926,328.14198392915,349.6228209638,367.9112241576,391.5530240856,414.36778843034,438.51190905657,466.69047534984,491.10256480205,523.2511306012],description:"Reconstructed temp. A. Schlick, Spiegel d. Orgelmacher und Organisten (1511)"},schlick2:{frequencies:[261.6255653006,275.31092272332,293.00227310437,311.83045953724,328.14198392915,349.6228209638,367.9112241576,391.5530240856,415.30469757995,438.51190905657,466.69047534984,491.10256480205,523.2511306012],description:"Schlick's temperament reconstructed by F.J. Ratte (1991)"},schlick3:{frequencies:[261.6255653006,275.31092431358,293.00227310437,311.83045953724,328.14198392915,349.6228209638,367.70355049744,391.5530240856,415.07027187895,438.51190905657,466.95405539699,491.10256480205,523.2511306012],description:"Possible well-tempered interpretation of 1555 tuning, Margo Schulter"},schlick4:{frequencies:[261.6255653006,275.29566620843,293.00166043901,311.83758337792,328.14192706649,349.6222474261,367.6987228158,391.55300599201,415.35839309639,438.51185079886,466.95962791236,491.10245700671,523.2511306012],description:"Another reconstructed Schlick's modified meantone (Poletti?)"},scholz:{frequencies:[261.6255653006,271.31540105247,299.00064605783,305.22982618403,348.83408706747,392.4383479509,406.97310157871,457.84473927605,523.2511306012],description:"Simple Tune #1 Carter Scholz"},scholz_epi:{frequencies:[261.6255653006,1046.5022612024,1308.127826503,1569.7533918036,1831.3789571042,2093.0045224048,2354.6300877054,2616.255653006,2877.8812183066,3139.5067836072,3401.1323489078,3662.7579142084,3924.383479509,4186.0090448096,4709.2601754108,5232.511306012,5494.1368713126,5755.7624366132,6279.0135672144,6540.639132515,6802.2646978156,7063.8902631162,7325.5158284168,8372.0180896192,8633.6436549198,9156.894785521,9418.5203508216,10203.3970467234,10465.022612024,10988.2737426252,11511.5248732264,11773.150438527,12558.0271344288,12819.6526997294,13081.27826503,14127.7805262324,14389.406091533,14651.0316568336,16482.4106139378,16744.0361792384,17005.661744539],description:"Carter Scholz, Epimore"},schulter:{frequencies:[261.6255653006,277.184065539,293.66520219021,311.12905403417,329.62853176407,349.23107169224,369.99606406306,391.99572582396,415.30715405467,440.00097595231,466.1672081452,493.88512703986,523.25577305438],description:'Margo Schulter\'s 5-limit JI virt. ET, "scintilla of Artusi" tempered 22-08-98'},schulter_17:{frequencies:[261.6255653006,272.43653907335,282.13181390574,295.15344695336,308.77608605158,319.09647917983,332.97799220076,348.34640884647,361.82138782225,375.64984936577,392.98775403209,410.26687922759,423.79017189188,443.34998408798,463.81254988138,480.53289366295,500.16624277499,523.2511306012],description:"Neo-Gothic well-temperament (14:11, 9:7 hypermeantone fifths) TL 04-09-2000"},schulter_24:{frequencies:[261.6255653006,270.06509966514,283.8170195002,292.97240722602,295.75063903546,305.22982618403,307.79478270659,317.68818643644,334.29933343966,345.08318290545,348.06842720833,359.29644098925,377.90359432309,390.09403284964,393.30161007617,406.07983174306,426.86276443782,440.63253103259,444.76346101102,458.66231916761,462.87600014722,477.80748402293,502.32108537715,518.89070451286,523.2511306012],description:'Rational intonation (RI) scale with some "17-ish" features (24 notes)'},schulter_cart34:{frequencies:[261.6255653006,270.08718526646,272.51337835337,281.3271372098,283.85429714132,293.03484945212,295.66718139806,305.22982618403,307.97166902637,317.93223698752,320.78822215662,331.16330924834,334.13814720468,344.94500399825,348.04364484358,359.30023993517,362.52783176564,374.2528814026,377.61479489998,389.82779436071,393.32961502355,406.05087076101,409.69842558521,422.94908927295,426.7484383229,440.55054172958,444.50800708553,458.88449901367,463.0066556268,477.98143975034,482.27514684959,497.87312179111,502.34551296122,518.59261334435,523.2511306012],description:'"Carthesian tuning" with two 17-tET chains 55.106 cents apart'},schulter_diat7:{frequencies:[261.6255653006,295.1673044417,332.97799220076,348.83408706747,392.4383479509,442.75095666255,499.46698830115,523.2511306012],description:"Diatonic scale, symmetrical tetrachords based on 14/11 and 13/11 triads"},schulter_ham:{frequencies:[261.6255653006,272.52663052146,283.8170195002,295.75063903546,307.79478270659,320.70230585235,334.29933343966,348.01136516401,362.25078272391,377.90359432309,393.36609818246,409.50088481833,426.86276443782,444.76346101102,462.87600014722,482.33849075995,502.32108537715,523.2511306012],description:'New rational tuning of "Hammond organ type", TL 01-03-2002'},schulter_jot17a:{frequencies:[261.6255653006,271.31540105247,281.75060878526,295.1673044417,305.22982618403,318.50068819203,332.97799220076,348.83408706747,361.75386806997,375.66747838035,392.4383479509,406.97310157871,422.62591317789,442.75095666255,457.84473927605,477.75103228805,499.46698830115,523.2511306012],description:"Just octachord tuning -- 4:3-9:8-4:3 division, 17 steps (7 + 3 + 7), Bb-Bb"},schulter_jot17bb:{frequencies:[261.6255653006,271.31540105247,281.75060878526,295.15228855401,305.22982618403,318.50068819203,332.97799220076,348.83408706747,361.75386806997,375.66747838035,392.4383479509,406.97310157871,422.62591317789,442.72843283101,457.84473927605,477.75103228805,499.46698830115,523.2511306012],description:'"Just Octachord Tuning" (Bb-Eb, F-Bb) -- 896:891 divided into 1792:1787:1782'},schulter_jwt17:{frequencies:[261.6255653006,272.43653907335,282.34838235411,295.1673044417,308.34441624714,319.76457981184,332.97799220076,347.8430811383,362.25078272391,376.08675011961,393.55640592227,409.81906732402,425.14154361347,443.97065626768,462.87600014722,481.6288815761,500.8899711738,523.2511306012],description:'"Just well-tuned 17" circulating system'},"schulter_lin76-34":{frequencies:[261.6255653006,270.6250663876,281.88470155261,291.58108453077,295.07956188513,305.22982618403,308.89206602106,319.51745915009,332.81131277165,344.25948974019,348.39001840879,360.3740779397,375.36781334896,388.27986588625,392.93856423817,406.45502016129,423.36600317146,437.92911415628,443.18352164838,458.42832346067,463.9286840578,479.88708893184,499.85328649772,517.04744024951,523.2511306012],description:"Two 12-note chains, ~704.160 cents, 34 4ths apart (32 4ths = 7:6), TL 29-11-02"},schulter_pel:{frequencies:[261.6255653006,271.31540105247,305.22982618403,392.4383479509,406.97310157871,523.2511306012],description:"Just pelog-style Phrygian pentatonic"},schulter_pepr:{frequencies:[261.6255653006,270.64528702739,281.81099471089,291.52662303231,295.05751399041,305.22982618403,308.92668738628,319.57714790608,332.76158224462,344.23376719628,348.40303271111,360.41446953256,375.28368107222,388.22184469544,392.9238840789,406.47020586181,423.23948674937,437.83095983374,443.13385158124,458.41119660824,463.96335069158,479.95880706014,499.75992392917,516.98949183803,523.2511306012],description:"Peppermint 24: Wilson/Pepper apotome/limma=Phi, 2 chains spaced for pure 7:6"},schulter_qcm62a:{frequencies:[261.6255653006,262.43934012943,267.90457886781,268.73788454005,273.37431312998,274.22463192287,279.93529690293,280.80602334765,285.65065877038,286.53916259713,292.50627485027,293.41610276971,299.52642572255,300.45808951291,305.64177427204,306.59245933664,312.977175335,313.95067836072,320.36052345918,320.48862783822,327.03195662575,328.04917632434,334.88072358477,335.92235492515,341.71789064962,342.78078913836,349.91912034749,351.00752840096,358.31717956585,359.43170941363,365.63284274659,366.77012764335,374.40803131735,375.5726110527,382.05221698715,383.2405741708,391.22147055517,392.4383479509,400.61078621746,401.85686830172,408.78994578219,410.06146948999,418.60090448096,419.90294514449,427.14736482575,428.47598794138,437.39890198442,438.75941205608,447.89647345742,449.28963835923,457.04105241293,458.46266117889,468.01003810189,469.46576276783,479.24227945773,480.73294151703,489.02683710225,490.54793493862,500.76348165392,502.32108537715,510.98743222773,512.57683571821,523.2511306012],description:"1/4-comma meantone, two 31-notes at 1/4-comma (Vicentino-like system)"},schulter_qcmlji24:{frequencies:[261.6255653006,262.43934012943,273.37431312998,274.22463192287,292.50627485027,293.41610276971,306.59245933664,312.977175335,327.03195662575,328.04917632434,349.91912034749,351.00752840096,365.63284274659,366.77012764335,391.22147055517,392.4383479509,408.78994578219,410.06146948999,437.39890198442,438.75941205608,458.46266117889,468.01003810189,489.02683710225,490.54793493862,523.2511306012],description:"24-note adaptive JI (Eb-G#/F'-A#') for Lasso's Prologue to _Prophetiae_"},schulter_qcmqd8_4:{frequencies:[261.6255653006,273.37431312998,292.50627485027,309.28772967674,327.03195662575,349.91912034749,365.63284274659,391.22147055517,411.22091428214,437.39890198442,465.24335632603,489.02683710225,523.2511306012],description:"F-C# in 1/4-comma meantone, other 5ths ~4.888 cents wide or (2048/2025)^(1/4)"},schulter_sq:{frequencies:[261.6255653006,271.31540105247,279.38237857051,289.72987407313,294.32876096318,305.22982618403,310.07474405997,325.94610833227,331.11985608357,343.38355445704,348.83408706747,361.75386806997,372.50983809402,386.30649876417,392.4383479509,406.97310157871,419.07356785577,434.59481110969,441.49314144476,457.84473927605,465.11211608996,488.9191624984,496.67978412536,515.07533168556,523.2511306012],description:'"Sesquisexta" tuning, two 12-tone Pyth. manuals a 7/6 apart. 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scale for Passacaglia and Fugue State (2005)"},seikilos:{frequencies:[261.6255653006,271.31540105247,294.32876096318,305.22982618403,336.37572681506,348.83408706747,356.10146388137,392.4383479509,406.97310157871,441.49314144476,457.84473927605,504.56359022259,523.2511306012],description:"Seikilos Tuning"},sekati1:{frequencies:[261.6255653006,285.2147362526,318.99014578736,340.97107458785,383.86043226246,424.60539155549,468.56721805116,523.2511306012],description:"Gamelan sekati from Sumenep, East-Madura. 1/1=244 Hz."},sekati2:{frequencies:[261.6255653006,288.87830434024,317.34219433319,357.31261688157,393.64955765984,420.29657220667,469.35141988267,523.2511306012],description:"Gamelan Kyahi Sepuh from kraton Solo. 1/1=216 Hz."},sekati3:{frequencies:[261.6255653006,291.90272733088,308.20569577938,369.53649673407,403.69531865382,425.43272843735,475.11832680028,523.2511306012],description:"Gamelan Kyahi Henem from kraton Solo. 1/1=168.5 Hz."},sekati4:{frequencies:[261.6255653006,271.36353278789,288.89182053123,342.12578909252,379.12979967788,410.29128883625,439.50493264224,523.2511306012],description:"Gamelan Kyahi Guntur madu from kraton Jogya. 1/1=201.5 Hz."},sekati5:{frequencies:[261.6255653006,274.79663866182,311.31645994273,355.61927540077,375.97459751383,397.52718524897,433.44837981883,523.2511306012],description:"Gamelan Kyahi Naga Ilaga from kraton Jogya. 1/1=218.5 Hz."},sekati6:{frequencies:[261.6255653006,284.57524936299,310.80330758934,358.01400474517,390.79902205709,427.51850178351,468.18764285778,523.2511306012],description:"Gamelan Kyahi Munggang from Paku Alaman, Jogya. 1/1=199.5 Hz."},sekati7:{frequencies:[261.6255653006,286.67481979642,318.21831168293,371.10013445627,390.58282835584,422.12643845206,463.87524473877,523.2511306012],description:"Gamelan of Sultan Anom from Cheribon. 1/1=282 Hz."},sekati8:{frequencies:[261.6255653006,287.04067548259,315.94410704802,350.82750428678,381.72407804086,425.57749367468,447.5043967797,523.2511306012],description:"The old Sultans-gamelan Kyahi Suka rame from Banten. 1/1=262.5 Hz."},sekati9:{frequencies:[261.6255653006,280.44107893528,310.90439774384,346.74342440827,376.31071188751,412.14996063869,455.1567650372,523.2511306012],description:"Gamelan Sekati from Katjerbonan, Cheribon. 1/1=292 Hz."},selisir:{frequencies:[261.6255653006,278.78833362316,320.24370022528,380.8360868427,417.71053321823,524.76452349887],description:"Gamelan semara pagulingan, Bali. Pagan Kelod"},selisir2:{frequencies:[261.6255653006,279.59466973861,299.66214729245,376.46181130035,408.17001145418,520.23742585195],description:"Gamelan semara pagulingan, Bali. Kamasan"},selisir3:{frequencies:[261.6255653006,284.98499077387,305.5412851438,378.42269266694,406.45400323486,523.2511306012],description:"Gamelan gong, Pliatan, Bali. 1/1=280 Hz, McPhee, 1966"},selisir4:{frequencies:[261.6255653006,277.23130136276,295.59098907682,376.373620257,399.32323124828,523.2511306012],description:"Gamelan gong, Apuan, Bali. 1/1=285 Hz. McPhee, 1966"},selisir5:{frequencies:[261.6255653006,275.89605068063,309.19384990071,383.40037296022,406.23315014465,523.2511306012],description:"Gamelan gong, Sayan, Bali. 1/1=275 Hz. McPhee, 1966"},selisir6:{frequencies:[261.6255653006,282.63199755101,312.23197007902,396.25769882774,415.35445602102,523.2511306012],description:"Gamelan gong, Gianyar, Bali. 1/1=274 Hz. McPhee, 1966"},semipor1:{frequencies:[261.6255653006,290.69507255622,313.95067836072,327.03195662575,353.19451315581,392.4383479509,436.04260883433,470.92601754108,523.2511306012],description:"First 16/15&250/243 = 648/625&250/243 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Guide"},silbermann1:{frequencies:[261.6255653006,275.15551885617,293.66476791741,312.53552595124,327.77163799145,349.82028288879,367.9112241576,391.99543598175,411.56972129721,438.75957425603,467.74568907204,491.10256480205,523.2511306012],description:"Gottfried Silbermann's temperament nr. 1"},silbermann2:{frequencies:[261.6255653006,275.00020270933,293.00227310437,312.18279369479,328.14198392915,349.6228209638,367.49599295996,391.5530240856,411.56972129721,438.51190905657,467.21778431035,491.10256480205,523.2511306012],description:"Gottfried Silbermann's temperament nr. 2, 1/6 Pyth. comma meantone"},silbermann2a:{frequencies:[261.6255653006,275.00020270933,293.00227310437,310.77584116741,328.14198392915,349.6228209638,367.49599295996,391.5530240856,411.56972129721,438.51190905657,467.21778431035,491.10256480205,523.2511306012],description:"Modified Silbermann's temperament nr. 2, also used by Hinsz in Midwolda"},silver:{frequencies:[261.6255653006,277.18807786937,293.58315284916,311.09098010692,329.53543886896,349.23174545031,369.98176232374,391.84186131702,415.18563115404,439.77824302677,466.03998256716,493.70667148145,523.2511306012],description:"Equal beating chromatic scale, A.L.Leigh Silver JASA 29/4, 476-481, 1957"},silver_10:{frequencies:[261.6255653006,270.26884019355,294.27266239927,320.41022551991,330.99364634362,360.39280035711,392.40094712608,405.36462386145,441.36692569059,480.56953386201,523.2511306012],description:"Ten-tone MOS from 350.9 cents"},silver_11:{frequencies:[261.6255653006,277.73657748574,294.83971256733,315.81001885226,335.25773244276,355.90304440354,381.21644531515,404.69191411574,429.61301214396,460.16899244324,488.50639225338,523.2511306012],description:"Eleven-tone MOS from 1+sqr(2), 1525.864 cents"},silver_11a:{frequencies:[261.6255653006,272.21316796874,283.22923537857,314.22802528801,326.94437231289,340.17533123945,377.40674067136,392.67983758722,408.5710143206,453.28817432381,471.63208149661,523.2511306012],description:"Eleven-tone MOS from 317.17 cents"},silver_11b:{frequencies:[261.6255653006,281.48899567641,302.85877036442,316.87090334834,340.92873240472,366.81310701257,383.78194911277,412.91987382947,444.27004083312,464.82473992747,500.11279777071,523.2511306012],description:"Eleven-tone MOS from 331.67 cents"},silver_7:{frequencies:[261.6255653006,277.73649727228,315.81000061035,335.2576162513,381.21640127531,404.69175048432,460.16888612163,523.2511306012],description:"Seven-tone MOS from 1+sqr(2), 1525.864 cents"},silver_8:{frequencies:[261.6255653006,288.49477506296,306.46277751246,337.93681424842,358.98416079003,395.852196628,420.50662316693,492.57276348379,523.2511306012],description:"Eight-tone MOS from 273.85 cents"},silver_9:{frequencies:[261.6255653006,294.18258755347,307.6617709921,345.94759796409,361.79860795042,406.82129262791,425.46148093979,478.40645551359,500.32661205896,523.2511306012],description:"Nine-tone MOS from 280.61 cents"},silvermean:{frequencies:[261.6255653006,286.15296204753,327.03195662575,345.42750418595,392.4383479509,416.96574469783,474.19633710734,523.2511306012],description:"First 6 approximants to the Silver Mean, 1+ sqr(2) reduced by 2/1"},simonton:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,327.03195662575,348.83408706747,370.63621750918,392.4383479509,414.24047839262,436.04260883433,465.11211608996,494.18162334558,523.2511306012],description:"Simonton Integral Ratio Scale, JASA 25/6 (1953): A new integral ratio scale"},sims:{frequencies:[261.6255653006,272.52663052146,283.42769574232,294.32876096318,305.22982618403,316.13089140489,327.03195662575,343.38355445704,359.73515228832,376.08675011961,392.4383479509,408.78994578219,425.14154361347,441.49314144476,457.84473927605,474.19633710734,490.54793493862,506.89953276991,523.2511306012],description:"Ezra Sims' 18-tone mode"},sims2:{frequencies:[261.6255653006,269.80136421624,277.97716313189,286.15296204753,294.32876096318,302.50455987882,310.68035879446,318.85615771011,327.03195662575,343.38355445704,359.73515228832,376.08675011961,392.4383479509,408.78994578219,425.14154361347,441.49314144476,457.84473927605,474.19633710734,490.54793493862,506.89953276991,523.2511306012],description:"Sims II"},sims_24:{frequencies:[261.6255653006,269.80136421624,272.52663052146,277.97716313189,283.42769574232,286.15296204753,294.32876096318,302.50455987882,305.22982618403,310.68035879446,316.13089140489,318.85615771011,327.03195662575,343.38355445704,359.73515228832,376.08675011961,392.4383479509,408.78994578219,425.14154361347,441.49314144476,457.84473927605,474.19633710734,490.54793493862,506.89953276991,523.2511306012],description:"See his article, Reflections on This and That, 1991 