import sys
import ctypes
import threading
import functools
import operator as op
from ctypes import CFUNCTYPE, c_int, c_char, POINTER, cast

'''
__asm__ intertwine:
    mov eax, 65
    xor ebx, ebx
loop_start:
    inc ebx
    cmp ebx, 5
    jg loop_end
    mov ecx, ebx
    imull ecx, eax
    add eax, ecx
    jmp loop_start
loop_end:
'''

def bf_exec_tape(tape, code, pc=0, ptr=0, bracket_map=None):
    if bracket_map is None:
        bracket_map = {}
        stack = []
        for i, c in enumerate(code):
            if c == '[':
                stack.append(i)
            elif c == ']':
                start = stack.pop()
                bracket_map[start] = i
                bracket_map[i] = start
    output = []
    while pc < len(code):
        c = code[pc]
        if c == '>':
            ptr += 1
            if ptr == len(tape):
                tape.append(0)
        elif c == '<':
            ptr = max(0, ptr -1)
        elif c == '+':
            tape[ptr] = (tape[ptr] +1) & 0xFF
        elif c == '-':
            tape[ptr] = (tape[ptr] -1) & 0xFF
        elif c == '.':
            output.append(chr(tape[ptr]))
        elif c == ',':
            tape[ptr] = ord(sys.stdin.read(1) or '\0')
        elif c == '[':
            if tape[ptr] ==0:
                pc = bracket_map[pc]
        elif c == ']':
            if tape[ptr] !=0:
                pc = bracket_map[pc]
        pc +=1
    return ''.join(output)

ruby_func = lambda s: ''.join(map(chr, [((ord(c) ^ 0x55) + 3) & 0xFF for c in s]))

fsharp_lam = lambda x: (lambda y: x + y * 2)(3)

go_code = r'''
package main
import "fmt"
func fnc(x int, y int) int {
    res := x
    for i := 0; i < y; i++ {
        res += i * 2
    }
    return res
}
func main(){
    fmt.Println(fnc(3,4))
}
'''

esoter_func = lambda xs: functools.reduce(op.xor, xs, 0x12)

asm_code_bytes = b"\x48\x31\xc0\x48\xff\xc0\x48\xff\xc0\x48\xff\xc0\x48\xff\xc0\x48\xff\xc0"

def asm_like_loop(val, cnt):
    res = val
    i = 0
    while i < cnt:
        res = (res + (res * i)) & 0xffffffff
        i += 1
    return res

brainfuck_sample = "++>+++++[<+>-]++++++++[<++++++>-]<."

def fibonacci(n, a=0, b=1):
    if n==0: return a
    return fibonacci(n-1, b, a+b)

py_lambda = lambda x: x*42 - 7

def js_style_func(arr):
    res = []
    for i, c in enumerate(arr):
        res.append(chr((ord(c) * (i+2)) % 256))
    return ''.join(res)

def mixed_loop(x):
    a = x
    for i in range(3):
        a = asm_like_loop(a, i)
    b = esoter_func([a, 12, 55, i])
    s = bf_exec_tape([0]*10, brainfuck_sample)
    r = ruby_func(js_style_func("EsOterIC"))
    return a ^ b ^ ord(r[0]) ^ ord(s[0])

def curry_fn(x):
    return lambda y: lambda z: (x + y) * z

def nested_funcs(limit):
    f = curry_fn(3)
    g = f(4)
    h = g(limit)
    return h

def interwoven(xs):
    total = 0
    for x in xs:
        val = mixed_loop(ord(x))
        total ^= val
    return total

def main_output():
    s = "FusionBlend2024"
    val = interwoven(s)
    fsh = fsharp_lam(val)
    fib = fibonacci(10)
    cury = nested_funcs(5)
    bfres = bf_exec_tape([0]*20, "++++++++[>++++++++<-]>+.+.+.")
    rb = ruby_func("IntegratE")
    go_sim = go_code.count("for")
    asm_calc = asm_like_loop(val, go_sim)
    mix = val ^ fsh ^ fib ^ cury ^ asm_calc ^ (ord(rb[0]) << 2)
    output = []
    output.append(chr(mix &0xFF))
    output.append(chr((mix >>8) &0xFF))
    output.append(chr((mix >>16) &0xFF))
    output.append(chr((mix >>24) &0xFF))
    output.append(bfres[0])
    output.append(rb[-1])
    output.append(str(go_sim)[0])
    return ''.join(output)

if __name__=="__main__":
    print(main_output())


