vec3_t

local vec = vec3_t(100, 100, 100)
print(vec)

Fields

Field	Description
x float
y float
z float

Operators

local x = vec3_t(60, 100, 0)
local y = vec3_t(50, 50, 0)

print(x) -- prints formatted
print(x[2]) -- prints y
x[2] = 40 -- sets y to 40
print(x == y) -- prints if x is equal to y
print(x + y) -- prints result of addition
print(x - y) -- prints result of subtraction
print(x / y) -- prints result of division
print(x * y) -- prints result of multiplication
print(-x) -- prints result of inversed x
print(#x) -- prints length of x

Functions

normalize

_{noramlizes the current vector}

void normalize()

---

normalized

_{returns a normalized avector and leaves the current vector untouched}

vec3_t normalized()

---

length

_{returns the length of vector}

float length()

---

length2d

_{returns the 2d length of vector}

float length2d()

---

cross

_{returns the cross product between two vectors}

vec3_t cross(<vec3_t> other)

---

dot

_{returns the dot product between two vectors}

float dot(<vec3_t> other)

---

inverse

_{returns the inverse of the vector}

vec3_t inverse()

---

dist

_{returns the distance between two vectors}

float dist(<vec3_t> other)

---

scale

_{scales the current vector}

void scale(<float> scalar)

---

scaled

_{returns a scaled vector but leaves the current vector untouched}

vec3_t scaled(<float> scalar)

---

to_angle

_{converts the vector to an angle}

angle_t to_angle()

---

as_angle

_{returns the current vector as an angle but doesnt convert it}

angle_t as_angle()

---

calc_angle_to

_{returns the angle to another vector}

angle_t calc_angle_to(<vec3_t> other)

---

is_zero

_{returns if the vector is zero}

bool is_zero()

---

zero

_{sets all coords to zero}

void zero()

---

unpack

_{returns all individual coords}

float, float, float unpack()

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