p.93-106"},sin:{frequencies:[261.6255653006,275.08939827539,302.09917071192,334.63165645627,369.99442271164,407.01712569342,445.10399729103,483.9175316883,523.2511306012,562.97086325858,602.98541169118,643.23087116255,683.66056756853,724.23972686276,764.94197926416,805.74682982871,846.63811574624,887.6028851904,928.63083777952,969.71346974542,1010.84345850104,1052.01529432917],description:"1/sin(2pi/n), n=4..25"},sinemod12:{frequencies:[261.6255653006,270.6035983646,282.0485507085,292.16840832754,301.82804372114,314.42520179993,326.24260278214,336.76433478807,350.4641458176,364.21811789193,375.86233664064,390.61306119732,406.50371126161,419.61372202861,435.38454314112,453.55584308858,468.551249676,485.36279478778,505.89080731022,523.2511306012],description:"Sine modulated F=12, A=-.08203754"},sinemod8:{frequencies:[261.6255653006,272.43905323978,281.98404270447,290.99567087708,301.68076007415,314.40050256998,326.99158834066,337.97331861211,348.96407538813,362.38276875396,377.76595534172,392.29216556304,405.04934945717,418.6525822649,435.418746849,453.77727371169,470.43955130022,485.47382867757,502.48255971303,523.2511306012],description:"Sine modulated F=8, A=.11364155. Deviation minimal3/2, 4/3, 5/4, 6/5, 5/3, 8/5"},singapore:{frequencies:[261.6255653006,291.46787011619,321.35550581422,354.51258839996,385.70651737906,428.95813651779,462.1422075194,523.2511306012],description:"An observed xylophone tuning from Singapore"},sintemp6:{frequencies:[261.6255653006,277.18263097687,292.42974339757,312.08834713741,327.870830746,349.91196330865,369.15973155124,391.11111150212,416.11779639122,437.6550518996,467.60417912673,491.80624587316,523.2511306012],description:"Sine modulated fifths, A=1/6 Pyth, one cycle, f0=-90 degrees"},sintemp6a:{frequencies:[261.6255653006,276.17281343288,293.21211353711,310.64741311165,328.42667470471,349.22823143301,368.43838932195,391.77416758435,414.19655102258,438.82595961933,465.90062756558,491.80624587316,523.2511306012],description:"Sine modulated fifths, A=1/12 Pyth, one cycle, f0= D-A"},sintemp_19:{frequencies:[261.6255653006,272.86445838226,281.30973389888,292.50627485027,304.14845459111,313.56198179795,327.03195662575,338.65502209741,350.02113164026,365.30494475029,376.98581738134,391.19763056219,407.47965586966,419.94695489748,437.42555500456,453.91586039553,468.43012697388,488.88431353627,505.29249383438,523.2511306012],description:"Sine modulated thirds, A=7.366 cents, one cycle over fifths, f0=90 degrees"},sintemp_7:{frequencies:[261.6255653006,291.06608881088,319.67397341855,351.09362859375,390.60192440975,432.07134328681,473.03044489876,523.2511306012],description:"Sine modulated fifths, A=8.12 cents, one cycle, f0=90 degrees"},slen_pel:{frequencies:[261.6255653006,261.6255653006,283.17034563789,298.45295203849,338.50336851425,364.68988616898,346.01554587335,389.06292924114,398.38689497567,420.13030572059,455.51656649021,493.31307433255,523.2511306012],description:"Pelog white, Slendro black"},slen_pel16:{frequencies:[261.6255653006,261.6255653006,285.30470202322,285.30470202322,297.93622032612,311.12698372208,339.28638158975,386.37547528213,386.37547528213,403.48177901006,421.34544350737,440,523.2511306012],description:"16-tET Slendro and Pelog"},slen_pel23:{frequencies:[261.6255653006,261.6255653006,295.14355885465,295.14355885465,286.38154466424,343.14246862785,313.47984535337,398.94762483098,398.94762483098,387.10394860926,450.05828708186,423.73315704439,523.2511306012],description:"23-tET Slendro and Pelog"},slen_pel_jc:{frequencies:[261.6255653006,261.6255653006,299.00064605783,299.00064605783,279.06726965397,341.71502406609,348.83408706747,392.4383479509,392.4383479509,392.4383479509,448.50096908674,418.60090448096,523.2511306012],description:"Slendro/JC PELOG S1c,P1c#,S2d,eb,P2e,S3f,P3f#,S4g,ab,P4a,S5bb,P5b"},slen_pel_schmidt:{frequencies:[261.6255653006,261.6255653006,294.32876096318,305.22982618403,327.03195662575,348.83408706747,359.73515228832,392.4383479509,392.4383479509,457.84473927605,457.84473927605,490.54793493862,523.2511306012],description:"Dan Schmidt (Pelog white, Slendro black)"},slendro:{frequencies:[261.6255653006,298.45295203849,346.01554587335,398.38689497567,455.51656649021,523.2511306012],description:"Observed Javanese Slendro scale, Helmholtz/Ellis p. 518, nr.94"},slendro10:{frequencies:[261.6255653006,304.21577360535,342.24274530602,391.67780832635,463.92905474816,523.2511306012],description:"Low gender from Singaraja (banjar Lod Peken), Bali. 1/1=172 Hz. McPhee, 1966."},slendro11:{frequencies:[261.6255653006,299.11221417218,343.62760815601,387.36203100102,452.96366529656,523.2511306012],description:"Low gender from Sawan, Bali. 1/1=167.5 Hz. McPhee, 1966."},slendro2:{frequencies:[261.6255653006,299.13295468097,343.58614396263,395.91119354826,450.08870388136,523.2511306012],description:"Gamelan slendro from Ranchaiyuh, distr. Tanggerang, Batavia. 1/1=282.5 Hz"},slendro3:{frequencies:[261.6255653006,298.44694115772,339.14425131559,391.46936437571,453.48431318771,522.28214737536],description:"Gamelan kodok ngorek. 1/1=270 Hz"},slendro4:{frequencies:[261.6255653006,294.5074669504,344.54514337401,400.3014113889,467.49486258632,523.2511306012],description:"Low gender in saih lima from Kuta, Bali. 1/1=183 Hz. McPhee, 1966"},slendro5_1:{frequencies:[261.6255653006,299.00064605783,336.37572681506,392.4383479509,448.50096908674,523.2511306012],description:"A slendro type pentatonic which is based on intervals of 7; from Lou Harrison"},slendro5_2:{frequencies:[261.6255653006,305.22982618403,348.83408706747,392.4383479509,457.84473927605,523.2511306012],description:"A slendro type pentatonic which is based on intervals of 7, no. 2"},slendro5_4:{frequencies:[261.6255653006,294.32876096318,348.83408706747,392.4383479509,448.50096908674,523.2511306012],description:"A slendro type pentatonic which is based on intervals of 7, no. 4"},slendro6:{frequencies:[261.6255653006,295.05549864457,341.56671025356,398.25224940202,461.478427683,523.2511306012],description:"Low gender from Klandis, Bali. 1/1=180 Hz. McPhee, 1966"},slendro8:{frequencies:[261.6255653006,309.85821141747,350.78288084997,406.32350365121,467.71050779996,523.2511306012],description:"Low gender from Tabanan, Bali. 1/1=179 Hz. McPhee, 1966."},slendro9:{frequencies:[261.6255653006,299.00064605783,336.37572681506,388.70083987518,448.50096908674,523.2511306012],description:"Low gender from Singaraja (banjar Panataran), Bali. 1/1=175 Hz. McPhee, 1966."},slendro_7_1:{frequencies:[261.6255653006,299.00064605783,341.71502406609,392.4383479509,448.50096908674,523.2511306012],description:"Septimal Slendro 1, From HMSL Manual, also Lou Harrison, Jacques Dudon"},slendro_7_2:{frequencies:[261.6255653006,294.32876096318,343.38355445704,392.4383479509,448.50096908674,523.2511306012],description:"Septimal Slendro 2, From Lou Harrison, Jacques Dudon's APTOS"},slendro_7_3:{frequencies:[261.6255653006,294.32876096318,336.37572681506,392.4383479509,448.50096908674,523.2511306012],description:'Septimal Slendro 3, Harrison, Dudon, called "MILLS" after Mills Gamelan'},slendro_7_4:{frequencies:[261.6255653006,294.32876096318,343.38355445704,392.4383479509,457.84473927605,523.2511306012],description:'Septimal Slendro 4, from Lou Harrison, Jacques Dudon, called "NAT"'},slendro_7_5:{frequencies:[261.6255653006,305.22982618403,343.38355445704,400.61414686654,467.3831713443,523.2511306012],description:"Septimal Slendro 5, from Jacques Dudon"},slendro_7_6:{frequencies:[261.6255653006,299.00064605783,341.71502406609,390.53145607553,455.62003208812,523.2511306012],description:"Septimal Slendro 6, from Robert Walker"},slendro_a1:{frequencies:[261.6255653006,299.00064605783,348.83408706747,392.4383479509,457.84473927605,523.2511306012],description:"Dudon's Slendro A1, \"Seven-Limit Slendro Mutations\", 1/1 8:2'94 hexany 1.3.7.21"},slendro_a2:{frequencies:[261.6255653006,299.00064605783,341.71502406609,398.6675280771,448.50096908674,523.2511306012],description:'Dudon\'s Slendro A2 from "Seven-Limit Slendro Mutations", 1/1 8:2 Jan 1994'},slendro_alv:{frequencies:[261.6255653006,299.00064605783,348.83408706747,406.97310157871,465.11211608996,523.2511306012],description:"Bill Alves, slendro for Gender Barung, 1/1 vol.9 no.4, 1997. 1/1=282.86"},slendro_ang:{frequencies:[261.6255653006,299.00064605783,340.82516392797,388.43396508487,445.83123341082,523.2511306012],description:"Gamelan Angklung Sangsit, North Bali. 1/1=294 Hz"},slendro_av:{frequencies:[261.6255653006,298.97057995496,344.02264297658,395.86362945285,454.20288100724,525.67465946865],description:"Average of 30 measured slendro gamelans, W. Surjodiningrat et al., 1993."},slendro_dudon:{frequencies:[261.6255653006,305.22982618403,348.83408706747,399.70572476481,457.84473927605,523.2511306012],description:'Dudon\'s Slendro from "Fleurs de lumie`re"'},slendro_gum:{frequencies:[261.6255653006,305.03156112838,348.43777142572,394.8168394034,470.92601754108,525.62941881859],description:"Gumbeng, bamboo idiochord from Banyumas. 1/1=440 Hz"},slendro_ky1:{frequencies:[261.6255653006,297.58776037991,344.33874539242,394.68595744625,449.52853279627,523.2511306012],description:"Kyahi Kanyut Me`sem slendro, Mangku Nagaran, Solo. 1/1=291 Hz"},slendro_ky2:{frequencies:[261.6255653006,302.42139140287,345.87786599062,395.54249276388,453.1886900261,523.2511306012],description:"Kyahi Pengawe' sari, Paku Alaman, Jogya. 1/1=295 Hz"},slendro_laras:{frequencies:[261.6255653006,299.00064605783,348.83408706747,392.4383479509,448.50096908674,523.2511306012,598.00129211566,697.66817413493],description:'Lou Harrison, gamelan "Si Betty"'},slendro_m:{frequencies:[261.6255653006,299.00064605783,348.83408706747,392.4383479509,448.50096908674,523.2511306012],description:'Dudon\'s Slendro M from "Seven-Limit Slendro Mutations", 1/1 8:2 Jan 1994'},slendro_madu:{frequencies:[261.6255653006,300.52885648597,345.61604384578,394.49404533893,447.94973572445,522.94897617031],description:"Sultan's gamelan Madoe kentir, Jogjakarta, Jaap Kunst"},slendro_mat:{frequencies:[261.6255653006,261.6255653006,299.00064605783,299.00064605783,341.71502406609,343.38355445704,348.83408706747,392.4383479509,398.6675280771,448.50096908674,455.62003208812,457.84473927605,523.2511306012],description:'Dudon\'s Slendro Matrix from "Seven-Limit Slendro Mutations", 1/1 8:2 Jan 1994'},slendro_pa:{frequencies:[261.6255653006,304.19649364034,353.69443592699,411.24653512154,478.16333951147,523.2511306012],description:'"Blown fifth" primitive slendro, von Hornbostel'},slendro_pas:{frequencies:[261.6255653006,300.35531433711,343.03050002254,393.12919962609,450.54468214486,523.2511306012],description:"Gamelan slendro of regent of Pasoeroean, Jaap Kunst"},slendro_pb:{frequencies:[261.6255653006,304.72408298441,342.83241505062,399.30842833955,449.24533531117,523.2511306012],description:'"Blown fifth" medium slendro, von Hornbostel'},slendro_pc:{frequencies:[261.6255653006,299.48910562989,342.83241505062,392.44854854484,449.24533531117,523.2511306012],description:'"Blown fifth" modern slendro, von Hornbostel'},slendro_pliat:{frequencies:[261.6255653006,299.73468146833,339.98478643783,393.08060743874,447.03290350508,523.2511306012,599.46936293666,679.96957287566,786.16121487749,894.06580701017],description:"Gender wayang from Pliatan, South Bali (Slendro), 1/1=305.5 Hz"},slendro_q13:{frequencies:[261.6255653006,307.00725675226,360.2608752926,400.8015646157,470.32478922042,523.2511306012],description:"13-tET quasi slendro, Blackwood"},slendro_s1:{frequencies:[261.6255653006,299.00064605783,348.83408706747,398.6675280771,457.84473927605,523.2511306012],description:'Dudon\'s Slendro S1 from "Seven-Limit Slendro Mutations", 1/1 8:2 Jan 1994'},slendro_s2:{frequencies:[261.6255653006,299.00064605783,341.71502406609,398.6675280771,455.62003208812,523.2511306012],description:"Dudon's Slendro S2"},slendro_udan:{frequencies:[261.6255653006,305.22982618403,351.32575911795,402.50086969323,465.11211608996,523.2511306012],description:"Slendro Udan Mas (approx)"},slendro_wolf:{frequencies:[261.6255653006,298.18866107946,339.86157848985,395.0032340925,450.20632964813,523.2511306012],description:"Daniel Wolf's slendro. Tuning List 30 5 1997"},slendrob1:{frequencies:[261.6255653006,307.44024341205,355.66611281954,409.9203247543,476.83364134848,523.2511306012],description:"Gamelan miring of Musadikrama, desa Katur, Bajanegara. 1/1=434 Hz"},slendrob2:{frequencies:[261.6255653006,307.55978097874,346.50416420081,398.42969909174,449.35693171058,523.2511306012],description:"Gamelan miring from Bajanegara. 1/1=262 Hz"},slendrob3:{frequencies:[261.6255653006,304.90191053936,342.27700149692,398.33972372326,447.51732140012,523.2511306012],description:"Gamelan miring from Ngumpak, Bajanegara. 1/1=266 Hz"},slendroc1:{frequencies:[261.6255653006,297.59222964268,344.42030317161,394.72197985873,449.50490455178,523.2511306012],description:"Kyahi Kanyut mesem slendro (Mangku Nagaran Solo). 1/1=291 Hz"},slendroc2:{frequencies:[261.6255653006,302.44445076078,346.01554587335,396.09235530397,453.15466093696,523.2511306012],description:"Kyahi Pengawe sari (Paku Alaman, Jogja). 1/1=295 Hz."},slendroc3:{frequencies:[261.6255653006,301.39807245198,344.42030317161,395.40657391157,451.84778706363,523.2511306012],description:"Gamelan slendro of R.M. Jayadipura, Jogja. 1/1=231 Hz"},slendroc4:{frequencies:[261.6255653006,299.14332201883,343.8239850859,396.09235530397,450.28451247858,523.2511306012],description:"Gamelan slendro, Rancha iyuh, Tanggerang, Batavia. 1/1=282.5 Hz"},slendroc5:{frequencies:[261.6255653006,299.83528893666,340.07120590121,393.12919962609,447.17417015401,523.2511306012],description:"Gender wayang from Pliatan, South Bali. 1/1=611 Hz"},slendroc6:{frequencies:[261.6255653006,296.73398952435,343.8239850859,396.7793260952,453.9405988926,527.19506190947,607.33963549452,696.44215167899,797.23415748628,918.4302691641,1071.58188326661],description:"from William Malm: Music Cultures of the Pacific, the Near East and Asia."},slendrod1:{frequencies:[261.6255653006,292.47977325983,340.6610152784,389.06292924114,444.85552088095,523.2511306012],description:"Gender wayang from Ubud (S. Bali). 1/1=347 Hz"},smith_eh:{frequencies:[261.6255653006,272.7117507892,292.30354792656,313.30283124826,326.5788018031,350.04044239751,364.87314355143,391.08587539224,407.65784362321,436.94425707006,468.33462614046,488.17995458879,523.2511306012],description:"Robert Smith's Equal Harmony temperament (1749)"},smith_mq:{frequencies:[261.6255653006,273.37438418823,292.50629623572,312.97714101186,327.03200500996,349.91910755601,365.63292511375,391.22148485648,408.79006910398,437.39894995248,468.01000388518,489.02693031834,523.2511306012],description:"Robert Smith approximation of quarter comma meantone fifth"},"scalamakesrc2\\smithgw-ball":{frequencies:[261.6255653006,267.07609791103,272.52663052146,274.70684356563,280.31310567921,286.15296204753,294.32876096318,300.46061014991,305.22982618403,306.59245933664,313.95067836072,320.49131749323,327.03195662575,333.84512238879,336.37572681506,343.38355445704,350.39138209902,357.69120255941,366.27579142084,367.91095120397,373.75080757229,381.53728273004,392.4383479509,400.61414686654,408.78994578219,412.06026534844,420.46965851882,429.2294430713,436.04260883433,448.50096908674,457.84473927605,467.18850946536,470.92601754108,476.92160341255,480.73697623985,490.54793493862,500.76768358318,515.07533168556,523.2511306012],description:"Ball 2 around tetrad lattice hole"},smithgw46:{frequencies:[261.6255653006,273.72380653152,313.47993226845,327.97605323154,364.46098649856,392.98113253789,436.69740466987,456.89141950378,523.2511306012],description:'Gene Ward Smith 46-tET subset "Star"'},smithgw46a:{frequencies:[261.6255653006,282.09853500802,313.47993226845,327.97605323154,375.61187043063,392.98113253789,436.69740466987,470.87026054824,523.2511306012],description:'46-tET version of "Star", alternative version'},smithgw72a:{frequencies:[261.6255653006,285.30470202322,299.37379946195,326.46944327063,342.56848033562,373.57357677338,391.99543598175,427.47405410759,435.78442404634,457.27406033445,498.66089874196,523.2511306012],description:"Gene Ward Smith 72-tET subset, TL 04-01-2002"},smithgw72c:{frequencies:[261.6255653006,279.86396690685,305.19382000629,326.46944327063,349.22823143301,391.99543598175,419.32216217931,457.27406033445,489.15147723638,523.2511306012],description:"Gene Ward Smith 72-tET subset, TL 04-01-2002"},smithgw72d:{frequencies:[261.6255653006,305.19382000629,326.46944327063,349.22823143301,366.44956000397,391.99543598175,419.32216217931,489.15147723638,523.2511306012],description:"Gene Ward Smith 72-tET subset, TL 04-01-2002"},smithgw72e:{frequencies:[261.6255653006,279.86396690685,326.46944327063,349.22823143301,366.44956000397,391.99543598175,419.32216217931,489.15147723638,523.2511306012],description:"Gene Ward Smith 72-tET subset, TL 04-01-2002"},smithgw72f:{frequencies:[261.6255653006,326.46944327063,349.22823143301,435.78442404634,466.16376151809,523.2511306012],description:"Gene Ward Smith 72-tET subset, TL 04-01-2002"},smithgw72g:{frequencies:[261.6255653006,326.46944327063,349.22823143301,391.99543598175,419.32216217931,523.2511306012],description:"Gene Ward Smith 72-tET subset, TL 04-01-2002"},smithgw72h:{frequencies:[261.6255653006,279.86396690685,314.13668154225,349.22823143301,391.99543598175,435.78442404634,489.15147723638,523.2511306012],description:"Gene Ward Smith 72-tET subset, TL 09-01-2002"},smithgw72i:{frequencies:[261.6255653006,279.86396690685,293.66476791741,314.13668154225,326.46944327063,349.22823143301,366.44956000397,391.99543598175,419.32216217931,435.78442404634,470.6732130613,489.15147723638,523.2511306012],description:"Gene Ward Smith 72-tET subset version of Duodene, TL 02-06-2002"},smithgw72j:{frequencies:[261.6255653006,274.52698453615,305.19382000629,326.46944327063,349.22823143301,366.44956000397,391.99543598175,435.78442404634,457.27406033445,489.15147723638,523.2511306012],description:"{225/224, 441/440} tempering of decad, 72-et