def nb_read_uint12(raw_data, width):
"""
Convert packed 12bit data (3 bytes per 2 pixels) into unpacked 16bit data (2 bytes per pixel).
`raw_data` is a 2D numpy array with the raw frame data of dimensions ``(nrows, stride)``, where ``stride`` is the size of one row in bytes.
`width` is the size of the resulting row in pixels; if it is 0, assumed to be maximal possible size.
Funcation semantics is identical to :func:`read_uint12`, but it is implemented with Numba to speed up calculations.
"""
h, s = raw_data.shape
if width == 0:
width = (s * 2) // 3
out = np.empty((h, width), dtype=nb.uint16)
chwidth = width // 2
for i in range(h):
for j in range(chwidth):
fst_uint8 = nb.uint16(raw_data[i, j * 3])
mid_uint8 = nb.uint16(raw_data[i, j * 3 + 1])
lst_uint8 = nb.uint16(raw_data[i, j * 3 + 2])
out[i, j * 2] = (fst_uint8 << 4) | (mid_uint8 & 0x0F)
out[i, j * 2 + 1] = (mid_uint8 >> 4) | (lst_uint8 << 4)
if width % 2 == 1:
fst_uint8 = nb.uint16(raw_data[i, chwidth * 3])
mid_uint8 = nb.uint16(raw_data[i, chwidth * 3 + 1])
out[i, width - 1] = (fst_uint8 << 4) | (mid_uint8 & 0x0F)
return out
def buffered_bounded_lemire_uint16(bitgen, rng, bcnt, buf):
"""
Generates a random unsigned 16 bit integer bounded
within a given interval using Lemire's rejection.
The buffer acts as storage for a 32 bit integer
drawn from the associated BitGenerator so that
multiple integers of smaller bitsize can be generated
from a single draw of the BitGenerator.
"""
# Note: `rng` should not be 0xFFFF. When this happens `rng_excl` becomes
# zero.
rng_excl = uint16(rng) + uint16(1)
assert (rng != 0xFFFF)
# Generate a scaled random number.
n, bcnt, buf = buffered_uint16(bitgen, bcnt, buf)
m = uint32(n * rng_excl)
# Rejection sampling to remove any bias
leftover = m & 0xFFFF
if (leftover < rng_excl):
# `rng_excl` is a simple upper bound for `threshold`.
threshold = ((uint16(UINT16_MAX) - rng) % rng_excl)
while (leftover < threshold):
n, bcnt, buf = buffered_uint16(bitgen, bcnt, buf)
m = uint32(n * rng_excl)
leftover = m & 0xFFFF
return m >> 16, bcnt, buf
def numba_decompress_blocks(input, block_size, last_block_size, block_ends,
output):
num_blocks = len(block_ends)
for p in numba.prange(num_blocks):
if p == 0:
i = numba.uint64(0)
else:
i = numba.uint64(block_ends[p - numba.uint(1)])
block_end = numba.uint64(block_ends[p])
j = numba.uint64(block_size * p)
if (p == (num_blocks - numba.uint8(1))):
end = j + numba.uint64(last_block_size)
else:
end = j + numba.uint64(block_size)
while ((j < end) and (i < block_end)):
t1 = numba.uint16((input[i] & 0xF0) >> 4)
t2 = numba.uint16((input[i] & 0x0F) + 4)
i += numba.uint8(1)
if (t1 == 15):
while input[i] == 255:
t1 += numba.uint8(input[i])
i += numba.uint8(1)
t1 += numba.uint8(input[i])
i += numba.uint8(1)
for n in range(t1):
output[j] = input[i]
i += numba.uint8(1)
j += numba.uint8(1)
if (j >= end): break
off = numba.uint16(input[i]) + (numba.uint16(input[i + 1]) << 8)
i += numba.uint8(2)
if (t2 == 19):
while input[i] == 255:
t2 += numba.uint8(input[i])
i += numba.uint8(1)
t2 += numba.uint8(input[i])
i += numba.uint8(1)
for n in range(t2):
output[j] = output[j - off]
j += numba.uint8(1)
def rational2_2(image_array, topleft, xstride, ystride, lambd, julia, rot):
y, x = cuda.grid(2)
if x < image_array.shape[1] and y < image_array.shape[0]:
z = complex128(topleft + x * xstride - 1j * y * ystride) * exp(
1j * rot)
i = 0
while i < 1000 and z.real * z.real + z.imag * z.imag < 4:
z = z * z - lambd / (z * z) + julia
i += 1
k = real_log(float64(i)) / real_log(999.0)
norm = z.real * z.real + z.imag * z.imag
if norm > 4:
l = uint16(real_log(z.real * z.real + z.imag * z.imag - 4) * 200)
# if l>255: l = 255
image_array[y, x] = uint16(255 * k) * 256 - l
def buffered_uint16(bitgen, bcnt, buf):
if not bcnt:
buf = next_uint32(bitgen)
bcnt = 1
else:
buf >>= 16
bcnt -= 1
return uint16(buf), bcnt, buf
def unpack_10b(input, tone_map, output, offset=0, stride=1):
# 10 bits data => 4 points packed into 5 bytes
for block in numba.prange(len(input) // 5):
i = block * 5
val0 = (numba.uint16(input[i+0] & 0xFF) << 2) + (numba.uint16(input[i+1]) >> 6)
val1 = (numba.uint16(input[i+1] & 0x3F) << 4) + (numba.uint16(input[i+2]) >> 4)
val2 = (numba.uint16(input[i+2] & 0x0F) << 6) + (numba.uint16(input[i+3]) >> 2)
val3 = (numba.uint16(input[i+3] & 0x03) << 8) + (numba.uint16(input[i+4]) >> 0)
j = offset + (block * 4 * stride)
output[j ] = tone_map[val0]
output[j + stride] = tone_map[val1]
output[j + 2*stride] = tone_map[val2]
output[j + 3*stride] = tone_map[val3]
from math import gcd
from queue import Empty
from dataclasses import asdict, is_dataclass
from enum import Enum
import ctypes
import numpy as np
from numba import vectorize, uint16
@vectorize([uint16(uint16, uint16)])
def neg_dif(x, y):
"""
Parameters
----------
x :
y :
Returns
-------
"""
if y < x:
return x - y
else:
return 0
def lcm(a, b):
"""Return lowest common multiple."""
return a * b // gcd(a, b)
from numba import njit, uint16, complex64, float32, boolean
from PIL import Image
MAX_ITER = 100
def get_color(c):
return (c, c, c)
@njit(boolean(float32, float32))
def inside_cardioid(x0, y0):
return (x0 - 0.25)**2 + y0**2 < (0.5 - 0.5 * cos(atan2(y0, x0 - 0.25)))**2
@njit(uint16(complex64, uint16))
def iteration(c, max_iter):
z = 0
for i in range(1, max_iter):
if z.real**2 + z.imag**2 > 4:
return i
z = z**2 + c
return 0
@njit(uint16(complex64, uint16))
def mandelbrot(c, max_iter):
if inside_cardioid(c.real, c.imag):
return 0
return iteration(c, max_iter)
