The image contains a task related to information representation, coding, and decoding. It presents a binary code '00011011' and the word 'КОТЫ'. The task asks to fill in a coding table using the provided examples. The table has columns labeled 'T', 'K', 'O', 'Ыы'. Based on the example, '00011011' likely decodes to 'КОТЫ'. Assuming a simple binary to letter mapping, we need to deduce the mapping for each letter in 'КОТЫ' using its binary representation, and then fill the table. However, the binary provided '00011011' is 8 bits long, while 'КОТЫ' has 4 letters. This suggests that each letter might be represented by 2 bits, or there's a more complex encoding. Given the simplicity of the task and the context of information representation, let's assume a direct mapping where '00011011' corresponds to 'КОТЫ'. To fill the table, we need to assign binary codes to 'T', 'K', 'O', 'Ыы'. The example shows '00011011' leads to 'КОТЫ' after decoding. Let's assume the binary code is split into pairs to represent the letters. However, '00011011' cannot be evenly split into 2-bit pairs for 4 letters. If we consider common encoding schemes, 8 bits often represent characters. Let's re-examine the visual layout. The box '00011011' points to 'Декодирование', which then points to 'КОТЫ'. This implies that '00011011' is the encoded form of 'КОТЫ'. The table below asks to fill codes for T, K, O, Ыы. It's likely that the task wants to establish a binary code for each letter. Without further information or context on the specific encoding scheme (e.g., ASCII, custom), it's impossible to definitively determine the binary codes for T, K, O, and Ыы based solely on '00011011' -> 'КОТЫ'. The instruction to 'fill the coding table using the information from the examples above' suggests there might be missing context or the example itself is incomplete for a precise deduction. However, if we interpret the task as a general introduction to coding and decoding, and assuming a simplified direct mapping from the word to binary, we cannot proceed without a clear rule. Let's assume that the binary '00011011' is supposed to represent the letters 'К', 'О', 'Т', 'Ы' in some order. If we consider that 'КОТЫ' is the result of decoding '00011011', and the table asks for individual letter codes, there's a mismatch. A common approach for representing text in binary is using ASCII or similar encodings where each character has a fixed bit representation. However, '00011011' is an 8-bit sequence. If this represents 'КОТЫ', then each letter would not be represented by a simple 2-bit code. It's possible that '00011011' is a single encoded unit that needs to be broken down or is related to the entire word. Given the constraints and the visual representation, the most plausible interpretation for a simple exercise is that '00011011' *somehow* relates to 'КОТЫ', and we need to assign binary codes to the letters T, K, O, Ыы. However, without more examples or a clear rule, assigning specific binary codes for each letter would be speculative. The table has columns T, K, O, Ыы, and empty cells below them. The example '00011011' -> 'КОТЫ' is provided. A common educational task might involve assigning unique binary codes to letters. Let's assume, for the sake of completing the task as an example, that the binary code is structured such that the first two bits represent the first letter, the next two bits the second, and so on. If '00011011' represented 'КОТЫ', it would be split as: 00 for K, 01 for O, 10 for T, 11 for Ы. This is a hypothetical assignment to demonstrate filling the table. The table asks for 'T', 'K', 'O', 'Ыы'. Let's align with the order in the table. So, K=00, O=01, T=10, Ы=11. The provided binary sequence is 00011011. This does not directly map to 2-bit pairs for K, O, T, Ы in that order. It's possible the example is illustrative, and the actual codes should be inferred or provided. Since the question asks to fill based on the *examples above*, and the only example is '00011011' -> 'КОТЫ', and the table has T, K, O, Ыы, there is a discrepancy. The most likely scenario for an educational exercise is a simple binary representation per letter. Let's assume the example '00011011' is a typo or an incomplete example, and the intention is to assign simple binary codes. If we use 2 bits per letter, we can represent 4 unique items. Let's assume K=00, O=01, T=10, Ы=11. This would mean 'КОТЫ' would be '00011011'. This fits perfectly! So, K=00, O=01, T=10, Ы=11.