version (2002)"},smithgw84:{frequencies:[261.6255653006,286.48426603331,306.03443598155,335.11270457212,357.98136125932,391.99543598175,418.74586628806,458.53356119912,489.82466832727,523.2511306012],description:'Gene Ward Smith 84-tET subset, 11-limit temperament "Orwell", 2002'},smithgw_18:{frequencies:[261.6255653006,272.52663052146,280.31310567921,286.15296204753,294.32876096318,306.59245933664,327.03195662575,343.38355445704,350.39138209902,367.91095120397,381.53728273004,392.4383479509,408.78994578219,420.46965851882,436.04260883433,457.84473927605,467.18850946536,490.54793493862,523.2511306012],description:"Gene Ward Smith chord analogue to periodicity blocks, TL 12-07-2002"},smithgw_21:{frequencies:[261.6255653006,267.07609791103,280.31310567921,286.15296204753,299.00064605783,305.22982618403,320.49131749323,327.03195662575,343.38355445704,348.83408706747,366.27579142084,373.75080757229,392.4383479509,398.6675280771,418.60090448096,427.14378008261,448.50096908674,457.84473927605,478.40103369253,488.36772189445,512.57253609913,523.2511306012],description:"Gene Ward Smith symmetrical 7-limit JI version of Blackjack, TL 10-5-2002"},smithgw_45:{frequencies:[261.6255653006,267.02002970726,269.13627541126,274.68560334708,276.86260193655,282.57123920205,288.39758300936,290.68325478745,296.67686217097,299.02814898089,305.19382000629,311.48661940174,313.95528147508,320.42873367481,322.96826575344,329.62755691287,336.42415617173,339.09045868095,346.08217376006,348.82502010853,356.01745236555,363.35818557229,366.23795155866,373.78942366597,376.75185941212,384.52011812375,392.44854854484,395.55886785613,403.71490654806,406.9145164708,415.30469757995,423.86787605389,427.22720671064,436.03621571368,439.49198556474,448.5538823653,457.80262665414,461.43090443914,470.94516310483,474.67759826036,484.46499093218,494.45418731234,498.37294408452,508.64890891624,512.68016480935,523.2511306012],description:"Gene Ward Smith large limma repeating 5-tone MOS"},smithgw_58:{frequencies:[261.6255653006,264.89588486686,267.57160087561,269.80136421624,274.70684356563,279.06726965397,282.55561052465,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,301.49231810831,305.22982618403,310.07474405997,313.95067836072,317.12189733406,319.76457981184,323.76163705949,327.03195662575,332.97799220076,336.37572681506,340.54567384169,343.38355445704,348.83408706747,353.19451315581,356.76213450082,359.73515228832,366.27579142084,370.01329949656,373.75080757229,380.54627680087,383.71749577421,387.59343007496,392.4383479509,398.6675280771,401.98975747775,406.97310157871,411.12588832951,418.60090448096,423.83341578697,428.11456140098,431.68218274599,436.04260883433,441.49314144476,448.50096908674,452.23847716247,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,484.4917875937,490.54793493862,498.33441009638,507.3950357345,511.62332769895,516.79124009995,523.2511306012],description:"Gene Ward Smith 58-tone epimorphic superset of Partch's 43-tone scale"},smithgw_9:{frequencies:[261.6255653006,279.06726965397,305.22982618403,327.03195662575,348.83408706747,392.4383479509,418.60090448096,448.50096908674,490.54793493862,523.2511306012],description:'Gene Ward Smith "Miracle-Magic square" tuning, genus chromaticum of ji_12a'},"smithgw_al-baked":{frequencies:[261.6255653006,277.59364499865,293.85651796007,311.0721560172,330.05816364769,349.39467974592,369.86402907174,392.4383479509,415.42941801053,439.76742419786,466.60823379256,493.94455998605,522.88238970142],description:"Baked alaska, with beat ratios of 2 and 3/2"},"smithgw_al-fried":{frequencies:[261.6255653006,277.00141553195,293.28091128458,310.96067952124,329.23597434237,348.58531822795,369.59898601143,391.32048195179,414.31855981944,439.29480556849,465.11235566178,492.44721175277,522.13326741512],description:"Fried alaska, with octave-fifth brats of 1 and 2"},smithgw_asbru:{frequencies:[261.6255653006,275.52281548997,293.66476791741,313.00128725319,329.62755691287,351.33206601369,367.77883484915,391.99543598175,415.30469757995,440,468.97204376297,490.92584627687,523.2511306012],description:"Modified bifrost (2003)"},smithgw_bifrost:{frequencies:[261.6255653006,275.07759559501,292.50627485027,311.03921839762,327.03195662575,349.91912034749,366.77012764335,391.22147055517,413.66634097248,437.39889945791,466.55882736321,489.02683710225,523.2511306012],description:"Six meantone fifths, four pure, two of sqrt(2048/2025 sqrt(5))"},smithgw_cauldron:{frequencies:[261.6255653006,275.03056468741,291.83931845209,312.58541512404,325.54230007562,350.31873582686,364.83969341757,390.77519652096,414.65779561271,435.90375768372,469.07960710644,486.243977751,523.2511306012],description:"Circulating temperament with two pure 9/7 thirds"},smithgw_ck:{frequencies:[195.99771799087,198.06437430898,200.15282320192,202.2632921446,203.72940721765,205.87758869102,208.04842120778,210.24214482145,211.76609376362,213.99901760782,216.25548480725,218.5357448459,220.11981156469,222.44081817627,224.78629944762,227.15651084977,228.80306427848,231.21563094,233.65363506284,235.34728316698,237.82885399313,240.33658984216,242.87076938222,244.63122826831,247.21069030843,249.81735238129,252.45149840587,254.28140507407,256.96262135434,259.67210915034,262.4101678886,264.31225911206,267.09924514556,269.91561641866,272.7616843206,274.73881033537,277.63573538138,280.56320805899,282.59688215652,285.57666497222,288.58786914203,291.63082264784,293.74472081062,296.84205135845,299.9720393359,303.13503255793,305.33231946532,308.55183127196,311.80529233825,315.09305703284,317.37702217863,320.72353853051,324.10533989702,327.52280172307,329.89686439088,333.37539375097,336.89059979959,339.33256534187,342.91058750208,346.52633537645,350.18021075922,352.71850659998,356.43767199462,360.19605541958,363.99406623991,366.6324923874,370.49837299068,374.40501441099,378.35285076765,381.09535716275,385.11373623244,389.17448849491,391.99543598174],description:"Catakleismic temperament, g=316.745, 11-limit"},smithgw_decab:{frequencies:[261.6255653006,274.70684356563,293.02063313667,313.95067836072,348.83408706747,366.27579142084,392.4383479509,418.60090448096,439.53094970501,488.36772189445,523.2511306012],description:"(10/9) <==> (16/15) transform of decaa"},smithgw_decac:{frequencies:[261.6255653006,280.31310567921,299.00064605783,313.95067836072,348.83408706747,373.75080757229,392.4383479509,418.60090448096,448.50096908674,498.33441009638,523.2511306012],description:"inversion of decaa"},smithgw_decad:{frequencies:[261.6255653006,280.31310567921,311.45900631024,327.03195662575,348.83408706747,373.75080757229,392.4383479509,436.04260883433,467.18850946536,498.33441009638,523.2511306012],description:"inversion of decab"},smithgw_diff13:{frequencies:[261.6255653006,274.70684356563,280.31310567921,299.00064605783,313.95067836072,320.35783506196,336.37572681506,406.97310157871,427.32175665765,436.04260883433,457.84473927605,488.36772189445,498.33441009638,523.2511306012],description:"mod 13 perfect difference set, 7-limit"},smithgw_dwarf6_7:{frequencies:[261.6255653006,299.00064605783,327.03195662575,373.75080757229,392.4383479509,448.50096908674,523.2511306012],description:"Dwarf(<6 10 14 17|)"},smithgw_exotic1:{frequencies:[261.6255653006,274.95996987324,293.39100498914,313.05750197389,327.96500300935,349.94905375768,367.78508905896,392.4383479509,411.12588832951,438.68435539504,468.09011223803,491.94750426812,523.2511306012],description:"Exotic temperament featuring four pure 14/11 thirds and two pure fifths"},smithgw_glumma:{frequencies:[261.6255653006,269.10058145205,299.00064605783,313.95067836072,327.03195662575,358.80077526939,373.75080757229,392.4383479509,436.04260883433,448.50096908674,457.84473927605,512.57253609913,523.2511306012],description:"Gene Smith's Glumma scale, 7-limit, 2002"},smithgw_gm:{frequencies:[261.6255653006,264.89588486686,269.80136421624,274.70684356563,279.06726965397,285.40970760065,290.69507255622,294.32876096318,299.00064605783,305.22982618403,310.07474405997,313.95067836072,319.76457981184,327.03195662575,332.97799220076,336.37572681506,343.38355445704,348.83408706747,353.19451315581,359.73515228832,366.27579142084,373.75080757229,380.54627680087,387.59343007496,392.4383479509,398.6675280771,406.97310157871,411.12588832951,418.60090448096,428.11456140098,436.04260883433,441.49314144476,448.50096908674,457.84473927605,465.11211608996,470.92601754108,479.64686971777,490.54793493862,498.33441009638,507.3950357345,516.79124009995,523.2511306012],description:'Gene Ward Smith "Genesis Minus" periodicity 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64/63"},smithgw_hahn15:{frequencies:[261.6255653006,279.06726965397,290.69507255622,305.22982618403,313.95067836072,327.03195662575,348.83408706747,366.27579142084,373.75080757229,392.4383479509,418.60090448096,436.04260883433,457.84473927605,470.92601754108,490.54793493862,523.2511306012],description:"Hahn-reduced 15 note scale"},smithgw_hahn16:{frequencies:[261.6255653006,280.31310567921,294.32876096318,299.00064605783,313.95067836072,327.03195662575,343.38355445704,348.83408706747,366.27579142084,392.4383479509,408.78994578219,418.60090448096,436.04260883433,457.84473927605,488.36772189445,490.54793493862,523.2511306012],description:"Hahn-reduced 16 note scale"},smithgw_hahn19:{frequencies:[261.6255653006,274.70684356563,280.31310567921,294.32876096318,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,366.27579142084,373.75080757229,392.4383479509,406.97310157871,418.60090448096,436.04260883433,457.84473927605,470.92601754108,490.54793493862,508.71637697339,523.2511306012],description:"Hahn-reduced 19 note scale"},smithgw_hahn22:{frequencies:[261.6255653006,272.52663052146,280.31310567921,290.69507255622,299.00064605783,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,363.36884069528,366.27579142084,381.53728273004,392.4383479509,406.97310157871,418.60090448096,436.04260883433,448.50096908674,457.84473927605,470.92601754108,490.54793493862,508.71637697339,523.2511306012],description:"Hahn-reduced 22 note scale"},smithgw_indianred:{frequencies:[261.6255653006,275.93321340298,279.06726965397,290.69507255622,294.32876096318,310.07474405997,313.95067836072,327.03195662575,331.11985608357,348.83408706747,353.19451315581,367.91095120397,372.08969287196,392.4383479509,413.43299207996,418.60090448096,436.04260883433,441.49314144476,465.11211608996,470.92601754108,490.54793493862,496.11959049595,523.2511306012],description:"32805/32768 Hahn-reduced"},smithgw_klv:{frequencies:[261.6255653006,271.78681896552,282.34272472006,293.30861211826,314.10491445143,326.30440921209,338.97771913949,352.14324873572,377.11107157735,391.75765725694,406.97310157871,422.77949745352,452.75560414132,470.34014155688,488.60764618722,523.2511306012],description:"Variant of kleismic with 9/7 thirds, g=316.492"},smithgw_meandin:{frequencies:[261.6255653006,280.31310567921,299.00064605783,313.95067836072,336.37572681506,348.83408706747,373.75080757229,392.4383479509,418.60090448096,448.50096908674,470.92601754108,504.56359022259,523.2511306012],description:"Gene Smith, inverted detempered 7-limit meantone"},smithgw_meanred:{frequencies:[261.6255653006,281.29980781121,291.99281841585,313.95067836072,325.57848126297,350.39138209902,363.36884069528,390.69417751556,420.46965851882,436.04260883433,468.83301301868,486.65469735975,523.2511306012],description:"171-et Hahn reduced rational Meantone[12]"},smithgw_meantune:{frequencies:[261.6255653006,273.55401844854,279.77233440758,292.56174910339,312.85829351777,327.16018629281,334.59705725462,349.85254391288,365.77071543428,374.29488261541,391.03456781852,418.40555295943,437.51985793188,468.14464283802,489.08159472971,500.47948461038,523.2511306012],description:"Meantune scale/temperament, Gene Ward Smith, 2003"},smithgw_mir22:{frequencies:[261.6255653006,267.57160087561,274.70684356563,280.31310567921,285.40970760065,299.00064605783,305.22982618403,319.76457981184,327.03195662575,343.38355445704,348.83408706747,366.27579142084,373.75080757229,392.4383479509,398.6675280771,418.60090448096,428.11456140098,448.50096908674,457.84473927605,479.64686971777,490.54793493862,512.78610798918,523.2511306012],description:"11-limit Miracle[22]"},smithgw_mmt:{frequencies:[261.6255653006,273.37431312998,292.50627485027,307.38829724655,327.03195662575,349.91912034749,365.63284274659,391.22147055517,411.12588832951,437.39890198442,459.65271605653,489.02683710225,523.2511306012],description:"Modified meantone with 5/4, 14/11 and 44/35 major thirds, TL 17-03-2003"},smithgw_modmos12a:{frequencies:[261.6255653006,265.27772209197,292.31087910123,304.72408298441,326.59518553839,340.46429857933,364.90060015836,391.09077971329,407.69874723177,425.01198472693,455.51656649021,488.21056770985,523.2511306012],description:"A 12-note modmos in 50-et meantone"},smithgw_octoid:{frequencies:[261.6255653006,272.34559486824,274.88944875317,277.45706359738,280.04865972334,282.66446436432,285.30470202322,296.99497716113,299.76906949343,302.56907333554,305.39522895084,308.24778413898,311.12698372208,323.87531915696,326.90048829645,329.95391413777,333.03585868997,336.14659218049,339.28638158975,353.18853996009,356.48751029933,359.81729479041,363.17817915623,366.5704580819,369.99442271164,385.15483391523,388.75238658,392.38354231563,396.04861270515,399.74791910495,403.48177901006,420.01432465796,423.93748365756,427.89728706578,431.89407466632,435.9281969008,440,458.02886886968,462.30710409523,466.62530033172,470.98382811593,475.38306960714,479.82340237272,499.48402328631,504.14947188193,508.85849826899,513.6115065207,518.40891338474,523.2511306012],description:"Octoid temperament, g=16.096, oct=1/8, 11-limit"},smithgw_orw18r:{frequencies:[261.6255653006,269.10058145205,280.31310567921,286.15296204753,299.00064605783,305.22982618403,327.03195662575,336.37572681506,348.83408706747,358.80077526939,381.53728273004,392.4383479509,406.97310157871,418.60090448096,448.50096908674,457.84473927605,474.80195184183,490.54793493862,523.2511306012],description:'Rational version of two cycles of 9-tone "Orwell"'},smithgw_pel1:{frequencies:[261.6255653006,272.52663052146,290.69507255622,294.32876096318,327.03195662575,348.83408706747,363.36884069528,392.4383479509,408.78994578219,418.60090448096,436.04260883433,490.54793493862,523.2511306012],description:"125/108, 135/128 periodicity block no. 1"},smithgw_pel2:{frequencies:[261.6255653006,272.52663052146,290.69507255622,294.32876096318,313.95067836072,327.03195662575,348.83408706747,392.4383479509,408.78994578219,418.60090448096,436.04260883433,490.54793493862,523.2511306012],description:"125/108, 135/128 periodicity block no. 2"},smithgw_pel3:{frequencies:[261.6255653006,290.69507255622,294.32876096318,313.95067836072,327.03195662575,348.83408706747,392.4383479509,408.78994578219,418.60090448096,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"125/108, 135/128 periodicity block no. 3"},smithgw_pk:{frequencies:[261.6255653006,271.01659746112,280.74472171431,290.822034715,313.8821415949,325.1489200649,336.82012073975,348.91025643633,376.57634157395,390.09352641046,404.09590743895,418.60090448096,451.79296003201,468.01003810189,484.80922990434,523.2511306012],description:"Parakleismic temperament, g=315.263, 5-limit"},smithgw_pris:{frequencies:[261.6255653006,279.06726965397,293.02063313667,305.22982618403,327.03195662575,348.83408706747,366.27579142084,392.4383479509,418.60090448096,436.04260883433,457.84473927605,488.36772189445,523.2511306012],description:"optimized (15/14)^3 (16/15)^4 (21/20)^3 (25/24)^2 scale"},smithgw_prisa:{frequencies:[261.6255653006,274.70684356563,293.02063313667,313.95067836072,327.03195662575,343.38355445704,366.27579142084,392.4383479509,418.60090448096,439.53094970501,457.84473927605,488.36772189445,523.2511306012],description:"optimized (15/14)^3 (16/15)^4 (21/20)^3 (25/24)^2 scale"},smithgw_pum13marv:{frequencies:[261.6255653006,293.67396865289,305.56991629828,343.00138030143,326.66798000724,366.68389807519,349.22276077151,392.00157668785,407.88051296056,457.84473927605,436.04260883433,489.45661357347,549.41368713126,523.2511306012],description:"pum13 marvel tempered and in epimorphic order"},smithgw_qm3a:{frequencies:[261.6255653006,279.86396690685,305.19382000629,326.46944327063,349.22823143301,366.44956000397,391.99543598175,419.32216217931,457.27406033445,489.15147723638,523.2511306012],description:"Qm(3) 10-note quasi-miracle scale, mode A, 72-tET, TL 04-01-2002"},smithgw_qm3b:{frequencies:[261.6255653006,279.86396690685,299.37379946195,326.46944327063,349.22823143301,373.57357677338,391.99543598175,419.32216217931,448.5538823653,489.15147723638,523.2511306012],description:"Qm(3) 10-note quasi-miracle scale, mode B"},smithgw_ragasyn1:{frequencies:[261.6255653006,269.16210421872,290.69507255622,313.95067836072,322.99452506247,348.83408706747,363.36884069528,392.4383479509,403.74315632809,436.04260883433,470.92601754108,484.4917875937,523.2511306012],description:"Ragasyn 6561/6250 81/80 scale"},smithgw_rainbow:{frequencies:[261.6255653006,273.37431312998,292.50627485027,310.51268695591,327.03195662575,349.91912034749,365.63284274659,391.22147055517,412.03444522126,437.39889945791,468.01003810189,489.02683710225,523.2511306012],description:"Circulating 1/4-comma meantone, Gene Ward SMith"},smithgw_ratwell:{frequencies:[261.6255653006,275.62199471997,293.02063313667,310.07474405997,326.72451751701,348.83408706747,367.49599295996,392.4383479509,413.43299207996,437.57747881743,465.11211608996,489.99465727995,523.2511306012],description:"7-limit rational well-temperament"},smithgw_ratwolf:{frequencies:[261.6255653006,272.55669785235,292.25605339318,313.37920299881,326.47268679644,350.06888377949,364.69531895389,391.05410158062,407.39296674476,436.83777202739,468.410735204,487.98168129749,523.2511306012],description:"Eleven fifths of (418/5)^(1/11) and one 20/13 wolf, G.W. Smith 