(add a__889__auto__ b__890__auto__)
(add a__889__auto__ b__890__auto__ c__891__auto__)
(add a__889__auto__ b__890__auto__ c__891__auto__ d__892__auto__)
(add a__889__auto__ b__890__auto__ c__891__auto__ d__892__auto__ e__893__auto__)
(add a__889__auto__
b__890__auto__
c__891__auto__
d__892__auto__
e__893__auto__
f__894__auto__)
(add a__889__auto__
b__890__auto__
c__891__auto__
d__892__auto__
e__893__auto__
f__894__auto__
g__895__auto__)
(add a__889__auto__
b__890__auto__
c__891__auto__
d__892__auto__
e__893__auto__
f__894__auto__
g__895__auto__
h__896__auto__)
(adddiv a__902__auto__ b__903__auto__ c__904__auto__)
(adddiv a__902__auto__ b__903__auto__ c__904__auto__ d__905__auto__)
(adddiv a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__)
(adddiv a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__)
(adddiv a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__
g__908__auto__)
(adddiv a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__
g__908__auto__
h__909__auto__)
(addm a__902__auto__ b__903__auto__ c__904__auto__)
(addm a__902__auto__ b__903__auto__ c__904__auto__ d__905__auto__)
(addm a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__)
(addm a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__)
(addm a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__
g__908__auto__)
(addm a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__
g__908__auto__
h__909__auto__)
(addmsub a__915__auto__ b__916__auto__ c__917__auto__ d__918__auto__)
(addmsub a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__)
(addmsub a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__
f__920__auto__)
(addmsub a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__
f__920__auto__
g__921__auto__)
(addmsub a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__
f__920__auto__
g__921__auto__
h__922__auto__)
(bitmask pred a)
(bitmask pred a b)
(bitmask pred a b c)
(bitmask pred a b c d)
(bitmask pred a b c d e)
(bitmask pred a b c d e f)
(bitmask pred a b c d e f g)
(bitmask pred a b c d e f g h)
Constructs a bit mask from given values & predicate fn applied to each. If pred returns truthy value the value's related bit is set. Bit values start at 1 and double for successive args (max 8).
Constructs a bit mask from given values & predicate fn applied to each. If pred returns truthy value the value's related bit is set. Bit values start at 1 and double for successive args (max 8).
(defmathop name f)
Constructs macro to build inlined nested expressions which when call will apply f successively to all args. Supports arities 2-8.
Constructs macro to build inlined nested expressions which when call will apply f successively to all args. Supports arities 2-8.
(defmathop2 name f f2)
Constructs macro to build inlined nested expressions which when call will apply f to inner pairs and f2 to combine results.
Constructs macro to build inlined nested expressions which when call will apply f to inner pairs and f2 to combine results.
(defmathop3 name f f2 f3)
Takes f, f2 & f3 as syntax-quoted symbols. Constructs a macro which when called, applies f to all but the last 1 or 2 args. The remaining arg(s) are combined with the first result using f2. Furthermore, for arities 6 and 8, f3 is first applied to the last two args are before the final application of f2. For example:
(defmathop* maddsub `madd `- `*)
(maddsub 2 3 4 5) => (- (madd 2 3 4) 5)
(maddsub 2 3 4 5 6) => (- (madd 2 3 4) (* 5 6))
Takes f, f2 & f3 as syntax-quoted symbols. Constructs a macro which when called, applies f to all but the last 1 or 2 args. The remaining arg(s) are combined with the first result using f2. Furthermore, for arities 6 and 8, f3 is first applied to the last two args are before the final application of f2. For example: (defmathop* maddsub `madd `- `*) (maddsub 2 3 4 5) => (- (madd 2 3 4) 5) (maddsub 2 3 4 5 6) => (- (madd 2 3 4) (* 5 6))
(div a__889__auto__ b__890__auto__)
(div a__889__auto__ b__890__auto__ c__891__auto__)
(div a__889__auto__ b__890__auto__ c__891__auto__ d__892__auto__)
(div a__889__auto__ b__890__auto__ c__891__auto__ d__892__auto__ e__893__auto__)
(div a__889__auto__
b__890__auto__
c__891__auto__
d__892__auto__
e__893__auto__
f__894__auto__)
(div a__889__auto__
b__890__auto__
c__891__auto__
d__892__auto__
e__893__auto__
f__894__auto__
g__895__auto__)
(div a__889__auto__
b__890__auto__
c__891__auto__
d__892__auto__
e__893__auto__
f__894__auto__
g__895__auto__
h__896__auto__)
(if* pred x y)
Returns y if x pred returns truthy, else 0
Returns y if x pred returns truthy, else 0