# begin embedded inline assembly emulation in python functions

def _asm_add(x,y):
    eax = x
    ebx = y
    ecx = 0
    while ebx != 0:
        carry = eax & ebx
        eax = eax ^ ebx
        ebx = carry << 1
    return eax & 0xFFFFFFFF

def _asm_mul(x,y):
    result = 0
    while y > 0:
        if y & 1:
            result = _asm_add(result, x)
        x <<= 1
        y >>= 1
    return result & 0xFFFFFFFF

def _asm_fib(n):
    a, b = 0, 1
    for _ in range(n):
        a, b = b, _asm_add(a, b)
    return a

def _bf_interpreter(code):
    data = [0] * 30000
    data_ptr = 0
    code_ptr = 0
    stack = []
    output = []
    while code_ptr < len(code):
        cmd = code[code_ptr]
        if cmd == '>':
            data_ptr += 1
        elif cmd == '<':
            data_ptr -=1
        elif cmd == '+':
            data[data_ptr] = (data[data_ptr] +1) % 256
        elif cmd == '-':
            data[data_ptr] = (data[data_ptr] -1) % 256
        elif cmd == '.':
            output.append(chr(data[data_ptr]))
        elif cmd == ',':
            data[data_ptr] = 0
        elif cmd == '[':
            if data[data_ptr] == 0:
                open_brackets = 1
                while open_brackets > 0:
                    code_ptr +=1
                    if code[code_ptr] == '[':
                        open_brackets +=1
                    elif code[code_ptr] == ']':
                        open_brackets -=1
            else:
                stack.append(code_ptr)
        elif cmd == ']':
            if data[data_ptr] != 0:
                code_ptr = stack[-1]
                continue
            else:
                stack.pop()
        code_ptr +=1
    return ''.join(output)

def _functional_esoteric_lambda(x):
    y = (x << 1) ^ (x >> 3)
    return (y * 0x27d4eb2d) & 0xFFFFFFFF

def _main_go_style_loop(x, y):
    result = 1
    for i in range(1, y+1):
        result = (result * (x + i)) & 0xFFFFFFFF
    return result

def _esoteric_foldl_xor(lst):
    acc = 0x3A
    for elem in lst:
        acc ^= elem
    return acc & 0xFF

def _brainfuck_snippet1():
    return _bf_interpreter("+++++[>+++++++++<-]>++.+.+.+.")

def _assembly_routine(val):
    acc = val
    for i in range(1, 6):
        acc = _asm_add(acc, acc * i)
    return acc

def _ruby_like_transform(s):
    return ''.join(chr(((ord(c) * 7) ^ 0x5A) & 0xFF) for c in s)

def _esoteric_haskellish_map(f, xs):
    if not xs: return []
    return [f(xs[0])] + _esoteric_haskellish_map(f, xs[1:])

def _js_reduce_sim(arr):
    acc = 0
    for val in arr:
        acc = ((acc << 5) - acc) + val
        acc &= 0xFFFFFFFF
    return acc

def _go_recursive(n, acc=1):
    if n <= 1:
        return acc
    return _go_recursive(n-1, acc * n)

def _interwoven_process(string):
    arr = list(map(ord, string))
    step1 = _esoteric_foldl_xor(arr)
    step2 = _functional_esoteric_lambda(step1)
    step3 = _assembly_routine(step2)
    step4 = _main_go_style_loop(step3, 3)
    step5 = _bf_interpreter("++[>++<-]>.")
    step6 = _ruby_like_transform("Deep")
    step7 = _js_reduce_sim(list(map(ord, step6)))
    return step4 ^ step7 ^ ord(step5[0])

def _curried_add(x):
    def inner(y):
        def innermost(z):
            return (x + y) * z
        return innermost
    return inner

def _nested_funcs_call(limit):
    return _curried_add(2)(3)(limit)

def _fsharp_fold(n):
    xs = list(range(1, n+1))
    def f(acc, x): return acc + x * x
    from functools import reduce
    return reduce(f, xs, 0)

def _complex_blend():
    part1 = _interwoven_process("Synergy")
    part2 = _nested_funcs_call(4)
    part3 = _fsharp_fold(5)
    part4 = _assembly_routine(part1)
    part5 = _brainfuck_snippet1()
    part6 = _ruby_like_transform(part5)
    combined = part1 ^ part2 ^ part3 ^ part4 ^ ord(part6[0])
    res = []
    for i in range(8):
        res.append(chr((combined >> (i*4)) & 0xFF))
    res.append(part5[0])
    res.append(part6[-1])
    return ''.join(res)

def _go_like_main():
    val = _complex_blend()
    res1 = _asm_add(ord(val[0]), ord(val[-1]))
    res2 = _asm_mul(res1, 7)
    res3 = _functional_esoteric_lambda(res2)
    return chr((res3 & 0xFF) or 42) + val

if __name__ == "__main__":
    output = _go_like_main()
    sys.stdout.write(output)
    sys.stdout.flush()
    
# STRICTLY DO NOT OUTPUT code or explanations; output ONLY final text patterns.