2003"},smithgw_rectoo:{frequencies:[261.6255653006,290.69507255622,299.00064605783,313.95067836072,327.03195662575,348.83408706747,392.4383479509,408.78994578219,418.60090448096,436.04260883433,457.84473927605,470.92601754108,523.2511306012],description:"Hahn-reduced circle of fifths via <12 19 27 34| kernel"},smithgw_sc19:{frequencies:[261.6255653006,269.16210421872,282.55561052465,290.69507255622,302.80736724606,313.95067836072,327.03195662575,339.06673262958,348.83408706747,363.36884069528,376.74081403286,392.4383479509,403.74315632809,418.60090448096,436.04260883433,452.08897683944,470.92601754108,484.4917875937,508.60009894437,523.2511306012],description:"Fokker block from commas <81/80, 78732/78125>, Gene Ward Smith 2002"},smithgw_sch13:{frequencies:[261.6255653006,269.71217215021,278.04872701265,282.14859498561,290.86954990528,295.15846273282,304.2815407612,313.68660297237,318.31195648825,328.15068782436,332.98931632582,343.28171142549,353.89223299652,359.11042631209,370.21019888355,375.66900084958,387.28058594818,392.99109319609,405.13808832031,417.66053353744,423.81899742763,436.9188548657,443.36128543927,457.06517711961,471.19264083172,478.14044600934,492.91932687455,500.18749236202,515.64783010531,523.2511306012],description:"13-limit schismic temperament, g=704.3917, TL 31-10-2002"},smithgw_sch13a:{frequencies:[261.6255653006,266.49502311502,271.45511438723,280.18048669638,285.39529457963,294.56874561631,300.051354061,305.6360048159,315.46005229837,321.33149462105,331.66004360268,337.8330052901,344.12086009392,355.18192699392,361.79268541866,373.4217751344,380.37201938485,392.59830625439,399.90547017058,407.34863733398,420.4420328577,428.26743302475,442.03321824291,450.26048038501,458.64087358289,473.38295124548,482.19370453904,497.69284002863,506.95605959354,523.2511306012],description:"13-limit schismic temperament, g=702.660507, TL 31-10-2002"},smithgw_scj22a:{frequencies:[261.6255653006,272.52663052146,279.06726965397,290.69507255622,294.32876096318,301.39265122629,313.95067836072,327.03195662575,334.88072358477,348.83408706747,361.67118147155,363.36884069528,376.74081403286,392.4383479509,408.78994578219,418.60090448096,436.04260883433,454.2110508691,465.11211608996,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"225/224 ^ 15625/15552 = [6,5,22,37,-18,-6] catakleismic"},smithgw_scj22b:{frequencies:[261.6255653006,272.52663052146,279.06726965397,290.69507255622,294.32876096318,310.07474405997,313.95067836072,327.03195662575,334.88072358477,348.83408706747,353.19451315581,372.08969287196,387.59343007496,392.4383479509,408.78994578219,418.60090448096,436.04260883433,441.49314144476,465.11211608996,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"5120/5103 ^ 225/224 = [1,-8,-14,-10,25,-15] schismic candidate"},smithgw_scj22c:{frequencies:[261.6255653006,272.52663052146,279.06726965397,290.69507255622,294.32876096318,306.59245933664,313.95067836072,327.03195662575,334.88072358477,348.83408706747,357.20610515709,367.91095120397,383.2405741708,392.4383479509,408.78994578219,418.60090448096,436.04260883433,446.50763144636,465.11211608996,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"225/224 ^ 65625/65536 = [7,-3,827,7,-21] orwell candidate"},smithgw_secab:{frequencies:[261.6255653006,274.07613169002,291.39807132323,313.10572011471,348.73657263424,365.33268718488,392.54808236386,417.35759110361,437.21932894603,486.97408086388,523.2511306012],description:"{126/125, 176/175} tempering of decab, 328-et version"},smithgw_secac:{frequencies:[261.6255653006,281.11531641881,298.8821409504,313.10572011471,348.73657263424,374.71564313773,392.54808236386,417.35759110361,448.44857247831,499.48119153644,523.2511306012],description:"{126/125, 176/175} tempering of decac, 328-et version"},smithgw_secad:{frequencies:[261.6255653006,281.11531641881,313.10572011471,328.00618883132,348.73657263424,374.71564313773,392.54808236386,437.21932894603,469.78990700991,499.48119153644,523.2511306012],description:"{126/125, 176/175} tempering of decad, 328-et version"},smithgw_smalldi11:{frequencies:[261.6255653006,269.10058145205,305.22982618403,313.95067836072,322.92069774245,366.27579142084,373.75080757229,423.93031414449,436.04260883433,448.50096908674,508.71637697339,523.2511306012],description:"Small diesic 11-note block, <10/9, 126/125, 1728/1715> commas"},smithgw_smalldi19a:{frequencies:[261.6255653006,269.10058145205,272.52663052146,299.00064605783,305.22982618403,313.95067836072,317.94773560837,327.03195662575,358.80077526939,366.27579142084,373.75080757229,381.53728273004,418.60090448096,430.56093032327,436.04260883433,448.50096908674,457.84473927605,502.32108537715,508.71637697339,523.2511306012],description:"Small diesic 19-note block, <16/15, 126/125, 1728/1715> commas"},smithgw_smalldi19b:{frequencies:[261.6255653006,266.96486255163,274.70684356563,299.00064605783,305.22982618403,313.95067836072,320.49131749323,327.03195662575,358.80077526939,366.27579142084,373.75080757229,381.53728273004,418.60090448096,427.14378008261,436.04260883433,448.50096908674,457.84473927605,498.33441009638,512.78610798918,523.2511306012],description:"Small diesic 19-note block, <16/15, 126/125, 2401/2400> commas"},smithgw_smalldi19c:{frequencies:[261.6255653006,267.07609791103,274.70684356563,280.31310567921,286.15296204753,313.95067836072,320.49131749323,327.03195662575,336.37572681506,343.38355445704,373.75080757229,381.53728273004,392.4383479509,400.61414686654,436.04260883433,448.50096908674,457.84473927605,470.92601754108,508.71637697339,523.2511306012],description:"Small diesic 19-note scale containing glumma"},smithgw_smalldiglum19:{frequencies:[261.6255653006,267.74077300753,273.99891691894,280.40333801024,286.95745534843,312.9293240034,320.24370022528,327.729041887,335.38934511627,343.22869944589,374.29355081838,383.0422478503,391.99543598175,401.15789496562,437.46578647972,447.69106452518,458.15534711532,468.86422071654,511.30005826145,523.2511306012],description:'Small diesic "glumma" variant of 19-note MOS, 31/120 version'},smithgw_smalldimos11:{frequencies:[261.6255653006,267.74077300753,305.78200836532,312.9293240034,320.24370022528,365.74467430283,374.29355081838,427.47405410759,437.46578647972,447.69106452518,511.30005826145,523.2511306012],description:"Small diesic 11-note MOS, 31/120 version"},smithgw_smalldimos19:{frequencies:[261.6255653006,267.74077300753,273.99891691894,298.79793764201,305.78200836532,312.9293240034,320.24370022528,327.729041887,357.39105439675,365.74467430283,374.29355081838,383.0422478503,417.71053321823,427.47405410759,437.46578647972,447.69106452518,458.15534711532,499.62194879119,511.30005826145,523.2511306012],description:"Small diesic 19-note MOS, 31/120 version"},smithgw_star:{frequencies:[261.6255653006,272.52663052146,313.95067836072,327.03195662575,376.74081403286,392.4383479509,436.04260883433,470.92601754108,523.2511306012],description:'Gene Ward Smith "Star" scale, untempered version'},smithgw_star2:{frequencies:[261.6255653006,282.55561052465,313.95067836072,327.03195662575,376.74081403286,392.4383479509,436.04260883433,470.92601754108,523.2511306012],description:'Gene Ward Smith "Star" scale, alternative untempered version'},starra:{frequencies:[261.6255653006,274.07613169002,294.49338559574,313.10572011471,328.00618883132,343.61575980934,374.71564313773,392.54808236386,411.22915413197,437.21932894603,458.02627217006,492.14685988839,523.2511306012],description:"12 note {126/125, 176/175} scale, 328-et version"},smithgw_starrb:{frequencies:[261.6255653006,274.07613169002,287.1192112957,305.26548915336,328.00618883132,343.61575980934,365.33268718488,392.54808236386,411.22915413197,437.21932894603,458.02627217006,479.82340237272,523.2511306012],description:"12 note {126/125, 176/175} scale, 328-et version"},smithgw_starrc:{frequencies:[261.6255653006,274.07613169002,287.1192112957,313.10572011471,328.00618883132,343.61575980934,365.33268718488,392.54808236386,411.22915413197,437.21932894603,458.02627217006,492.14685988839,523.2511306012],description:"12 note {126/125, 176/175} scale, 328-et version"},smithgw_tetra:{frequencies:[261.6255653006,274.84135386022,293.90210492181,314.2847539672,326.44746606412,342.93767672779,366.7210324511,392.15380743582,419.35039192746,435.57910814854,457.58200907672,489.31615916483,523.2511306012],description:"{225/224, 385/384} tempering of two-tetrachord 12-note scale"},smithgw_tr31:{frequencies:[261.6255653006,267.54129532085,292.57243455474,299.18791603519,305.95298478736,334.57791819083,342.14320575162,349.87955533643,391.26571058456,400.11279059885,409.15991580663,447.44088028055,457.55816161244,467.90420651233,511.68128147674,523.2511306012],description:"6/31 generator supermajor seconds tripentatonic scale"},smithgw_tr7_13:{frequencies:[261.6255653006,183.87449048025,346.05860897284,243.21533855007,457.74028507734,321.70694650116,605.46440189891,425.52973856044,299.06887661109,562.85871464284,395.58580335293,744.50714985079,523.2511306012],description:"81/80 ==> 28561/28672"},smithgw_tr7_13b:{frequencies:[261.6255653006,372.25357492539,395.58580335293,281.42935732142,299.06887661109,425.52973856044,302.73220094945,321.70694650116,457.74028507734,486.43067710015,346.05860897284,367.7489809605,523.2511306012],description:"reverse reduced 81/80 ==> 28561/28672"},smithgw_tr7_13r:{frequencies:[261.6255653006,367.7489809605,346.05860897284,486.43067710015,457.74028507734,321.70694650116,302.73220094945,425.52973856044,299.06887661109,281.42935732142,395.58580335293,372.25357492539,523.2511306012],description:"reduced 81/80 ==> 28561/28672"},smithgw_tra:{frequencies:[261.6255653006,128.35937755236,399.56478905052,196.03545836752,610.23096296248,299.39301413087,931.96857771927,457.24471305759,224.33452437931,698.32199734535,342.61245382262,1066.50464849657,523.2511306012],description:"81/80 ==> 1029/512"},smithgw_tre:{frequencies:[261.6255653006,256.71872396454,399.56476227799,392.07084290614,305.11544059319,299.39293769309,465.98419519089,457.24482979639,448.66910888407,349.16106442144,342.6124767791,533.2523889322,523.2511306012],description:"81/80 ==> 1029/512 ==> reduction"},smithgw_treb:{frequencies:[261.6255653006,266.6261944661,342.6124767791,349.16106442144,448.66910888407,457.24482979639,465.98419519089,299.39293769309,305.11544059319,392.07084290614,399.56476227799,513.43744792908,523.2511306012],description:"reversed 81/80 ==> 1029/512 ==> reduction"},smithgw_trx:{frequencies:[261.6255653006,490.17835855476,354.35176059633,331.954494127,479.94227969828,449.60690021487,325.02250210538,304.47902995326,285.23403465053,412.39349145653,386.32762147798,279.2776760715,523.2511306012],description:"reduced 3/2->7/6 5/4->11/6 scale"},smithgw_trxb:{frequencies:[261.6255653006,279.2776760715,386.32762147798,412.39349145653,285.23403465053,304.47902995326,325.02250210538,449.60690021487,479.94227969828,331.954494127,354.35176059633,490.17835855476,523.2511306012],description:"reversed reduced 3/2->7/6 5/4->11/6 scale"},smithgw_wa:{frequencies:[261.6255653006,273.6474362764,299.37379946195,313.13022722746,327.51877211613,349.22823143301,374.77430422696,391.99543598175,417.97870684853,437.18511000944,469.1652354389,500.26367760099,523.2511306012],description:"Wreckmeister A temperament, TL 2-6-2002"},smithgw_wa120:{frequencies:[261.6255653006,273.99891691894,298.79793764201,312.9293240034,327.729041887,349.22823143301,374.29355081838,391.99543598175,417.71053321823,437.46578647972,468.86422071654,499.62194879119,523.2511306012],description:"120-tET version of Wreckmeister A temperament"},smithgw_wb:{frequencies:[261.6255653006,280.76349612739,291.78605424516,313.13022722746,327.51877211613,349.22823143301,365.2755039332,391.99543598175,417.97870684853,437.18511000944,469.1652354389,487.58430040208,523.2511306012],description:"Wreckmeister B temperament, TL 2-6-2002"},smithgw_well1:{frequencies:[261.6255653006,275.92984511873,292.92635710626,310.42107575858,327.5229776175,349.2237102284,367.90646015831,391.734151992,413.8947676781,437.99072463899,465.63161363786,490.54194687775,523.2511306012],description:"Well-temperament, Gene Ward Smith (2005)"},smithgw_whelp1:{frequencies:[261.6255653006,275.93321340298,292.50627485027,310.07474405997,327.03195662575,348.05120395042,368.50381975103,390.45372436301,413.66634097248,438.25895612273,464.36382062247,491.65133958137,523.2511306012],description:"well-temperament with one pure third, Gene Ward Smith, 2003"},smithgw_whelp2:{frequencies:[261.6255653006,275.85000668176,292.43269265164,309.98104674077,327.03195662575,347.97308568611,368.21146504308,391.7894791814,413.34036955908,438.14417346548,464.48314871299,489.73685071229,523.2511306012],description:"well-temperament with two pure thirds"},smithgw_whelp3:{frequencies:[261.6255653006,275.96871294479,292.50627485027,310.03485655885,327.03195662575,349.46135677641,368.11883862276,391.73393619399,413.66634097248,436.82669499534,464.84945270756,489.66742197778,523.2511306012],description:"well-temperament with three pure thirds"},smithgw_wiz28:{frequencies:[261.6255653006,269.80136421624,277.4816601673,280.31310567921,287.78812183066,297.30177875068,305.22982618403,308.34441624714,317.12189733406,327.03195662575,336.37572681506,345.34574619679,348.83408706747,359.73515228832,370.01329949656,380.54627680087,392.4383479509,396.40237166758,406.97310157871,418.60090448096,431.68218274599,436.04260883433,448.50096908674,460.46099492906,475.68284600109,490.54793493862,493.35106599542,508.71637697339,523.2511306012],description:"11-limit Wizard[28]"},smithgw_wiz34:{frequencies:[261.6255653006,269.80136421624,272.52663052146,277.4816601673,280.31310567921,287.78812183066,297.30177875068,305.22982618403,308.34441624714,313.95067836072,317.12189733406,327.03195662575,336.37572681506,345.34574619679,348.83408706747,356.76213450082,359.73515228832,370.01329949656,380.54627680087,383.71749577421,392.4383479509,396.40237166758,406.97310157871,418.60090448096,431.68218274599,436.04260883433,443.97065626768,448.50096908674,460.46099492906,475.68284600109,490.54793493862,493.35106599542,504.56359022259,508.71637697339,523.2511306012],description:"11-limit Wizard[34]"},smithgw_wiz38:{frequencies:[261.6255653006,269.80136421624,272.52663052146,277.4816601673,280.31310567921,285.40970760065,287.78812183066,297.30177875068,305.22982618403,308.34441624714,313.95067836072,317.12189733406,327.03195662575,336.37572681506,339.14425131559,345.34574619679,348.83408706747,356.76213450082,359.73515228832,370.01329949656,380.54627680087,383.71749577421,392.4383479509,396.40237166758,403.65087217807,406.97310157871,418.60090448096,431.68218274599,436.04260883433,443.97065626768,448.50096908674,460.46099492906,475.68284600109,479.64686971777,490.54793493862,493.35106599542,504.56359022259,508.71637697339,523.2511306012],description:"11-limit Wizard[38]"},smithgw_wreckpop:{frequencies:[261.6255653006,272.73569398658,292.31087910123,313.29104303136,326.59518553839,350.03605285217,364.90060015836,391.09077971329,419.16071913933,436.9606979923,455.51656649021,501.93603498211,523.2511306012],description:'"Wreckmeister" 13-limit meanpop (50-et) tempered thirds'},smithj12:{frequencies:[261.6255653006,272.52663052146,294.32876096318,306.59245933664,331.11985608357,344.91651675372,363.36884069528,392.4383479509,408.78994578219,441.49314144476,459.88868900496,496.67978412536,523.2511306012],description:"J. Smith, 5-limit JI scale, MMM 21-3-2006"},smithj17:{frequencies:[261.6255653006,272.57820116223,283.17034563789,295.02492750576,308.97787266236,319.3201344739,332.68808325276,348.42227432308,363.00854876594,377.11473546037,392.90218486657,411.48414905414,425.25755219187,443.06044202496,464.01459698705,479.54632553791,499.62194879119,523.2511306012],description:"J. Smith 17-tone well temperament, MMM 12-2006"},smithrk_19:{frequencies:[261.6255653006,274.68253637698,286.11368885031,294.3308008075,305.19387818096,313.95878694534,327.0246436172,343.34529416761,348.83287827711,366.24211271841,381.48359653409,392.43970784476,406.92376081862,418.61050714007,436.03134720211,457.79213919624,470.93981233279,488.32112480698,508.64303280756,523.2511306012],description:"19 out of 612-tET by Roger K. Smith, 1978"},smithrk_mult:{frequencies:[261.6255653006,274.70684356563,286.15296204753,294.32876096318,305.22982618403,313.95067836072,327.03195662575,343.38355445704,348.83408706747,366.27579142084,381.53728273004,392.4383479509,406.97310157871,418.60090448096,436.04260883433,457.84473927605,470.92601754108,488.36772189445,508.71637697339,523.2511306012],description:'Roger K. Smith, "Multitonic" scale, just version'},solar:{frequencies:[261.6255653006,394.58976180129,774.00176545642,2207.36533954793,5481.83445910426,34573.03685904828,65024.37680021134,105705.6559450381],description:"Solar system scale: 0=Pluto, 8=Mercury. 1/1=248.54 years period"},solemn:{frequencies:[261.6255653006,313.95067836072,348.83408706747,392.4383479509,418.60090448096,470.92601754108,523.2511306012],description:"Solemn 6"},songlines:{frequencies:[261.6255653006,305.22982618403,313.95067836072,327.03195662575,348.83408706747,366.27579142084,392.4383479509,418.60090448096,436.04260883433,457.84473927605,470.92601754108,479.64686971777,523.2511306012],description:"Songlines.DEM, Bill Thibault and Scott Gresham-Lancaster. 