(madd a__902__auto__ b__903__auto__ c__904__auto__)
(madd a__902__auto__ b__903__auto__ c__904__auto__ d__905__auto__)
(madd a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__)
(madd a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__)
(madd a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__
g__908__auto__)
(madd a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__
g__908__auto__
h__909__auto__)
(maddsub a__915__auto__ b__916__auto__ c__917__auto__ d__918__auto__)
(maddsub a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__)
(maddsub a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__
f__920__auto__)
(maddsub a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__
f__920__auto__
g__921__auto__)
(maddsub a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__
f__920__auto__
g__921__auto__
h__922__auto__)
(max a b)
(max a b c)
(max a b c d)
(max a b c d e)
(max a b c d e f)
(max a b c d e f g)
(max a b c d e f g h)
(min a b)
(min a b c)
(min a b c d)
(min a b c d e)
(min a b c d e f)
(min a b c d e f g)
(min a b c d e f g h)
(mix a b t)
(mix a b c d u v)
(mix a b c d e f g h u v w)
Linear, bi-linear & tri-linear interpolation
Linear, bi-linear & tri-linear interpolation
(msub a__902__auto__ b__903__auto__ c__904__auto__)
(msub a__902__auto__ b__903__auto__ c__904__auto__ d__905__auto__)
(msub a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__)
(msub a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__)
(msub a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__
g__908__auto__)
(msub a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__
g__908__auto__
h__909__auto__)
(msubadd a__915__auto__ b__916__auto__ c__917__auto__ d__918__auto__)
(msubadd a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__)
(msubadd a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__
f__920__auto__)
(msubadd a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__
f__920__auto__
g__921__auto__)
(msubadd a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__
f__920__auto__
g__921__auto__
h__922__auto__)
(mul a__889__auto__ b__890__auto__)
(mul a__889__auto__ b__890__auto__ c__891__auto__)
(mul a__889__auto__ b__890__auto__ c__891__auto__ d__892__auto__)
(mul a__889__auto__ b__890__auto__ c__891__auto__ d__892__auto__ e__893__auto__)
(mul a__889__auto__
b__890__auto__
c__891__auto__
d__892__auto__
e__893__auto__
f__894__auto__)
(mul a__889__auto__
b__890__auto__
c__891__auto__
d__892__auto__
e__893__auto__
f__894__auto__
g__895__auto__)
(mul a__889__auto__
b__890__auto__
c__891__auto__
d__892__auto__
e__893__auto__
f__894__auto__
g__895__auto__
h__896__auto__)
(sub a__889__auto__ b__890__auto__)
(sub a__889__auto__ b__890__auto__ c__891__auto__)
(sub a__889__auto__ b__890__auto__ c__891__auto__ d__892__auto__)
(sub a__889__auto__ b__890__auto__ c__891__auto__ d__892__auto__ e__893__auto__)
(sub a__889__auto__
b__890__auto__
c__891__auto__
d__892__auto__
e__893__auto__
f__894__auto__)
(sub a__889__auto__
b__890__auto__
c__891__auto__
d__892__auto__
e__893__auto__
f__894__auto__
g__895__auto__)
(sub a__889__auto__
b__890__auto__
c__891__auto__
d__892__auto__
e__893__auto__
f__894__auto__
g__895__auto__
h__896__auto__)
(subdiv a__902__auto__ b__903__auto__ c__904__auto__)
(subdiv a__902__auto__ b__903__auto__ c__904__auto__ d__905__auto__)
(subdiv a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__)
(subdiv a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__)
(subdiv a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__
g__908__auto__)
(subdiv a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__
g__908__auto__
h__909__auto__)
(subm a__902__auto__ b__903__auto__ c__904__auto__)
(subm a__902__auto__ b__903__auto__ c__904__auto__ d__905__auto__)
(subm a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__)
(subm a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__)
(subm a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__
g__908__auto__)
(subm a__902__auto__
b__903__auto__
c__904__auto__
d__905__auto__
e__906__auto__
f__907__auto__
g__908__auto__
h__909__auto__)
(submadd a__915__auto__ b__916__auto__ c__917__auto__ d__918__auto__)
(submadd a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__)
(submadd a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__
f__920__auto__)
(submadd a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__
f__920__auto__
g__921__auto__)
(submadd a__915__auto__
b__916__auto__
c__917__auto__
d__918__auto__
e__919__auto__
f__920__auto__
g__921__auto__
h__922__auto__)
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