values of a and b, with the exception of the two cases b == 0 and a == 0 && b < 0: ```javascript julia> a = 1; b = 2; julia> isequal(float(a//b), a/b) true ``` Constructing infinite the @views macro on a block of code converts all string slices into substrings. For example: ```javascript julia> str = "long string" "long string" julia> substr = SubString(str characters may be lower than sum of numbers of characters of the concatenated strings, e.g.: ```javascript julia> a, b = "\xe2\x88", "\x80" ("\xe2\x88", "\x80") julia>

values of a and b, with the exception of the two cases b == 0 and a == 0 && b < 0: ```javascript julia> a = 1; b = 2; julia> isequal(float(a//b), a/b) true ``` Constructing infinite the @views macro on a block of code converts all string slices into substrings. For example: ```javascript julia> str = "long string" "long string" julia> substr = SubString(str characters may be lower than sum of numbers of characters of the concatenated strings, e.g.: ```javascript julia> a, b = "\xe2\x88", "\x80" ("\xe2\x88", "\x80") julia>

values of a and b, with the exception of the two cases b == 0 and a == 0 && b < 0: ```javascript julia> a = 1; b = 2; julia> isequal(float(a//b), a/b) true ``` Constructing infinite the @views macro on a block of code converts all string slices into substrings. For example: ```javascript julia> str = "long string" "long string" julia> substr = SubString(str characters may be lower than sum of numbers of characters of the concatenated strings, e.g.: ```javascript julia> a, b = "\xe2\x88", "\x80" ("\xe2\x88", "\x80") julia>

values of a and b, with the exception of the two cases b == 0 and a == 0 && b < 0: ```javascript julia> a = 1; b = 2; julia> isequal(float(a//b), a/b) true ``` ## CHAPTER 7. COMPLEX characters may be lower than sum of numbers of characters of the concatenated strings, e.g.: ```javascript julia> a, b = "\xe2\x88", "\x80" ("\xe2\x88", "\x80") julia> so a zero offset into a string is invalid). Here is a pair of somewhat contrived examples: ```javascript julia> m = match(r"(a|b)(c)?(d)", "acd") RegexMatch("acd", 1="a"

values of a and b, with the exception of the two cases b == 0 and a == 0 && b < 0: ```javascript julia> a = 1; b = 2; julia> isequal(float(a//b), a/b) true ``` ## CHAPTER 7. COMPLEX characters may be lower than sum of numbers of characters of the concatenated strings, e.g.: ```javascript julia> a, b = "\xe2\x88", "\x80" ("\xe2\x88", "\x80") julia> so a zero offset into a string is invalid). Here is a pair of somewhat contrived examples: ```javascript julia> m = match(r"(a|b)(c)?(d)", "acd") RegexMatch("acd", 1="a"

values of a and b, with the exception of the two cases b == 0 and a == 0 && b < 0: ```javascript julia> a = 1; b = 2; julia> isequal(float(a//b), a/b) true ``` ## CHAPTER 7. COMPLEX characters may be lower than sum of numbers of characters of the concatenated strings, e.g.: ```javascript julia> a, b = "\xe2\x88", "\x80" ("\xe2\x88", "\x80") julia> so a zero offset into a string is invalid). Here is a pair of somewhat contrived examples: ```javascript julia> m = match(r"(a|b)(c)?(d)", "acd") RegexMatch("acd", 1="a"

values of a and b, with the exception of the two cases b == 0 and a == 0 && b < 0: ```javascript julia> a = 1; b = 2; julia> isequal(float(a//b), a/b) true ``` ## CHAPTER 7. COMPLEX characters may be lower than sum of numbers of characters of the concatenated strings, e.g.: ```javascript julia> a, b = "\xe2\x88", "\x80" ("\xe2\x88", "\x80") julia> so a zero offset into a string is invalid). Here is a pair of somewhat contrived examples: ```javascript julia> m = match(r"(a|b)(c)?(d)", "acd") RegexMatch("acd", 1="a"

Function. Sys.isjsvm([os]) Predicate for testing if Julia is running in a JavaScript VM (JSVM), including e.g. a WebAssembly JavaScript embedding in a web browser. ### Julia 1.2 This function requires at RoundNearestTiesUp Rounds to nearest integer, with ties rounded toward positive infinity (Java/JavaScript round behaviour). source Base.Rounding.RoundToZero - Constant. RoundToZero round using this this? Let's take a classic example: add 1 month to January 31st, 2014. What's the answer? Javascript will say March 3 (assumes 31 days). PHP says March 2 (assumes 30 days). The fact is, there is no

Function. Sys.isjsvm([os]) Predicate for testing if Julia is running in a JavaScript VM (JSVM), including e.g. a WebAssembly JavaScript embedding in a web browser. ### Julia 1.2 This function requires at RoundNearestTiesUp Rounds to nearest integer, with ties rounded toward positive infinity (Java/JavaScript round behaviour). source Base.Rounding.RoundToZero - Constant. RoundToZero round using this this? Let's take a classic example: add 1 month to January 31st, 2014. What's the answer? Javascript will say March 3 (assumes 31 days). PHP says March 2 (assumes 30 days). The fact is, there is no

Function. Sys.isjsvm([os]) Predicate for testing if Julia is running in a JavaScript VM (JSVM), including e.g. a WebAssembly JavaScript embedding in a web browser. ### Julia 1.2 This function requires at RoundNearestTiesUp Rounds to nearest integer, with ties rounded toward positive infinity (Java/JavaScript round behaviour). source Base.Rounding.RoundToZero - Constant. RoundToZero round using this this? Let's take a classic example: add 1 month to January 31st, 2014. What's the answer? Javascript will say March 3 (assumes 31 days). PHP says March 2 (assumes 30 days). The fact is, there is no