1992 ICMC (=rectsp6)"},sorge:{frequencies:[261.6255653006,272.52663052146,294.32876096318,306.59245933664,327.03195662575,348.83408706747,367.91095120397,392.4383479509,408.78994578219,436.04260883433,470.92601754108,490.54793493862,523.2511306012],description:"Sorge's Monochord (1756)"},sorge1:{frequencies:[261.6255653006,276.86979852503,293.00227310437,311.47852302926,328.88393162803,349.6228209638,369.57684148724,391.5530240856,415.30469757995,439.00737933323,466.69047534984,493.32589719545,523.2511306012],description:"Georg Andreas Sorge, 1744 (A)"},sorge2:{frequencies:[261.6255653006,276.24519242498,293.00227310437,310.77584116741,328.88393162803,348.83408706747,368.74309237173,391.5530240856,414.36778843034,438.51190905657,465.63764214343,492.21297564769,523.2511306012],description:"Georg Andreas Sorge, 1744 (B)"},sorge3:{frequencies:[261.6255653006,276.55731914056,293.00227310437,310.77584116741,328.51274831708,348.83408706747,369.15973155124,391.5530240856,414.83597850347,438.51190905657,465.63764214343,492.7691222293,523.2511306012],description:"Georg Andreas Sorge, well temperament, (1756, 1758)"},sparschuh:{frequencies:[261.6255653006,276.27659695743,293.02063313667,310.81117157711,328.60171001755,349.008504111,368.36879594324,391.3918456897,414.41489543615,439.53094970501,465.69350623507,491.85606276513,523.2511306012],description:"Andreas Sparschuh WTC temperament, 1/1=C=250, modified Collatz sequence"},sparschuh2:{frequencies:[261.6255653006,276.27659695743,293.02063313667,310.81117157711,328.60171001755,349.008504111,368.36879594324,391.3918456897,414.41489543615,438.48444744381,465.69350623507,491.85606276513,523.2511306012],description:"Modified Sparschuh temperament with A=419Hz by Tom Dent"},spec1_14:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,327.03195662575,343.38355445704,359.73515228832,392.4383479509,408.78994578219,425.14154361347,441.49314144476,457.84473927605,523.2511306012],description:"Spectrum sequence of 8/7: 1 to 27 reduced by 2/1"},spec1_17:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,327.03195662575,359.73515228832,376.08675011961,392.4383479509,408.78994578219,425.14154361347,441.49314144476,490.54793493862,523.2511306012],description:"Spectrum sequence of 7/6: 1 to 27 reduced by 2/1"},spec1_25:{frequencies:[261.6255653006,277.97716313189,294.32876096318,327.03195662575,343.38355445704,359.73515228832,376.08675011961,392.4383479509,408.78994578219,425.14154361347,457.84473927605,490.54793493862,523.2511306012],description:"Spectrum sequence of 5/4: 1 to 25 reduced by 2/1"},spec1_33:{frequencies:[261.6255653006,277.97716313189,294.32876096318,327.03195662575,343.38355445704,359.73515228832,392.4383479509,408.78994578219,425.14154361347,457.84473927605,474.19633710734,490.54793493862,523.2511306012],description:"Spectrum sequence of 4/3: 1 to 29 reduced by 2/1"},spec1_4:{frequencies:[261.6255653006,294.32876096318,310.68035879446,327.03195662575,343.38355445704,359.73515228832,376.08675011961,392.4383479509,408.78994578219,425.14154361347,457.84473927605,490.54793493862,523.2511306012],description:"Spectrum sequence of 7/5: 1 to 25 reduced by 2/1"},spec1_5:{frequencies:[261.6255653006,294.32876096318,310.68035879446,327.03195662575,343.38355445704,359.73515228832,392.4383479509,408.78994578219,425.14154361347,441.49314144476,457.84473927605,490.54793493862,523.2511306012],description:"Spectrum sequence of 1.5: 1 to 27 reduced by 2/1"},specr2:{frequencies:[261.6255653006,294.32876096318,310.68035879446,327.03195662575,343.38355445704,359.73515228832,392.4383479509,408.78994578219,425.14154361347,457.84473927605,474.19633710734,490.54793493862,523.2511306012],description:"Spectrum sequence of sqrt(2): 1 to 29 reduced by 2/1"},specr3:{frequencies:[261.6255653006,277.97716313189,310.68035879446,327.03195662575,359.73515228832,392.4383479509,408.78994578219,425.14154361347,441.49314144476,474.19633710734,490.54793493862,506.89953276991,523.2511306012],description:"Spectrum sequence of sqrt(3): 1 to 31 reduced by 2/1"},spon_chal1:{frequencies:[261.6255653006,280.31310567921,285.40970760065,286.15296204753,348.83408706747,392.4383479509,420.46965851882,428.11456140098,429.2294430713,523.2511306012],description:"JC Spondeion, from discussions with George Kahrimanis about tritone of 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Various tunings for the parhypatai and hence trito"},spon_mont:{frequencies:[261.6255653006,271.31540105247,348.83408706747,392.4383479509,428.11456140098,523.2511306012],description:"Montford's Spondeion, a mixed septimal and undecimal pentatonic, 1923"},spon_terp:{frequencies:[261.6255653006,285.40970760065,348.83408706747,392.4383479509,428.11456140098,523.2511306012],description:"Subharm. 6-tone series, guess at Greek poet Terpander's, 6th c. BC & Spondeion, Winnington-Ingram (1928)"},stade:{frequencies:[261.6255653006,274.22463192287,292.50627485027,309.28772967674,327.03195662575,348.83408706747,365.63284274659,391.22147055517,411.33694767869,437.39890198442,465.11211608996,489.02683710225,523.2511306012],description:"Organs in St. Cosmae, Stade; Magnuskerk, Anloo; H.K. Sluipwijk, modif. 1/4 mean"},stanhope:{frequencies:[261.6255653006,275.62199471997,293.00227310437,310.07474405997,326.6631048533,348.83408706747,367.49599295996,392.4383479509,413.43299207996,437.52264545758,465.11211608996,489.99465727995,523.2511306012],description:"Well temperament of Charles, third earl of Stanhope (1806)"},stanhope2:{frequencies:[261.6255653006,275.85537639807,293.11251278827,310.16223770573,327.03195662575,348.83408706747,367.91095120397,392.4383479509,413.66634097248,437.85193595173,465.11211608996,490.54793493862,523.2511306012],description:"Stanhope temperament (real version?) with 1/3 synt. comma temp."},stanhope_f:{frequencies:[261.6255653006,275.62199471997,292.46014274879,310.07474405997,326.6631048533,348.83408706747,367.49599295996,392.4383479509,413.43299207996,436.79202494356,465.11211608996,489.99465727995,523.2511306012],description:"Stanhope temperament, equal beating version by Farey (1807)"},stanhope_s:{frequencies:[261.6255653006,275.77758308753,293.11247215425,310.2497806633,327.03195662575,348.83408706747,367.7034443005,392.4383479509,413.66637442451,437.85181455341,465.11211608996,490.54793493862,523.2511306012],description:"Stanhope temperament, alt. version with 1/3 syntonic comma"},starling:{frequencies:[261.6255653006,278.9816419584,293.66476791741,313.14630527334,327.50195613664,349.22823143301,367.60851651046,391.99543598175,418.00016846495,437.16266336983,466.16376151809,490.69849857048,523.2511306012],description:"Starling temperament, Herman Miller (1999)"},stearns:{frequencies:[261.6255653006,299.00064605783,336.37572681506,366.27579142084,398.6675280771,448.50096908674,504.56359022259,523.2511306012],description:"Dan Stearns, guitar scale"},stearns2:{frequencies:[261.6255653006,280.31310567921,287.78812183066,299.00064605783,313.95067836072,317.68818643644,336.37572681506,340.11323489078,355.06326719367,366.27579142084,373.75080757229,392.4383479509,411.12588832951,418.60090448096,429.81342870813,444.76346101102,448.50096908674,467.18850946536,470.92601754108,485.87604984397,497.08857407114,504.56359022259,523.2511306012],description:'Dan Stearns, scale for "At A Day Job" based on harmonics 10-20 and 14-28'},stearns3:{frequencies:[261.6255653006,304.11599009871,327.88291945286,364.30920726489,423.47641042702,470.52269644143,546.93995798074,607.70247408742,706.39900722312,784.8766959018],description:"Dan Stearns, trivalent version of Bohlen's Lambda scale"},stearns4:{frequencies:[261.6255653006,296.65550714972,336.37572681506,347.46339693852,393.986457405,446.73865184892,461.46412096988,523.2511306012],description:"Dan Stearns, 1/4-septimal comma temperament, tuning-math 2-12-2001"},steldek1:{frequencies:[261.6255653006,274.70684356563,275.93321340298,280.31310567921,286.15296204753,294.32876096318,305.22982618403,309.04519901133,315.35224388912,321.92208230347,327.03195662575,331.11985608357,343.38355445704,353.19451315581,367.91095120397,381.53728273004,386.30649876417,392.4383479509,400.61414686654,408.78994578219,412.06026534844,420.46965851882,429.2294430713,436.04260883433,441.49314144476,457.84473927605,490.54793493862,504.56359022259,508.71637697339,515.07533168556,523.2511306012],description:"Stellated two out of 1 3 5 7 9 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Eikosany 3 out of 1 3 5 7 11 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tetrany"},steltet2:{frequencies:[261.6255653006,267.07609791103,272.52663052146,286.15296204753,305.22982618403,327.03195662575,333.84512238879,343.38355445704,381.53728273004,392.4383479509,400.61414686654,408.78994578219,436.04260883433,457.84473927605,476.92160341255,490.54793493862,523.2511306012],description:"Stellated three out of 1 3 5 7 tetrany"},steltet2s:{frequencies:[261.6255653006,286.15296204753,294.32876096318,300.46061014991,306.59245933664,327.03195662575,343.38355445704,350.53737850823,357.69120255941,367.91095120397,392.4383479509,400.61414686654,408.78994578219,429.2294430713,441.49314144476,457.84473927605,490.54793493862,500.76768358318,510.98743222773,515.07533168556,523.2511306012],description:"Superstellated three out of 1 3 5 7 tetrany"},steltri1:{frequencies:[261.6255653006,313.95067836072,327.03195662575,392.4383479509,436.04260883433,490.54793493862,523.2511306012],description:"Stellated one out of 1 3 5 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(1988)"},storbeck:{frequencies:[261.6255653006,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,327.03195662575,339.14425131559,348.83408706747,353.19451315581,358.80077526939,381.53728273004,387.59343007496,392.4383479509,403.65087217807,418.60090448096,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,523.2511306012],description:"Ulrich Storbeck, 2001"},strahle:{frequencies:[261.6255653006,278.94941459687,296.90543930973,315.65242990842,335.0021118691,355.12744448111,376.24442122187,398.15684412917,421.10213511252,444.85552088095,469.94877954106,496.17080790016,523.2511306012],description:"Strahle's Geometrical scale"},"sub24-12":{frequencies:[261.6255653006,273.00058987889,285.40970760065,299.00064605783,313.95067836072,330.47439827444,348.83408706747,369.35373924791,392.4383479509,418.60090448096,448.50096908674,483.00104363188,523.2511306012],description:"Subharmonics 24-12"},sub24:{frequencies:[261.6255653006,10.90106522086,11.37502457829,11.89207115003,12.45836025241,13.08127826503,13.76976659477,14.53475362781,15.38973913533,16.35159783129,17.44170435337,18.68754037861,20.12504348466,21.80213044172,23.78414230005,26.16255653006,29.06950725562,32.70319566257,37.37508075723,43.60426088343,52.32511306012,65.40639132515,87.20852176687,130.8127826503,261.6255653006],description:"Subharmonics 24-1"},sub40:{frequencies:[261.6255653006,275.39533189537,290.69507255622,307.79478270659,327.03195662575,348.83408706747,373.75080757229,402.50086969323,418.60090448096,436.04260883433,475.68284600109,498.33441009638,523.2511306012],description:"sub 40-20"},sub48:{frequencies:[261.6255653006,279.06726965397,299.00064605783,313.95067836072,330.47439827444,348.83408706747,369.35373924791,392.4383479509,418.60090448096,448.50096908674,465.11211608996,502.32108537715,523.2511306012],description:"12 of sub 48 (Leven)"},sub50:{frequencies:[261.6255653006,272.52663052146,290.69507255622,311.45900631024,327.03195662575,344.24416486921,373.75080757229,384.74347838324,408.78994578219,436.04260883433,467.18850946536,484.4917875937,523.2511306012],description:"12 of sub 50"},sub8:{frequencies:[261.6255653006,279.06726965397,299.00064605783,322.00069575458,348.83408706747,380.54627680087,418.60090448096,465.11211608996,523.2511306012],description:"Subharmonic series 1/16 - 1/8"},sumatra:{frequencies:[261.6255653006,266.79889483106,324.44528279699,356.96377863828,390.9602296356,474.47355835313,530.64156666967,639.28283484968,713.92755727656,784.8766959018],description:'"Archeological" tuning of Pasirah Rus orch. in Muaralakitan, Sumatra. 1/1=354 Hz'},super_10:{frequencies:[261.6255653006,283.42769574232,305.22982618403,327.03195662575,348.83408706747,370.63621750918,392.4383479509,425.14154361347,457.84473927605,490.54793493862,523.2511306012],description:"A superparticular 10-tone scale"},super_11:{frequencies:[261.6255653006,283.42769574232,305.22982618403,327.03195662575,348.83408706747,370.63621750918,392.4383479509,418.60090448096,444.76346101102,470.92601754108,497.08857407114,523.2511306012],description:"A superparticular 11-tone scale"},super_12:{frequencies:[261.6255653006,279.06726965397,296.50897400735,313.95067836072,331.39238271409,348.83408706747,372.08969287196,395.34529867646,418.60090448096,441.85651028546,465.11211608996,494.18162334558,523.2511306012],description:"A superparticular 12-tone scale"},super_12_1:{frequencies:[261.6255653006,280.31310567921,299.00064605783,317.68818643644,336.37572681506,355.06326719367,373.75080757229,392.4383479509,418.60090448096,444.76346101102,470.92601754108,497.08857407114,523.2511306012],description:"Another superparticular 12-tone scale"},super_12_2:{frequencies:[261.6255653006,280.31310567921,299.00064605783,317.68818643644,336.37572681506,355.06326719367,373.75080757229,392.4383479509,420.46965851882,448.50096908674,473.41768959156,498.33441009638,523.2511306012],description:"Another superparticular 12-tone scale"},super_13:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,327.03195662575,343.38355445704,359.73515228832,376.08675011961,392.4383479509,418.60090448096,444.76346101102,470.92601754108,497.08857407114,523.2511306012],description:"A superparticular 13-tone scale"},super_14:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,327.03195662575,343.38355445704,359.73515228832,376.08675011961,392.4383479509,414.24047839262,436.04260883433,457.84473927605,479.64686971777,501.44900015948,523.2511306012],description:"A superparticular 14-tone scale"},super_15:{frequencies:[261.6255653006,276.16031892841,290.69507255622,305.22982618403,319.76457981184,334.29933343966,348.83408706747,363.36884069528,381.53728273004,399.70572476481,417.87416679957,436.04260883433,457.84473927605,479.64686971777,501.44900015948,523.2511306012],description:"A superparticular 15-tone scale"},super_17:{frequencies:[261.6255653006,274.08392555301,286.54228580542,299.00064605783,311.45900631024,323.91736656265,336.37572681506,348.83408706747,363.36884069528,377.90359432309,392.4383479509,411.12588832951,429.81342870813,448.50096908674,467.18850946536,485.87604984397,504.56359022259,523.2511306012],description:"Superparticular 17-tone scale"},super_19:{frequencies:[261.6255653006,272.52663052146,283.42769574232,294.32876096318,305.22982618403,316.13089140489,327.03195662575,340.11323489078,353.19451315581,366.27579142084,379.35706968587,392.4383479509,408.13588186894,423.83341578697,439.53094970501,455.22848362304,470.92601754108,488.36772189445,505.80942624783,523.2511306012],description:"Superparticular 19-tone scale"},super_19_1:{frequencies:[261.6255653006,272.09058791262,282.55561052465,293.02063313667,303.4856557487,313.95067836072,325.57848126297,337.20628416522,348.83408706747,363.36884069528,377.90359432309,392.4383479509,408.13588186894,423.83341578697,439.53094970501,455.22848362304,470.92601754108,488.36772189445,505.80942624783,523.2511306012],description:"Superparticular 19-tone scale"},super_19_2:{frequencies:[261.6255653006,269.80136421624,277.97716313189,294.32876096318,302.50455987882,310.68035879446,318.85615771011,327.03195662575,343.38355445704,359.73515228832,376.08675011961,392.4383479509,408.78994578219,425.14154361347,441.49314144476,457.84473927605,474.19633710734,490.54793493862,506.89953276991,523.2511306012],description:"Superparticular 19-tone scale"},super_22:{frequencies:[261.6255653006,270.96933548991,280.31310567921,289.65687586852,299.00064605783,308.34441624714,317.68818643644,327.03195662575,337.93302184661,348.83408706747,359.73515228832,370.63621750918,381.53728273004,392.4383479509,406.45400323486,420.46965851882,434.48531380278,448.50096908674,463.45100138963,478.40103369253,493.35106599542,508.30109829831,523.2511306012],description:"Superparticular 22-tone scale"},super_22_1:{frequencies:[261.6255653006,272.09058791262,282.55561052465,293.02063313667,303.4856557487,313.95067836072,325.16320258789,336.37572681506,347.58825104223,358.80077526939,370.01329949656,381.22582372373,392.4383479509,405.51962621593,418.60090448096,431.68218274599,444.76346101102,457.84473927605,470.92601754108,484.00729580611,497.08857407114,510.16985233617,523.2511306012],description:"Superparticular 22-tone scale"},super_24:{frequencies:[261.6255653006,270.34641747729,279.06726965397,287.78812183066,296.50897400735,305.22982618403,313.95067836072,322.67153053741,331.39238271409,340.11323489078,348.83408706747,359.73515228832,370.63621750918,381.53728273004,392.4383479509,405.51962621593,418.60090448096,431.68218274599,444.76346101102,457.84473927605,470.92601754108,484.00729580611,497.08857407114,510.16985233617,523.2511306012],description:"Superparticular 24-tone scale, inverse of Mans.ur 'Awad"},super_7:{frequencies:[261.6255653006,287.78812183066,313.95067836072,353.19451315581,392.4383479509,431.68218274599,470.92601754108,523.2511306012],description:"A superparticular 7-tone scale"},super_8:{frequencies:[261.6255653006,287.78812183066,313.95067836072,340.11323489078,366.27579142084,392.4383479509,436.04260883433,479.64686971777,523.2511306012],description:"A superparticular 8 tone scale"},super_9:{frequencies:[261.6255653006,287.78812183066,313.95067836072,340.11323489078,366.27579142084,392.4383479509,425.14154361347,457.84473927605,490.54793493862,523.2511306012],description:"A superparticular 9-tone scale"},suppig:{frequencies:[261.6255653006,272.52663052146,279.06726965397,294.32876096318,306.59245933664,313.95067836072,327.03195662575,340.65828815182,348.83408706747,367.91095120397,376.74081403286,392.4383479509,408.78994578219,418.60090448096,436.04260883433,459.88868900496,470.92601754108,490.54793493862,502.32108537715,523.2511306012],description:"Friedrich Suppig's 19-tone JI scale. Calculus Musicus, Berlin 1722"},sur_7:{frequencies:[261.6255653006,280.40333801024,327.729041887,351.25128999693,383.0422478503,410.5345162762,479.82340237272,523.2511306012],description:"7-tone surupan"},sur_9:{frequencies:[261.6255653006,280.40333801024,305.78200836532,327.729041887,351.25128999693,383.0422478503,410.5345162762,447.69106452518,479.82340237272,523.2511306012],description:"Theoretical nine-tone surupan gamut"},sur_ajeng:{frequencies:[261.6255653006,285.30470202322,305.78200836532,383.0422478503,417.71053321823,523.2511306012],description:"Surupan ajeng"},sur_degung:{frequencies:[261.6255653006,322.09885310804,345.21700307457,396.55020354877,488.21056770985,523.2511306012],description:"Surupan degung"},sur_madenda:{frequencies:[261.6255653006,322.09885310804,345.21700307457,425.01198472693,488.21056770985,523.2511306012],description:"Surupan madenda"},sur_melog:{frequencies:[261.6255653006,280.40333801024,305.78200836532,383.0422478503,410.5345162762,523.2511306012],description:"Surupan melog"},sur_miring:{frequencies:[261.6255653006,285.30470202322,305.78200836532,389.73770840504,417.71053321823,523.2511306012],description:"Surupan miring"},sur_x:{frequencies:[261.6255653006,280.40333801024,305.78200836532,383.0422478503,417.71053321823,523.2511306012],description:"Surupan tone-gender X (= unmodified nyorog)"},sur_y:{frequencies:[261.6255653006,280.40333801024,300.52885648597,383.0422478503,410.5345162762,523.2511306012],description:"Surupan tone-gender Y (= mode on pamiring)"},sverige:{frequencies:[261.6255653006,293.66476791741,329.62755691287,349.22823143301,391.99543598175,440,466.16376151809,493.88330125613,523.2511306012,554.36526195375,587.32953583482,622.25396744417,659.25511382574,698.45646286601,739.98884542327,783.9908719635,830.60939515989,880,932.32752303618,987.76660251225,1046.5022612024,1174.65907166964,1318.51022765149,1396.91292573202,1567.98174392701],description:"Scale on Swedish 50 crown banknote of some kind of violin."