



from collections.abc import Generator
from math import sin



def 		lowerCAmelCase__    (					UpperCamelCase_				:       bytes	)->  bytes:
    if len(UpperCamelCase_	) != 3_2:
        raise ValueError('''Input must be of length 32'''	)

    A__		 =					b''''''
    for i in [3, 2, 1, 0]:
        little_endian += string_aa[8 * i : 8 * i + 8]
    return little_endian



def 		lowerCAmelCase__    (					UpperCamelCase_				:       int	)->  bytes:
    if i < 0:
        raise ValueError('''Input must be non-negative'''	)

    A__		 =					format(UpperCamelCase_ ,       '''08x'''	)[-8:]
    A__		 =					b''''''
    for i in [3, 2, 1, 0]:
        little_endian_hex += hex_rep[2 * i : 2 * i + 2].encode('''utf-8'''	)
    return little_endian_hex



def 		lowerCAmelCase__    (					UpperCamelCase_				:       bytes	)->  bytes:
    A__		 =					b''''''
    for char in message:
        bit_string += format(UpperCamelCase_ ,       '''08b'''	).encode('''utf-8'''	)
    A__		 =					format(len(UpperCamelCase_	) ,       '''064b'''	).encode('''utf-8'''	)

    # Pad bit_string to a multiple of 512 chars
    bit_string += b"1"
    while len(UpperCamelCase_	) % 5_1_2 != 4_4_8:
        bit_string += b"0"
    bit_string += to_little_endian(start_len[3_2:]	) + to_little_endian(start_len[:3_2]	)

    return bit_string



def 		lowerCAmelCase__    (					UpperCamelCase_				:       bytes	)->  Generator[list[int], None, None]:
    if len(UpperCamelCase_	) % 5_1_2 != 0:
        raise ValueError('''Input must have length that\'s a multiple of 512'''	)

    for pos in range(0 ,       len(UpperCamelCase_	) ,       5_1_2	):
        A__		 =					bit_string[pos : pos + 5_1_2]
        A__		 =					[]
        for i in range(0 ,       5_1_2 ,       3_2	):
            block_words.append(int(to_little_endian(block[i : i + 3_2]	) ,       2	)	)
        yield block_words



def 		lowerCAmelCase__    (					UpperCamelCase_				:       int	)->  int:
    if i < 0:
        raise ValueError('''Input must be non-negative'''	)

    A__		 =					format(UpperCamelCase_ ,       '''032b'''	)
    A__		 =					''''''
    for c in i_str:
        new_str += "1" if c == "0" else "0"
    return int(UpperCamelCase_ ,       2	)



def 		lowerCAmelCase__    (					UpperCamelCase_				:       int ,       UpperCamelCase_				:       int	)->  int:
    return (a + b) % 2**3_2



def 		lowerCAmelCase__    (					UpperCamelCase_				:       int ,       UpperCamelCase_				:       int	)->  int:
    if i < 0:
        raise ValueError('''Input must be non-negative'''	)
    if shift < 0:
        raise ValueError('''Shift must be non-negative'''	)
    return ((i << shift) ^ (i >> (3_2 - shift))) % 2**3_2



def 		lowerCAmelCase__    (					UpperCamelCase_				:       bytes	)->  bytes:
    A__		 =					preprocess(UpperCamelCase_	)

    A__		 =					[int(2**3_2 * abs(sin(i + 1	)	)	) for i in range(6_4	)]

    # Starting states
    A__		 =					0X67_45_23_01
    A__		 =					0XEF_CD_AB_89
    A__		 =					0X98_BA_DC_FE
    A__		 =					0X10_32_54_76

    A__		 =					[
        7,
        1_2,
        1_7,
        2_2,
        7,
        1_2,
        1_7,
        2_2,
        7,
        1_2,
        1_7,
        2_2,
        7,
        1_2,
        1_7,
        2_2,
        5,
        9,
        1_4,
        2_0,
        5,
        9,
        1_4,
        2_0,
        5,
        9,
        1_4,
        2_0,
        5,
        9,
        1_4,
        2_0,
        4,
        1_1,
        1_6,
        2_3,
        4,
        1_1,
        1_6,
        2_3,
        4,
        1_1,
        1_6,
        2_3,
        4,
        1_1,
        1_6,
        2_3,
        6,
        1_0,
        1_5,
        2_1,
        6,
        1_0,
        1_5,
        2_1,
        6,
        1_0,
        1_5,
        2_1,
        6,
        1_0,
        1_5,
        2_1,
    ]

    # Process bit string in chunks, each with 16 32-char words
    for block_words in get_block_words(UpperCamelCase_	):
        A__		 =					aa
        A__		 =					ba
        A__		 =					ca
        A__		 =					da

        # Hash current chunk
        for i in range(6_4	):
            if i <= 1_5:
                # f = (b & c) | (not_32(b) & d)     # Alternate definition for f
                A__		 =					d ^ (b & (c ^ d))
                A__		 =					i
            elif i <= 3_1:
                # f = (d & b) | (not_32(d) & c)     # Alternate definition for f
                A__		 =					c ^ (d & (b ^ c))
                A__		 =					(5 * i + 1) % 1_6
            elif i <= 4_7:
                A__		 =					b ^ c ^ d
                A__		 =					(3 * i + 5) % 1_6
            else:
                A__		 =					c ^ (b | not_aa(UpperCamelCase_	))
                A__		 =					(7 * i) % 1_6
            A__		 =					(f + a + added_consts[i] + block_words[g]) % 2**3_2
            A__		 =					d
            A__		 =					c
            A__		 =					b
            A__		 =					sum_aa(UpperCamelCase_ ,       left_rotate_aa(UpperCamelCase_ ,       shift_amounts[i]	)	)

        # Add hashed chunk to running total
        A__		 =					sum_aa(UpperCamelCase_ ,       UpperCamelCase_	)
        A__		 =					sum_aa(UpperCamelCase_ ,       UpperCamelCase_	)
        A__		 =					sum_aa(UpperCamelCase_ ,       UpperCamelCase_	)
        A__		 =					sum_aa(UpperCamelCase_ ,       UpperCamelCase_	)

    A__		 =					reformat_hex(UpperCamelCase_	) + reformat_hex(UpperCamelCase_	) + reformat_hex(UpperCamelCase_	) + reformat_hex(UpperCamelCase_	)
    return digest


if __name__ == "__main__":
   import doctest

   doctest.testmod()





def 		lowerCAmelCase__    (					UpperCamelCase_				:       float ,       UpperCamelCase_				:       int	)->  float:
    if digit_amount > 0:
        return round(number - int(UpperCamelCase_	) ,       UpperCamelCase_	)
    return number - int(UpperCamelCase_	)


if __name__ == "__main__":
   print(decimal_isolate(1.53, 0))
   print(decimal_isolate(35.345, 1))
   print(decimal_isolate(35.345, 2))
   print(decimal_isolate(35.345, 3))
   print(decimal_isolate(-14.789, 3))
   print(decimal_isolate(0, 2))
   print(decimal_isolate(-14.123, 1))
   print(decimal_isolate(-14.123, 2))
   print(decimal_isolate(-14.123, 3))
