is not strictly necessary. As a convention, spaces are typically placed on both sides of most Nim infix operators. This includes arithmetic operators, the assignment operator, and relational operators or a-b is both a valid subtraction in the case when a and b both have a numeric type for which an infix subtraction operator is defined, but the code segment a -b may give us an error message from the by an infix operator, which is an invalid syntax in Nim. An expression like a - -b would instead be valid syntax — with the unary minus attached to b, and a and (-b) separated by an infix - operator

is not strictly necessary. As a convention, spaces are typically placed on both sides of most Nim infix operators. This includes arithmetic operators, the assignment operator, and relational operators or a-b is both a valid subtraction in the case when a and b both have a numeric type for which an infix subtraction operator is defined, but the code segment a -b may give us an error message from the separated by an infix operator, which is an invalid syntax in Nim. An expression like a - -b would instead be valid syntax — with the unary minus attached to b, and a and (-b) separated by an infix - operator

is not strictly necessary. As a convention, spaces are typically placed on both sides of most Nim infix operators. This includes arithmetic operators, the assignment operator, and rela­ 39 tional operators or a-b is both a valid subtraction in the case when a and b both have a numeric type for which an infix subtraction operator is defined, but the code segment a -b may give us an error message from the separated by an infix operator, which is an invalid syntax in Nim. An expression like a - -b would instead be valid syntax — with the unary minus attached to b, and a and (-b) separated by an infix - operator

is not strictly necessary. As a convention, spaces are typically placed on both sides of most Nim infix operators. This includes arithmetic operators, the assignment operator, and rela­ 39 tional operators or a-b is both a valid subtraction in the case when a and b both have a numeric type for which an infix subtraction operator is defined, but the code segment a -b may give us an error message from the separated by an infix operator, which is an invalid syntax in Nim. An expression like a - -b would instead be valid syntax — with the unary minus attached to b, and a and (-b) separated by an infix - operator

is not strictly necessary. As a convention, spaces are typically placed on both sides of most Nim infix operators. This includes arithmetic operators, the assignment operator, and rela­ 39 tional operators or a-b is both a valid subtraction in the case when a and b both have a numeric type for which an infix subtraction operator is defined, but the code segment a -b may give us an error message from the separated by an infix operator, which is an invalid syntax in Nim. An expression like a - -b would instead be valid syntax — with the unary minus attached to b, and a and (-b) separated by an infix - operator

is not strictly necessary. As a convention, spaces are typically placed on both sides of most Nim infix operators. This includes arithmetic operators, the assignment operator, and rela­ 39 tional operators or a-b is both a valid subtraction in the case when a and b both have a numeric type for which an infix subtraction operator is defined, but the code segment a -b may give us an error message from the separated by an infix operator, which is an invalid syntax in Nim. An expression like a - -b would instead be valid syntax — with the unary minus attached to b, and a and (-b) separated by an infix - operator

is not strictly necessary. As a convention, spaces are typically placed on both sides of most Nim infix operators. This includes arithmetic operators, the assignment operator, and rela­ 39 tional operators or a-b is both a valid subtraction in the case when a and b both have a numeric type for which an infix subtraction operator is defined, but the code segment a -b may give us an error message from the separated by an infix operator, which is an invalid syntax in Nim. An expression like a - -b would instead be valid syntax — with the unary minus attached to b, and a and (-b) separated by an infix - operator

is not strictly necessary. As a convention, spaces are typically placed on both sides of most Nim infix operators. This includes arithmetic operators, the assignment operator, and rela­ 39 tional operators or a-b is both a valid subtraction in the case when a and b both have a numeric type for which an infix subtraction operator is defined, but the code segment a -b may give us an error message from the separated by an infix operator, which is an invalid syntax in Nim. An expression like a - -b would instead be valid syntax — with the unary minus attached to b, and a and (-b) separated by an infix - operator

is not strictly necessary. As a convention, spaces are typically placed on both sides of most Nim infix operators. This includes arithmetic operators, the assignment operator, and rela­ 39 tional operators or a-b is both a valid subtraction in the case when a and b both have a numeric type for which an infix subtraction operator is defined, but the code segment a -b may give us an error message from the separated by an infix operator, which is an invalid syntax in Nim. An expression like a - -b would instead be valid syntax — with the unary minus attached to b, and a and (-b) separated by an infix - operator

is not strictly necessary. As a convention, spaces are typically placed on both sides of most Nim infix operators. This includes arithmetic operators, the assignment operator, and rela­ 39 tional operators or a-b is both a valid subtraction in the case when a and b both have a numeric type for which an infix subtraction operator is defined, but the code segment a -b may give us an error message from the separated by an infix operator, which is an invalid syntax in Nim. An expression like a - -b would instead be valid syntax — with the unary minus attached to b, and a and (-b) separated by an infix - operator