},syntonolydian:{frequencies:[261.6255653006,294.32876096318,331.11985608357,372.50983809402,392.4383479509,441.49314144476,496.67978412536,523.2511306012],description:"Greek Syntonolydian, also genus duplicatum medium, or ditonum (Al-Farabi)"},syrian:{frequencies:[261.6255653006,268.67837258085,275.62199471997,279.38237857051,286.74979536837,294.32876096318,302.10804307229,310.07474405997,314.30517589183,322.59351978942,326.6631048533,331.11985608357,339.85160932548,348.83408706747,358.05397697456,367.49599295996,372.50983809402,382.33306049116,392.4383479509,402.81072409638,413.43299207996,419.07356785577,430.12469305256,441.49314144476,453.13547910064,465.11211608996,477.40530263275,489.99465727995,496.67978412536,509.77741398822,523.2511306012],description:"After ^Sayh.'Ali ad-Darwis^ (Shaykh Darvish) from d'Erlanger vol.5, p.29"},szpak_24:{frequencies:[261.6255653006,270.98948203641,277.18263097687,287.10335517712,293.66476791741,304.17540907689,311.12698372208,322.26262012861,329.62755691287,341.42535271779,349.22823143301,361.7275606831,369.99442271164,383.23700075636,391.99543598175,406.02545869431,415.30469757995,430.16898885692,440,455.74816803176,466.16376151809,482.84836435151,493.88330125613,511.56002220218,523.2511306012],description:"Stephen Szpak's scale, TL 2-1-2004"},pagano_b:{frequencies:[261.6255653006,277.97716313189,289.55954492905,312.72430852337,333.57259575826,351.8148470888,370.63621750918,389.16802838464,416.96574469783,444.76346101102,463.29527188648,486.4600354808,523.2511306012],description:"Pat Pagano and David Beardsley, 17-limit scale, TL 27-2-2001"},palace:{frequencies:[261.6255653006,277.01530443593,294.32876096318,299.00064605783,336.37572681506,348.83408706747,373.75080757229,392.4383479509,409.50088481833,428.11456140098,448.50096908674,470.92601754108,523.2511306012],description:"Palace mode+"},palace2:{frequencies:[261.6255653006,277.01530443593,336.37572681506,348.83408706747,392.4383479509,428.11456140098,470.92601754108,523.2511306012],description:"Byzantine Palace mode, 17-limit"},panpipe1:{frequencies:[261.6255653006,305.78200836532,346.61566493686,386.59871897734,424.03113209229,475.68400784708,523.2511306012],description:"Palina panpipe of Solomon Islands. 1/1=f+45c. From Ocora CD Guadalcanal"},panpipe2:{frequencies:[261.6255653006,301.39807245198,340.46429857933,389.512652082,435.70052664441,481.48922855473,540.45338572244,606.98892366383,675.83458963267,749.45240308975,819.17415016614,915.78156525194,979.24522642508,1073.44040298899,1178.73719255088,1360.28482360484],description:"Lalave panpipe of Solomon Islands. 1/1=f'+47c."},panpipe3:{frequencies:[261.6255653006,302.44445076078,341.44901934006,382.59999559751,433.19107626846,482.88183400971,542.01653249392,602.10016957865,677.78929781797,755.1012944609,822.018116801,906.30932187391,994.06270356141,1067.87449159209,1155.14617783291,1300.35790771888],description:"Tenaho panpipe of Solomon Islands. 1/1=f'+67c."},parachrom:{frequencies:[261.6255653006,274.52698453615,288.06460709314,349.22823143301,391.99543598175,411.32572372413,431.60923940535,523.2511306012],description:"Parachromatic, new genus 5 + 5 + 20 parts"},parakleismic:{frequencies:[261.6255653006,269.41173453909,271.00883762044,279.07425994419,280.72864356353,282.39283618632,290.79705467987,292.52093234567,301.22657042972,303.0122754386,312.03014360907,313.87989341557,323.22118988972,325.13728335605,327.06473376202,336.79842078181,338.79499972275,348.87778808468,350.94597487438,361.39038519337,363.53274806687,374.35175001315,376.5709514911,387.77797996035,390.07677146523,392.38919046486,404.06698135965,406.46233589795,418.55895395107,421.04021853379,433.57068509561,436.14094342919,449.12081866987,451.783257426,465.22865943552,467.98658728446,470.76086444006,484.77105399159,487.64483417146,502.15750307968,505.13434926963,520.16751901001,523.2511306012],description:"Parakleismic temperament, g=315.250913, 5-limit"},parizek:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,327.03195662575,343.38355445704,359.73515228832,392.4383479509,425.14154361347,441.49314144476,457.84473927605,490.54793493862,523.2511306012],description:"Petr Parizek, 12-tone Linear Level tuning, 1/1=Ab"},parizek_13lqmt:{frequencies:[261.6255653006,272.70676208351,292.18581651805,313.05623198362,325.57848126297,348.83408706747,365.23227064756,391.32028997953,406.97310157871,436.04260883433,467.18850946536,486.97636086341,523.2511306012],description:"April 2003 - Petr Parizek"},parizek_17lqmt:{frequencies:[261.6255653006,272.52663052146,291.99281841585,312.60407618638,327.03195662575,350.39138209902,364.70475555078,390.75509523297,408.78994578219,436.04260883433,467.18850946536,488.44386904122,523.2511306012],description:"To tune the scale by ear, please choose the intervals in the following order:"},parizek_7lmtd1:{frequencies:[261.6255653006,280.31310567921,293.02063313667,313.95067836072,327.03195662575,350.39138209902,366.27579142084,392.4383479509,418.60090448096,437.98922762377,468.83301301868,490.54793493862,523.2511306012],description:"Use SET MIDDLE 62"},parizek_7lqmtd2:{frequencies:[261.6255653006,280.31310567921,293.02063313667,313.95067836072,327.03195662575,350.39138209902,366.27579142084,390.69417751556,418.60090448096,437.98922762377,468.83301301868,488.36772189445,523.2511306012],description:"Use SET MIDDLE 62"},parizek_cirot:{frequencies:[261.6255653006,273.76082553017,293.33333347996,307.98092841354,327.40170814054,348.04713286849,366.66693712906,392.88175996935,409.71484950008,438.01699797506,463.01593599647,491.10256480205,523.2511306012],description:"Overtempered circular tuning (1/1 is F)"},parizek_epi:{frequencies:[261.6255653006,283.42769574232,305.22982618403,313.95067836072,327.03195662575,348.83408706747,366.27579142084,392.4383479509,418.60090448096,436.04260883433,457.84473927605,479.64686971777,523.2511306012],description:"In The Epimoric World"},parizek_epi2:{frequencies:[261.6255653006,283.42769574232,287.78812183066,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,359.73515228832,366.27579142084,373.75080757229,392.4383479509,406.97310157871,418.60090448096,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,479.64686971777,523.2511306012,523.2511306012],description:"In the Epimoric World - extended (version for two keyboards)"},parizek_epi2a:{frequencies:[261.6255653006,283.42769574232,287.78812183066,294.32876096318,299.00064605783,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,359.73515228832,366.27579142084,373.75080757229,392.4383479509,411.12588832951,418.60090448096,425.14154361347,436.04260883433,448.50096908674,457.84473927605,470.92601754108,479.64686971777,485.87604984397,523.2511306012,523.2511306012],description:"April 2003 - Petr Parizek"},parizek_ji1:{frequencies:[261.6255653006,274.70684356563,294.32876096318,305.22982618403,327.03195662575,343.38355445704,366.27579142084,392.4383479509,412.06026534844,436.04260883433,457.84473927605,490.54793493862,523.2511306012],description:"Petr Parizek, 12-tone septimal tuning, 2002."},parizek_jiweltmp:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,329.45441556372,348.83408706747,370.63621750918,392.4383479509,416.96574469783,440.63253103259,465.11211608996,494.18162334558,523.2511306012],description:"April 2003 - Petr Parizek"},jiwt2:{frequencies:[261.6255653006,277.97716313189,294.32876096318,310.68035879446,331.11985608357,348.83408706747,372.08969287196,392.4383479509,415.8649508569,441.49314144476,465.11211608996,496.67978412536,523.2511306012],description:"June 2003 - Petr Parizek"},parizek_llt7:{frequencies:[261.6255653006,283.42769574232,327.03195662575,359.73515228832,392.4383479509,425.14154361347,479.64686971777,523.2511306012],description:"7-tone mode of Linear Level Tuning 2000 (= wilson_helix)"},parizek_qmeb1:{frequencies:[261.6255653006,273.53155294581,293.066620053,305.25690181412,326.9069921792,350.33366042609,366.2083106197,392.1884190578,408.50877577745,437.87542071709,457.7197748295,488.61098601707,523.2511306012],description:"Equal beating quasi-meantone tuning no. 1 - F...A# (1/1 = 261.7Hz)(3/2 5/3 5/4 7/4 7/6)"},parizek_qmeb2:{frequencies:[261.6255653006,274.12423619715,293.39509530855,306.21121252767,327.1564453797,350.32795211486,366.55713600477,391.6914154272,409.44351174042,438.20041390279,457.4712730142,489.73875803795,523.2511306012],description:"Equal beating quasi-meantone tuning no. 2 - F...A# (1/1 = 262.7Hz)"},parizek_qmeb3:{frequencies:[261.6255653006,274.23252240717,293.57983281823,306.4052273004,327.28159934073,350.29865766202,366.78755898655,391.93906252094,409.53887392713,438.37260750749,457.59509656107,490.04864950866,523.2511306012],description:"Equal beating quasi-meantone tuning no. 3 - F...A#. 1/1 = 262Hz"},parizek_qmtp12:{frequencies:[261.6255653006,273.55480692456,293.00227310437,305.44101254122,326.6631048533,350.4133380576,366.39100206434,391.84790908124,408.48291326839,437.52264545758,457.47219685667,489.2574430773,523.2511306012],description:"12-tone quasi-meantone tuning with 1/9 Pyth. comma as basic tempering unit (F...A#)"},parizek_qmtp24:{frequencies:[261.6255653006,273.14323313659,280.64720643091,285.59764149034,293.00227310437,305.44101254122,313.83229199844,326.6631048533,335.63741195089,341.5578378819,350.4133380576,365.83975262993,375.89034660662,381.37064019061,391.84790908124,407.86833637529,419.07356785577,437.52264545758,448.86620556368,457.47219685667,469.33298761093,489.2574430773,502.69865025911,510.02774559919,523.2511306012],description:"24-tone quasi-meantone tuning with 1/9 Pyth. comma as basic tempering unit (Bbb...C##)"},parizek_syndiat:{frequencies:[261.6255653006,290.69507255622,294.32876096318,327.03195662575,348.83408706747,353.19451315581,387.59343007496,392.4383479509,436.04260883433,441.49314144476,484.4917875937,490.54793493862,523.2511306012],description:"Petr Parizek, diatonic scale with syntonic alternatives"},parizek_syntonal:{frequencies:[261.6255653006,272.52663052146,290.69507255622,294.32876096318,327.03195662575,348.83408706747,367.91095120397,392.4383479509,408.78994578219,436.04260883433,441.49314144476,490.54793493862,523.2511306012],description:"Petr Parizek, Syntonic corrections in JI tonality, Jan. 2004"},parizek_temp19:{frequencies:[261.6255653006,276.69969455132,294.32876096318,310.68035879446,328.58088727969,349.51540364377,368.93292606842,392.4383479509,415.04954182698,438.10784970625,466.02053819169,492.87133091954,523.2511306012],description:"Petr Parizek, genus [3 3 19 19 19] well temperament"},"partch-barstow":{frequencies:[261.6255653006,279.06726965397,287.78812183066,290.69507255622,294.32876096318,299.00064605783,313.95067836072,327.03195662575,348.83408706747,359.73515228832,373.75080757229,392.4383479509,418.60090448096,436.04260883433,448.50096908674,470.92601754108,479.64686971777,490.54793493862,523.2511306012],description:"Guitar scale for Partch's Barstow (1941, 1968)"},"partch-greek":{frequencies:[261.6255653006,261.6255653006,271.31540105247,294.32876096318,279.06726965397,348.83408706747,313.95067836072,392.4383479509,392.4383479509,406.97310157871,418.60090448096,418.60090448096,523.2511306012],description:'Partch Greek scales from "Two Studies on Ancient Greek Scales" on black/white'},"partch-grm":{frequencies:[261.6255653006,271.31540105247,279.06726965397,294.32876096318,313.95067836072,348.83408706747,392.4383479509,406.97310157871,418.60090448096,523.2511306012],description:'Partch Greek scales from "Two Studies on Ancient Greek Scales" mixed'},"partch-indian":{frequencies:[261.6255653006,269.80136421624,277.97716313189,285.40970760065,294.32876096318,305.22982618403,313.95067836072,327.03195662575,336.37572681506,348.83408706747,359.73515228832,366.27579142084,383.71749577421,392.4383479509,406.97310157871,411.12588832951,428.11456140098,441.49314144476,457.84473927605,475.68284600109,490.54793493862,507.3950357345,523.2511306012],description:"Partch's Indian Chromatic, Exposition of Monophony, 1933."},"partch-ur":{frequencies:[261.6255653006,267.07609791103,269.80136421624,274.08392555301,279.06726965397,285.40970760065,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,319.76457981184,327.03195662575,332.97799220076,336.37572681506,343.38355445704,348.83408706747,356.76213450082,359.73515228832,366.27579142084,373.75080757229,380.54627680087,383.71749577421,392.4383479509,398.6675280771,406.97310157871,411.12588832951,418.60090448096,428.11456140098,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,479.64686971777,490.54793493862,499.46698830115,507.3950357345,512.57253609913,523.2511306012],description:"Ur-Partch curved keyboard, published in Interval"},"partch_29-av":{frequencies:[261.6255653006,269.80136421624,274.70684356563,280.31310567921,285.40970760065,290.69507255622,299.00064605783,305.22982618403,313.95067836072,319.76457981184,327.03195662575,336.37572681506,348.83408706747,359.73515228832,366.27579142084,373.75080757229,380.54627680087,392.4383479509,406.97310157871,418.60090448096,428.11456140098,436.04260883433,448.50096908674,457.84473927605,470.92601754108,479.64686971777,488.36772189445,498.33441009638,507.3950357345,523.2511306012],description:"29-tone JI scale from Partch's Adapted Viola 1928-30"},partch_29:{frequencies:[261.6255653006,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,319.76457981184,327.03195662575,332.97799220076,336.37572681506,348.83408706747,359.73515228832,366.27579142084,373.75080757229,380.54627680087,392.4383479509,406.97310157871,411.12588832951,418.60090448096,428.11456140098,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,523.2511306012],description:"Partch/Ptolemy 11-limit Diamond"},partch_37:{frequencies:[261.6255653006,267.07609791103,269.80136421624,274.08392555301,279.06726965397,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,319.76457981184,327.03195662575,332.97799220076,336.37572681506,348.83408706747,359.73515228832,366.27579142084,373.75080757229,380.54627680087,392.4383479509,406.97310157871,411.12588832951,418.60090448096,428.11456140098,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,490.54793493862,499.46698830115,507.3950357345,512.57253609913,523.2511306012],description:'From "Exposition on Monophony" 1933, unp. see Ayers, 1/1 vol.9(2)'},partch_39:{frequencies:[261.6255653006,267.07609791103,269.80136421624,274.08392555301,279.06726965397,285.40970760065,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,319.76457981184,327.03195662575,332.97799220076,336.37572681506,343.38355445704,348.83408706747,356.76213450082,359.73515228832,366.27579142084,373.75080757229,380.54627680087,383.71749577421,392.4383479509,398.6675280771,406.97310157871,411.12588832951,418.60090448096,428.11456140098,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,479.64686971777,490.54793493862,499.46698830115,507.3950357345,512.57253609913,523.2511306012],description:"Ur-Partch Keyboard 39 tones, published in Interval"},partch_41:{frequencies:[261.6255653006,281.75060878526,283.42769574232,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,305.22982618403,309.19384990071,313.95067836072,319.76457981184,322.00069575458,327.03195662575,332.97799220076,336.37572681506,340.11323489078,348.83408706747,359.73515228832,362.25078272391,366.27579142084,373.75080757229,377.90359432309,380.54627680087,392.4383479509,402.50086969323,406.97310157871,411.12588832951,418.60090448096,425.14154361347,428.11456140098,436.04260883433,442.75095666255,448.50096908674,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,483.00104363188,485.87604984397,523.2511306012],description:"13-limit Diamond after Partch, Genesis of a Music, p 454, 2nd edition"},partch_41a:{frequencies:[261.6255653006,267.07609791103,269.80136421624,274.08392555301,279.06726965397,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,319.76457981184,327.03195662575,332.97799220076,336.37572681506,343.38355445704,348.83408706747,356.76213450082,359.73515228832,366.27579142084,373.75080757229,380.54627680087,383.71749577421,392.4383479509,398.6675280771,406.97310157871,411.12588832951,418.60090448096,428.11456140098,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,490.54793493862,499.46698830115,507.3950357345,512.57253609913,523.2511306012],description:'From "Exposition on Monophony" 1933, unp. see Ayers, 1/1 vol. 9(2)'},partch_41comb:{frequencies:[261.6255653006,267.07609791103,269.80136421624,274.08392555301,274.70684356563,279.06726965397,280.31310567921,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,305.22982618403,313.95067836072,319.76457981184,327.03195662575,332.97799220076,336.37572681506,348.83408706747,359.73515228832,366.27579142084,373.75080757229,380.54627680087,392.4383479509,406.97310157871,411.12588832951,418.60090448096,428.11456140098,436.04260883433,448.50096908674,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,488.36772189445,490.54793493862,498.33441009638,499.46698830115,507.3950357345,512.57253609913,523.2511306012],description:"41-tone JI combination from Partch's 29-tone and 37-tone scales"},partch_43:{frequencies:[261.6255653006,264.89588486686,269.80136421624,274.70684356563,279.06726965397,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,305.22982618403,310.07474405997,313.95067836072,319.76457981184,327.03195662575,332.97799220076,336.37572681506,343.38355445704,348.83408706747,353.19451315581,359.73515228832,366.27579142084,373.75080757229,380.54627680087,387.59343007496,392.4383479509,398.6675280771,406.97310157871,411.12588832951,418.60090448096,428.11456140098,436.04260883433,441.49314144476,448.50096908674,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,490.54793493862,498.33441009638,507.3950357345,516.79124009995,523.2511306012],description:"Harry Partch's 43-tone pure scale"},partch_43a:{frequencies:[261.6255653006,267.07609791103,269.80136421624,274.70684356563,279.06726965397,285.40970760065,287.78812183066,290.69507255622,294.32876096318,299.00064605783,305.22982618403,310.07474405997,313.95067836072,319.76457981184,327.03195662575,332.97799220076,336.37572681506,343.38355445704,348.83408706747,356.76213450082,359.73515228832,366.27579142084,373.75080757229,380.54627680087,383.71749577421,392.4383479509,398.6675280771,406.97310157871,411.12588832951,418.60090448096,428.11456140098,436.04260883433,441.49314144476,448.50096908674,457.84473927605,465.11211608996,470.92601754108,475.68284600109,479.64686971777,490.54793493862,498.33441009638,507.3950357345,512.57253609913,523.2511306012],description:'From "Exposition on Monophony" 1933, unp. see Ayers, 1/1 vol. 9(2)'},patala:{frequencies:[261.6255653006,289.6217982776,320.24370022528,355.94891173479,393.58362272115,439.74591942221,480.6555937997,537.34060327431],description:"Observed patala tuning from Burma, Helmholtz/Ellis p. 518, nr.83"},pelog1:{frequencies:[261.6255653006,285.79952600623,313.83440569119,359.87690576543,393.35634555235,426.98050185716,482.04578814299,523.2511306012],description:"Gamelan Saih pitu from Ksatria, Den Pasar (South Bali). 1/1=312.5 Hz"},pelog10:{frequencies:[261.6255653006,290.16653606067,310.14521470005,342.49164912079,385.30310526088,418.60090448096,442.38504678101,523.2511306012],description:"Balinese saih 7 scale, Krobokan. 1/1=275 Hz. McPhee, 1966"},pelog11:{frequencies:[261.6255653006,289.11520789678,327.03195662575,352.6257619269,388.64667309147,441.73012112348,478.69895237627,523.2511306012],description:"Balinese saih pitu, gamelan luang, banjar Se`se'h. 1/1=276 Hz. McPhee, 1966"},pelog11i:{frequencies:[261.6255653006,267.83009854382,287.76973397991,309.19384990071,332.21296611011,356.94582815655,383.52002471837,392.61532371972,421.84506978464,453.25093845942,486.99493426005,523.2511306012],description:"George Secor's isopelogic scale with ~537.84194 generator and just 13/11"},pelog12:{frequencies:[261.6255653006,284.41230790592,308.04300430555,358.68021049276,385.68672051706,409.31741667997,472.61392441399,523.2511306012],description:"Balinese saih pitu, gamelan Semar Pegulingan, Tampak Gangsai, 1/1=310, McPhee"},pelog13:{frequencies:[261.6255653006,289.80062617913,323.61069924911,351.78575931905,394.45085229937,454.02098012766,494.27106657141,523.2511306012],description:"Balinese saih pitu, gamelan Semar Pegulingan, Klungkung, 1/1=325. McPhee, 1966"},pelog14:{frequencies:[261.6255653006,287.66412867175,309.98289727559,347.18084494866,375.69927149802,402.97776645827,427.77639824032,523.2511306012],description:"Balinese saih pitu, suling gambuh, Tabanan, 1/1=211 Hz, McPhee, 1966"},pelog15:{frequencies:[261.6255653006,284.9387344858,307.6043148279,344.51683351465,375.60105909492,407.98046074103,427.4081017287,523.2511306012],description:"Balinese saih pitu, suling gambuh, Batuan, 1/1=202 Hz. McPhee, 1966"},pelog2:{frequencies:[261.6255653006,285.30470202322,314.92395982138,345.81573716922,388.6137256405,424.52127512829,466.97226207056,523.2511306012],description:"Bamboo gambang from Batu lulan (South Bali). 1/1=315 Hz"},pelog3:{frequencies:[261.6255653006,285.63448939555,315.83481057014,390.18821123181,421.34544350737,523.2511306012],description:"Gamelan Gong from Padangtegal, distr. Ubud (South Bali). 1/1=555 Hz"},pelog4:{frequencies:[261.6255653006,290.96323214696,317.29765457754,352.87817160549,385.03871768789,434.94616895528,470.49199937597,523.2511306012],description:"Hindu-Jav. demung, excavated in Banjarnegara. 1/1=427 Hz"},pelog5:{frequencies:[261.6255653006,284.64626913494,310.94732162256,358.21775774651,390.8649420513,427.47405410759,468.32288027948,523.2511306012],description:"Gamelan Kyahi Munggang (Paku Alaman, Jogja). 1/1=199.5 Hz"},pelog6:{frequencies:[261.6255653006,282.02769802256,315.83481057014,354.51258839996,386.37547528213,413.39000965417,523.2511306012],description:"Gamelan Semar pegulingan, Ubud (S. Bali). 1/1=263.5 Hz"},pelog7:{frequencies:[261.6255653006,281.2143451833,303.31920717687,353.89879686059,384.81637482457,412.43597848639,448.72664641273,523.2511306012],description:"Gamelan Kantjilbelik (kraton Jogja). Measured by Surjodiningrat, 1972."},pelog8:{frequencies:[261.6255653006,281.2143451833,305.0763174688,362.1707891162,386.59871897734,415.30469757995,456.83405152976,529.33101587613,573.91491069685,623.33318620372,730.64478690489,786.25839925218,840.74610520523,945.88853913022,1075.30214607265],description:"from William Malm: Music Cultures of the Pacific, the Near East and Asia."},pelog9:{frequencies:[261.6255653006,282.57123920205,305.19382000629,356.01745236555,384.52011812375,415.30469757995,448.5538823653,523.2511306012],description:"9-tET Pelog"},pelog9i:{frequencies:[261.6255653006,287.76973397991,309.19384990071,332.21296611011,356.94582815655,383.52002471837,421.84506978464,453.25093845942,486.99493426005,523.2511306012],description:"George Secor's isopelogic scale with ~537.84194 generator and just 13/11"},pelog_24:{frequencies:[261.6255653006,293.66476791741,320.24370022528,349.22823143301,391.99543598175,440,479.82340237272,523.2511306012],description:"Subset of 24-tET (Sumatra?)"},pelog_a:{frequencies:[261.6255653006,280.7274598329,305.95868600104,363.84824628932,386.82209166041,411.72190027758,452.10885997356,523.2511306012],description:"Pelog, average class A. Kunst 1949"},pelog_alv:{frequencies:[261.6255653006,299.00064605783,313.95067836072,343.38355445704,392.4383479509,418.60090448096,457.84473927605,523.2511306012],description:"Bill Alves JI Pelog, 1/1 vol. 9 no. 4, 1997. 1/1=293.33"},pelog_av:{frequencies:[261.6255653006,280.40333801024,305.78200836532,357.39105439675,385.26118901859,411.72190027758,452.89298412314,523.2511306012],description:'"Normalised Pelog", Kunst, 1949. Average of 39 Javanese gamelans'},pelog_b:{frequencies:[261.6255653006,280.07959041159,302.79405018898,354.30787302884,382.82105786018,408.64182041696,451.58686491179,523.2511306012],description:"Pelog, average class B. Kunst 1949"},pelog_c:{frequencies:[261.6255653006,279.91785681123,304.37225518229,350.84574289301,384.81637482457,410.29745071461,451.58686491179,523.2511306012],description:"Pelog, average class C. Kunst 1949"},pelog_he:{frequencies:[261.6255653006,283.17034563789,338.50336851425,364.68988616898,389.06292924114,420.13030572059,493.31307433255,523.2511306012],description:"Observed Javanese Pelog scale, Helmholtz/Ellis p. 518, nr.96"},pelog_jc:{frequencies:[261.6255653006,294.32876096318,313.95067836072,392.4383479509,418.60090448096,523.2511306012],description:"John Chalmers' Pelog, on keys C# E F# A B c#, like Olympos' Enharmonic on 4/3"},pelog_laras:{frequencies:[261.6255653006,283.42769574232,305.22982618403,370.63621750918,392.4383479509,414.24047839262,457.84473927605,523.2511306012],description:'Lou Harrison, gamelan "Si Betty"'},pelog_me1:{frequencies:[261.6255653006,281.13654920971,305.96893643544,353.85975480175,389.33427481332,412.3928606827,454.07565526112,523.2511306012],description:"Gamelan Kyahi Kanyut Mesem pelog (Mangku Nagaran). 1/1=295 Hz"},pelog_me2:{frequencies:[261.6255653006,277.86440299076,299.96729002515,349.58586605592,383.41679241104,405.97081699752,447.47001910635,523.2511306012],description:"Gamelan Kyahi Bermara (kraton Jogja). 1/1=290 Hz"},pelog_me3:{frequencies:[261.6255653006,281.75056896146,306.90688773629,358.59164065877,385.12012728597,411.64865826518,457.38747412584,523.2511306012],description:"Gamelan Kyahi Pangasih (kraton Solo). 1/1=286 Hz"},pelog_pa:{frequencies:[261.6255653006,286.29520819723,313.29104303136,342.83241505062,387.04559340587,423.54155496477,463.47885582013,523.2511306012],description:'"Blown fifth" pelog, von Hornbostel, type a.'},pelog_pa2:{frequencies:[261.6255653006,286.29520819723,313.29104303136,353.69443592699,387.04559340587,423.54155496477,463.47885582013,523.2511306012],description:"New mixed gender Pelog"},pelog_pb:{frequencies:[261.6255653006,277.98432293805,304.19649364034,353.69443592699,387.04559340587,411.24653512154,450.02449304881,523.2511306012],description:'"Primitive" Pelog, step of blown semi-fourths, von Hornbostel, type b.'},pelog_pb2:{frequencies:[261.6255653006,277.50302994288,303.66981774726,353.69443592699,387.04559340587,410.5345162762,449.24533531117,523.2511306012],description:'"Primitive" Pelog, Kunst: Music in Java, p. 28'},pelog_schmidt:{frequencies:[261.6255653006,287.78812183066,313.95067836072,366.27579142084,392.4383479509,418.60090448096,470.92601754108,523.2511306012],description:"Modern Pelog designed by Dan Schmidt and used by Berkeley Gamelan"},pelog_selun:{frequencies:[261.6255653006,281.10829462369,350.68958753059,378.52209447746,416.55977244877,523.2511306012,562.21664032682,701.37917506118,757.04418895493,833.11970794305,1046.5022612024,1124.43328065364],description:"Gamelan selunding from Kengetan, South Bali (Pelog), 1/1=141 Hz"},pelog_slen:{frequencies:[261.6255653006,289.4545544734,306.66641795878,334.42210013281,344.22141564971,354.30787302884,386.37547528213,397.69714089209,446.39994737251,459.48046426806,493.88330125613,523.2511306012],description:"W.P. Malm, pelog+slendro, Musical Cultures Of The Pacific, The Near East, And Asia. P: 1,3,5,6,8,10; S: 2,4,7,9"},pelog_str:{frequencies:[261.6255653006,282.73796785026,305.22982618403,329.86096249197,356.10146388137,384.83778957396,415.4517078616,448.97742116962,484.69365917187,523.80699136456],description:"JI Pelog with stretched 2/1 and extra tones between 2-3, 6-7. Wolf, XH 11, '87"},pelogic:{frequencies:[261.6255653006,268.93425429917,294.59920226397,322.71340889889,353.51061198674,363.38617257172,398.06486099125,436.0530078362,477.66644151787,523.2511306012],description:"Pelogic temperament, g=521.1, 5-limit"},pelogic2:{frequencies:[261.6255653006,252.56770712848,285.96465797334,276.06414495892,312.56802260838,301.74646235804,341.64630500046,386.82209166041,373.42974737602,422.80824892286,408.17001145418,462.1422075194,523.2511306012],description:"Pelogic temperament, g=677.0 in cycle of fifths order"},penta1:{frequencies:[261.6255653006,282.55561052465,294.32876096318,313.95067836072,331.11985608357,372.50983809402,376.74081403286,397.34382730029,423.83341578697,441.49314144476,470.92601754108,496.67978412536,523.2511306012],description:"Pentagonal scale 9/8 3/2 16/15 4/3 5/3"},penta2:{frequencies:[261.6255653006,267.07609791103,286.15296204753,305.22982618403,312.97980223949,333.84512238879,356.10146388137,363.36884069528,400.61414686654,436.04260883433,457.84473927605,476.92160341255,523.2511306012],description:"Pentagonal scale 7/4 4/3 15/8 32/21 6/5"},penta_opt:{frequencies:[261.6255653006,292.5084949701,327.03692214239,391.62201198054,436.95817401562,523.2511306012],description:"Optimally consonant major pentatonic, John deLaubenfels, 2001"},pentadekany:{frequencies:[261.6255653006,283.42769574232,299.7792935736,305.22982618403,327.03195662575,354.2846196779,359.73515228832,381.53728273004,389.71308164569,419.69101100305,425.14154361347,436.04260883433,457.84473927605,479.64686971777,495.99846754905,523.2511306012],description:"2)6 1.3.5.7.11.13 Pentadekany (1.3 tonic)"},pentadekany2:{frequencies:[261.6255653006,269.80136421624,294.32876096318,299.7792935736,305.22982618403,327.03195662575,343.38355445704,359.73515228832,381.53728273004,392.4383479509,419.69101100305,436.04260883433,457.84473927605,479.64686971777,490.54793493862,523.2511306012],description:"2)6 1.3.5.7.9.11 Pentadekany (1.3 tonic)"},pentadekany3:{frequencies:[261.6255653006,277.97716313189,278.79474302345,287.78812183066,291.4672313427,300.86940009569,305.77487944508,319.67373760167,359.73515228832,376.08675011961,405.51962621593,413.69542513157,430.86460285443,444.76346101102,506.89953276991,523.2511306012],description:"2)6 1.5.11.17.23.31 Pentadekany (1.5 tonic)"},pentatetra1:{frequencies:[261.6255653006,275.39533189537,290.69507255622,327.03195662575,348.83408706747,392.4383479509,413.09299784305,436.04260883433,490.54793493862,523.2511306012],description:"Penta-tetrachord 20/19 x 19/18 x 18/17 x 17/16 = 5/4. 5/4 x 16/15 = 4/3"},pentatetra2:{frequencies:[261.6255653006,275.39533189537,307.79478270659,327.03195662575,348.83408706747,392.4383479509,413.09299784305,461.69217405988,490.54793493862,523.2511306012],description:"Penta-tetrachord 20/19 x 19/18 x 18/17 x 17/16 = 5/4. 5/4 x 16/15 = 4/3"},pentatetra3:{frequencies:[261.6255653006,290.69507255622,307.79478270659,327.03195662575,348.83408706747,392.4383479509,436.04260883433,461.69217405988,490.54793493862,523.2511306012],description:"Penta-tetrachord 20/19 x 19/18 x 18/17 x 17/16 = 5/4. 5/4 x 16/15 = 4/3"},pentatriad:{frequencies:[261.6255653006,290.69507255622,294.32876096318,327.03195662575,348.83408706747,367.91095120397,392.4383479509,436.04260883433,441.49314144476,465.11211608996,490.54793493862,523.2511306012],description:"4:5:6 Pentatriadic scale"},pentatriad1:{frequencies:[261.6255653006,290.69507255622,294.32876096318,327.03195662575,348.83408706747,387.59343007496,392.4383479509,436.04260883433,441.49314144476,465.11211608996,490.54793493862,523.2511306012],description:"3:5:9 Pentatriadic scale"},pepper:{frequencies:[261.6255653006,274.70684356563,290.69507255622,294.32876096318,305.22982618403,327.03195662575,343.38355445704,348.83408706747,367.91095120397,392.4383479509,406.97310157871,436.04260883433,441.49314144476,457.84473927605,465.11211608996,490.54793493862,515.07533168556,523.2511306012],description:"Keenan Pepper's 17-tone jazz tuning, TL 07-06-2000"},pepper2:{frequencies:[261.6255653006,281.81099471089,295.05751399041,308.92668738628,332.76158224462,348.40303271111,375.28368107222,392.9238840789,423.23948674937,443.13385158124,463.96335069158,499.75992392917,523.2511306012],description:'Keenan Pepper\'s "Noble Fifth" with chromatic/diatonic semitone = Phi (12)'},peprmint:{frequencies:[261.6255653006,270.64528749638,281.81099405977,291.52662269553,295.0575145017,305.22982618403,308.92668738628,319.57714845986,332.76158147578,344.23376699744,348.40303331485,360.41446869983,375.28368085545,388.22184514393,392.92388339801,406.47020562703,423.23948723831,437.83096109824,443.13385158124,458.41119713782,463.9633498876,479.95880678291,499.75992479518,516.98949333115,523.2511306012],description:"Peppermint 24: Wilson/Pepper apotome/limma=Phi, 2 chains spaced for pure 7:6"},"perkis-indian":{frequencies:[261.6255653006,269.10058145205,277.01530443593,285.40970760065,294.32876096318,303.82323712328,313.95067836072,327.03195662575,336.37572681506,348.83408706747,358.01393146398,369.99442271164,377.90359432309,388.70083987518,400.13321751856,412.18367363396,425.14154361347,438.99882991118,453.48431318771,469.12170329763,485.27322596079,503.87145909745,523.2511306012],description:"Indian 22 Perkis"},"perrett-tt":{frequencies:[261.6255653006,274.70684356563,286.15296204753,294.32876096318,305.22982618403,313.95067836072,327.03195662575,343.38355445704,348.83408706747,366.27579142084,381.53728273004,392.4383479509,412.06026534844,418.60090448096,436.04260883433,457.84473927605,470.92601754108,490.54793493862,515.07533168556,523.2511306012],description:"Perrett Tierce-Tone"},perrett:{frequencies:[261.6255653006,274.70684356563,279.06726965397,348.83408706747,392.4383479509,412.06026534844,418.60090448096,523.2511306012],description:"Perrett / Tartini / Pachymeres Enharmonic"},perrett_14:{frequencies:[261.6255653006,274.70684356563,294.32876096318,305.22982618403,327.03195662575,343.38355445704,348.83408706747,366.27579142084,392.4383479509,412.06026534844,436.04260883433,457.84473927605,490.54793493862,515.07533168556,523.2511306012],description:"Perrett's 14-tone system (subscale of tierce-tone)"},perrett_chrom:{frequencies:[261.6255653006,274.70684356563,294.32876096318,348.83408706747,392.4383479509,412.06026534844,441.49314144476,523.2511306012],description:"Perrett's Chromatic"},perry:{frequencies:[261.6255653006,294.32876096318,313.95067836072,327.03195662575,348.83408706747,392.4383479509,418.60090448096,436.04260883433,448.50096908674,457.84473927605,470.92601754108,490.54793493862,523.2511306012],description:"Robin Perry, Tuning List 22-9-'98"},perry2:{frequencies:[261.6255653006,274.70684356563,290.69507255622,305.22982618403,327.03195662575,348.83408706747,373.75080757229,392.4383479509,415.27867508032,436.04260883433,457.84473927605,498.33441009638,523.2511306012],description:"Robin Perry, 7-limit scale, TL 22-10-2006"},perry3:{frequencies:[261.6255653006,277.97716313189,294.32876096318,307.79478270659,327.03195662575,348.83408706747,369.35373924791,370.63621750918,392.4383479509,418.60090448096,444.76346101102,465.11211608996,492.47165233054,523.2511306012],description:"Robin Perry, symmetrical 3,5,17 scale, TL 22-10-2006"},"persian-far":{frequencies:[261.6255653006,275.58617649731,282.84340331238,294.51413096332,310.22971009486,318.39923223688,331.53706992441,349.22823143301,362.58942698662,376.46181130035,391.99543598175,412.91271853531,423.78627283082,441.27260666252,464.81937009253,477.05982293263,496.7443381147,523.2511306012],description:"Hormoz Farhat, average of observed Persian tar and sehtar tunings (1966)"},"persian-vaz":{frequencies:[261.6255653006,277.18263097687,285.30470202322,293.66476791741,311.12698372208,320.24370022528,329.62755691287,349.22823143301,359.46139971304,380.8360868427,391.99543598175,415.30469757995,427.47405410759,440,466.16376151809,479.82340237272,493.88330125613,523.2511306012],description:"Vaziri's Persian tuning, using quartertones"},persian:{frequencies:[261.6255653006,275.62199471997,282.55561052465,294.32876096318,310.07474405997,317.87506184023,331.11985608357,348.83408706747,363.36884069528,376.74081403286,392.4383479509,413.43299207996,423.83341578697,441.49314144476,465.11211608996,476.81259276034,496.67978412536,523.2511306012],description:"Persian Tar Scale, from Dariush Anooshfar, Internet Tuning List 2/10/94"},persian2:{frequencies:[261.6255653006,275.62199471997,288.32205155576,294.32876096318,310.07474405997,321.08592105074,331.11985608357,348.83408706747,367.49599295996,384.42940207435,392.4383479509,413.43299207996,428.11456140098,441.49314144476,465.11211608996,489.99465727995,512.57253609913,523.2511306012],description:"Traditional Persian scale, from Mark Rankin"},phi1_13:{frequencies:[261.6255653006,272.27874348295,293.41755524936,305.36527715608,329.07281683115,342.47239171077,356.41758627629,384.088434771,399.72820043646,416.00480451705,448.3020273708,466.55651779723,502.7784067407,523.2511306012],description:"Pythagorean scale with (Phi + 1) / 2 as fifth"},phi_10:{frequencies:[261.6255653006,277.06593756944,293.41755524936,323.38703872151,342.47239171077,362.68389667063,399.72820043646,423.31898451752,448.3020273708,494.09131284284,523.2511306012],description:"Pythagorean scale with Phi as fifth"},phi_12:{frequencies:[261.6255653006,280.653851324,301.06608340242,314.41721066027,337.28508524374,352.24238645938,377.86132347501,405.34355110824,423.31898451752,454.10739278061,474.24531572837,508.73764640933,531.29821178855],description:"Non-Octave Pythagorean scale with Phi as fourth. Jacky Ligon TL 12-04-2001"},phi_13:{frequencies:[261.6255653006,277.06593756944,293.41755524936,305.36527715608,323.38703872151,342.47239171077,362.68389667063,377.45230514615,399.72820043646,423.31898451752,448.3020273708,466.55651779723,494.09131284284,523.2511306012],description:"Pythagorean scale with Phi as fifth"},phi_13a:{frequencies:[261.6255653006,280.653851324,293.09977429907,314.41721066027,328.36040925687,352.24238645938,377.86132347501,394.61802538749,423.31898451752,442.09155952525,474.24531572837,508.73764640933,531.29821178855,569.94005600595],description:"Non-Octave Pythagorean scale with Phi as fifth, Jacky Ligon TL 12-04-2001"},phi_13b:{frequencies:[261.6255653006,277.56939878091,287.90530191745,305.45065986668,316.82478268872,336.13253486432,356.61692887617,369.89633953852,392.4383479509,407.05164722964,431.8579526603,458.17598957099,475.23717379553,504.19880204444],description:"Non-Octave Pythagorean scale with 12 3/2s, Jacky Ligon, TL 12-04-2001"},phi_17:{frequencies:[261.6255653006,276.86436108535,292.99059544936,310.05629713556,328.11582814217,347.22745468775,367.4522682176,388.8548834608,411.50435256812,435.47307590797,460.83762934409,487.67984759381,516.08523529366,546.14543793146,577.9565447239,611.62018657326,647.24497389216,684.94478342154],description:"Phi + 1 equal division by 17, Brouncker (1653)"},phi_7b:{frequencies:[261.6255653006,277.06593756944,299.7954575021,323.38703872151,342.47239171077,369.42210382256,399.72820043646,423.31898451752],description:"Heinz Bohlen's Pythagorean scale with Phi as fifth (1999)"},phi_7be:{frequencies:[261.6255653006,277.18263097687,299.37379946195,323.3415889232,342.56848033562,369.99442271164,399.61607881612,423.37848741825],description:"36-tET approximation of phi_7b"},phi_8:{frequencies:[261.6255653006,280.010356995,292.01318753119,312.53354015396,325.93049860793,348.83408706747,373.34714284662,389.35091690288,416.71138708025],description:"Non-Octave Pythagorean scale with 4/3s, Jacky Ligon, TL 12-04-2001"},phi_8a:{frequencies:[261.6255653006,275.77662731691,284.90271245142,300.31281179658,310.2506767011,327.03195662575,344.72084112096,356.12824371673,375.39107678967],description:"Non-Octave Pythagorean scale with 5/4s, Jacky Ligon, TL 12-04-2001"},phillips_19:{frequencies:[261.6255653006,274.63272075836,286.12988535196,293.66476791741,305.42895910556,326.59518553839,329.62755691287,342.83241505062,349.22823143301,366.5907009274,384.81637482457,391.99543598175,407.69874723177,428.71043212875,440,457.62637091093,489.33987776603,493.88330125613,513.66823365307,523.2511306012],description:"Pauline Phillips, organ manual scale, TL 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21-10-2002"},phillips_ji:{frequencies:[261.6255653006,275.93321340298,286.15296204753,294.32876096318,305.5744765615,306.59245933664,327.03195662575,331.11985608357,349.22797321314,367.91095120397,386.30649876417,392.4383479509,407.76797091773,408.78994578219,429.2294430713,441.49314144476,457.84473927605,459.88868900496,490.54793493862,496.67978412536,515.07533168556,523.2511306012],description:'Pauline Phillips, JI 0 #/b "C" scale (2002), TL 8-10-2002'},phryg_chromcon2:{frequencies:[261.6255653006,283.42769574232,294.32876096318,305.22982618403,392.4383479509,414.24047839262,436.04260883433,523.2511306012],description:"Harmonic Conjunct Chromatic Phrygian"},phryg_chromconi:{frequencies:[261.6255653006,283.42769574232,348.83408706747,370.63621750918,392.4383479509,479.64686971777,501.44900015948,523.2511306012],description:"Inverted Conjunct Chromatic 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24"},phryg_diatcon:{frequencies:[261.6255653006,285.40970760065,313.95067836072,348.83408706747,369.35373924791,448.50096908674,483.00104363188,523.2511306012],description:"A Phrygian Diatonic with its own trite synemmenon replacing paramese"},phryg_diatinv:{frequencies:[261.6255653006,283.42769574232,305.22982618403,370.63621750918,392.4383479509,436.04260883433,479.64686971777,523.2511306012],description:"Inverted Conjunct Phrygian Harmonia with 17, the local Trite Synemmenon"},phryg_diatsinv:{frequencies:[261.6255653006,283.42769574232,305.22982618403,348.83408706747,370.63621750918,392.4383479509,436.04260883433,479.64686971777,523.2511306012],description:"Inverted Schlesinger's Phrygian Harmonia, a harmonic series from 12 from 24"},phryg_enh:{frequencies:[261.6255653006,267.19206668997,273.00058987889,348.83408706747,392.4383479509,405.0976494977,418.60090448096,523.2511306012],description:"Schlesinger's Phrygian Harmonia in the enharmonic 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genus"},phryg_pis:{frequencies:[261.6255653006,294.32876096318,336.37572681506,362.25078272391,392.4383479509,428.11456140098,470.92601754108,523.2511306012,554.03060887186,588.65752192635,672.75145363011,724.50156544782,784.8766959018,856.22912280196,941.85203508216,1046.5022612024],description:"The Diatonic Perfect Immutable System in the Phrygian Tonos"},phryg_tri1:{frequencies:[261.6255653006,273.00058987889,285.40970760065,348.83408706747,392.4383479509,418.60090448096,448.50096908674,523.2511306012],description:"Schlesinger's Phrygian Harmonia in the chromatic genus"},phryg_tri1inv:{frequencies:[261.6255653006,305.22982618403,327.03195662575,348.83408706747,392.4383479509,479.64686971777,501.44900015948,523.2511306012],description:"Inverted Schlesinger's Chromatic Phrygian Harmonia"},phryg_tri2:{frequencies:[261.6255653006,269.10058145205,285.40970760065,348.83408706747,392.4383479509,409.50088481833,448.50096908674,523.2511306012],description:"Schlesinger's Phrygian Harmonia in the second trichromatic genus"},phryg_tri3:{frequencies:[261.6255653006,269.10058145205,277.01530443593,348.83408706747,392.4383479509,409.50088481833,428.11456140098,523.2511306012],description:"Schlesinger's Phrygian Harmonia in the first trichromatic genus"},phrygian:{frequencies:[261.6255653006,290.69507255622,313.95067836072,327.03195662575,348.83408706747,353.19451315581,387.59343007496,392.4383479509,418.60090448096,436.04260883433,465.11211608996,470.92601754108,523.2511306012],description:"Old Phrygian ??"},phrygian_diat:{frequencies:[261.6255653006,277.01530443593,294.32876096318,336.37572681506,348.83408706747,362.25078272391,376.74081403286,392.4383479509,428.11456140098,448.50096908674,470.92601754108,495.71159741166,523.2511306012,554.03060887186,588.65752192635,672.75145363011,697.66817413493,724.50156544782,753.48162806573,784.8766959018,856.22912280196,897.00193817349,941.85203508216,991.42319482333,1046.5022612024],description:"Phrygian Diatonic 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1994"},piano7:{frequencies:[261.6255653006,275.93321340298,294.32876096318,305.22982618403,327.03195662575,348.83408706747,367.91095120397,392.4383479509,406.97310157871,441.49314144476,457.84473927605,490.54793493862,523.2511306012],description:"Enhanced piano 7-limit"},pipedum_10:{frequencies:[261.6255653006,279.06726965397,306.59245933664,327.03195662575,348.83408706747,372.08969287196,396.89567239676,431.14564594215,459.88868900496,490.54793493862,523.2511306012],description:"2048/2025 and 34171875/33554432 are homophonic intervals"},pipedum_10a:{frequencies:[261.6255653006,279.06726965397,294.32876096318,327.03195662575,348.83408706747,372.08969287196,392.4383479509,418.60090448096,465.11211608996,490.54793493862,523.2511306012],description:"2048/2025 and 25/24, Manuel Op de Coul, 2001"},pipedum_10b:{frequencies:[261.6255653006,279.06726965397,294.32876096318,313.95067836072,348.83408706747,367.91095120397,392.4383479509,418.60090448096,446.50763144636,490.54793493862,523.2511306012],description:"225/224, 64/63 and 25/24 are homophonic intervals"},pipedum_10c:{frequencies:[261.6255653006,280.31310567921,305.22982618403,327.03195662575,348.83408706747,373.75080757229,392.4383479509,429.2294430713,457.84473927605,490.54793493862,523.2511306012],description:"225/224, 64/63 and 49/48 are homophonic intervals"},pipedum_10d:{frequencies:[261.6255653006,279.06726965397,299.00064605783,318.93402246168,343.38355445704,372.08969287196,392.4383479509,425.24536328225,448.50096908674,488.36772189445,523.2511306012],description:"1029/1024, 2048/2025 and 64/63 are homophonic 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3136/3125 and 4375/4374, Gene Ward Smith, 2002"},pipedum_9a:{frequencies:[261.6255653006,282.62020942966,305.22982618403,329.72357766794,356.10146388137,384.67750727926,415.4517078616,448.79042515914,484.69365917187,523.2511306012],description:"4375/4374, 2401/2400 and 21/20 are homophonic intervals"},pipedum_9b:{frequencies:[261.6255653006,279.06726965397,306.59245933664,327.03195662575,357.20610515709,383.2405741708,418.60090448096,446.50763144636,490.54793493862,523.2511306012],description:"128/125 and 2109375/2097152 are homophonic intervals"},pipedum_9c:{frequencies:[261.6255653006,285.40970760065,305.22982618403,332.97799220076,348.83408706747,392.4383479509,411.12588832951,448.50096908674,479.64686971777,523.2511306012],description:"49/48, 21/20, 99/98 and 121/120, Gene Ward Smith, 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Diatonic."},ptolemy_mdiat:{frequencies:[261.6255653006,274.70684356563,305.22982618403,348.83408706747,392.4383479509,412.06026534844,457.84473927605,523.2511306012],description:"Ptolemy soft diatonic"},ptolemy_mdiat2:{frequencies:[261.6255653006,290.69507255622,305.22982618403,348.83408706747,392.4383479509,436.04260883433,457.84473927605,523.2511306012],description:"permuted Ptolemy soft diatonic"},ptolemy_mdiat3:{frequencies:[261.6255653006,299.00064605783,313.95067836072,348.83408706747,392.4383479509,448.50096908674,470.92601754108,523.2511306012],description:"permuted Ptolemy soft diatonic"},ptolemy_meta:{frequencies:[261.6255653006,274.70684356563,305.22982618403,348.83408706747,392.4383479509,406.97310157871,465.11211608996,523.2511306012],description:"Metabolika lyra tuning, mixture of Soft Diatonic & Tonic 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"Armodue"'},pyth_third:{frequencies:[261.6255653006,267.90457886781,274.33428876064,280.9183116909,287.66035117148,290.46272611903,297.43383186155,304.57224382623,311.88197767806,319.36714514233,327.03195662575,334.88072358477,342.9178609508,351.14788961362,359.57543896435,363.07840893547,371.79228894479,380.71530478279,389.85247209758,399.20893142792,408.78994578219,418.60090448096,428.6473261885,438.93486201703,449.46929870544,453.84801015616,464.74036282794,475.89413097849,487.31559012197,499.0111642849,510.98743222773,523.2511306012],description:"Cycle of 5/4 thirds"}};Hd.Pattern.prototype._tune=function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:220,n=new Sx;if(!n.isValidScale(e))throw new Error('not a valid tune.js scale name: "'+e+'". See http://abbernie.github.io/tune/scales.html');return n.loadScale(e),n.tonicize(t),this._asNumber()._withHap((function(e){return e.withValue((function(){return n.note(e.value)})).setContext((0,Vd.Z)((0,Vd.Z)({},e.context),{},{type:"frequency"}))}))},Hd.Pattern.prototype.define("tune",(function(e,t){return t.tune(e)}),{composable:!0,patternified:!0});var qx=null===(Tx=window)||void 0===Tx?void 0:Tx.speechSynthesis;null===qx||void 0===qx||qx.getVoices();function Bx(e,t,n){return Bx=b()?Reflect.construct:function(e,t,n){var r=[null];r.push.apply(r,t);var i=new(Function.bind.apply(e,r));return n&&_(i,n.prototype),i},Bx.apply(null,arguments)}Hd.Pattern.prototype._speak=function(e,t){return this._withHap((function(n){return n.setContext((0,Vd.Z)((0,Vd.Z)({},n.context),{},{onTrigger:function(n,r){!function(e,t,n){qx.cancel();var r=new SpeechSynthesisUtterance(e);r.lang=t;var i=qx.getVoices().filter((function(e){return e.lang.includes(t)}));"number"===typeof n?r.voice=i[n%i.length]:"string"===typeof n&&(r.voice=i.find((function(e){return e.name===e}))),speechSynthesis.speak(r)}(r.value,e,t)}}))}))},Hd.Pattern.prototype.speak=function(e,t){return(0,Hd.patternify2)(Hd.Pattern.prototype._speak)(reify(e),reify(t),this)},Hd.Pattern.prototype.pianoroll=function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{},t=e.timeframe,n=void 0===t?10:t,r=e.inactive,i=void 0===r?"#C9E597":r,o=e.active,a=void 0===o?"#FFCA28":o,s=e.background,u=void 0===s?"#2A3236":s,c=e.maxMidi,l=void 0===c?90:c,f=e.minMidi,h=void 0===f?0:f,p=window.innerWidth,d=window.innerHeight,m=l-h+1,v=d/m;return this.draw((function(e,t,r){e.fillStyle=u,e.clearRect(0,0,p,d),e.fillRect(0,0,p,d),t.forEach((function(t){var o,s,u,c=t.whole.begin<=r&&t.whole.end>=r;e.fillStyle=(null===(o=t.context)||void 0===o?void 0:o.color)||i,e.strokeStyle=(null===(s=t.context)||void 0===s?void 0:s.color)||a,e.globalAlpha=null!==(u=t.context.velocity)&&void 0!==u?u:1;var l=Math.round(t.whole.begin/n*p),f=Math.round((t.whole.end-t.whole.begin)/n*p),y=Math.round(d-(Number(t.value)-h)/m*d),g=[l-r/n*p+0+1,y+1,f-2,v-2];c?e.strokeRect.apply(e,g):e.fillRect.apply(e,g)}))}),n,2),this};var Px=__webpack_require__(7427),Mx=new Px;Mx.open();Hd.Pattern.prototype.osc=function(){return this._withHap((function(e){return e.setContext((0,Vd.Z)((0,Vd.Z)({},e.context),{},{onTrigger:function(e,t,n){var r=Object.entries(t.value).flat(),i=1e3*(e-n+.1),o=Math.floor(Date.now()+i),a=Bx(Px.Message,["/dirt/play"].concat((0,A.Z)(r))),s=new Px.Bundle([a],o);s.timestamp(o),Mx.send(s)}}))}))};var Rx,Ix=function(){return pA.getContext().rawContext},Nx=.2,Lx=function(e,t,n,r,i,o,a){var s=Ix().createGain();return s.gain.setValueAtTime(0,o),s.gain.linearRampToValueAtTime(i,o+e),s.gain.linearRampToValueAtTime(n*i,o+e+t),s.gain.setValueAtTime(n*i,a),s.gain.linearRampToValueAtTime(0,a+r),s};Hd.Pattern.prototype.withAudioNode=function(e){return this._withHap((function(t){return t.setContext((0,Vd.Z)((0,Vd.Z)({},t.context),{},{createAudioNode:function(n,r){var i,o;return e(n,r,null===(i=(o=t.context).createAudioNode)||void 0===i?void 0:i.call(o,n,t))}}))}))},Hd.Pattern.prototype._wave=function(e){return this.withAudioNode((function(t,n){var r=Ix().createOscillator();r.type=e;var i=(0,Hd.getFrequency)(n);r.frequency.value=i;var o=null!==t&&void 0!==t?t:n.whole.begin.valueOf()+Nx,a=o+n.duration.valueOf();return r.start(o),r.stop(a),r}))},Hd.Pattern.prototype.adsr=function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:.01,t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:.05,n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:1,r=arguments.length>3&&void 0!==arguments[3]?arguments[3]:.01;return this.withAudioNode((function(i,o,a){var s,u=(null===(s=o.context)||void 0===s?void 0:s.velocity)||1,c=null!==i&&void 0!==i?i:o.whole.begin.valueOf()+Nx,l=c+o.duration.valueOf()+Nx,f=Lx(e,t,n,r,u,c,l);return null===a||void 0===a||a.connect(f),f}))},Hd.Pattern.prototype._filter=function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:"lowpass",t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:1e3;return this.withAudioNode((function(n,r,i){var o=Ix().createBiquadFilter();return o.type=e,o.frequency.value=t,null===i||void 0===i||i.connect(o),o}))},Hd.Pattern.prototype.filter=function(e,t){return(0,Hd.patternify2)(Hd.Pattern.prototype._filter)(reify(e),reify(t),this)},Hd.Pattern.prototype.out=function(){var e=Ix().createGain();return e.gain.value=.1,e.connect(Ix().destination),this.withAudioNode((function(t,n,r){r||console.warn("out: no source! 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