XXTEA
In cryptography, Corrected Block TEA (often referred to as XXTEA) is a block cipher designed to correct weaknesses in the original Block TEA. XXTEA is vulnerable to a chosen-plaintext attack requiring 2 queries and negligible work. See cryptanalysis below. The cipher's designers were Roger Needham and David Wheeler of the Cambridge Computer Laboratory, and the algorithm was presented in an unpublished technical report in October 1998 (Wheeler and Needham, 1998). It is not subject to any patents. Formally speaking, XXTEA is a consistent incomplete source-heavy heterogeneous UFN (unbalanced Feistel network) block cipher. XXTEA operates on variable -length blocks that are some arbitrary multiple of 32 bits in size (minimum 64 bits). The number of full cycles depends on the block size, but there are at least six (rising to 32 for small block sizes). The original Block TEA applies the XTEA round function to each word in the block and combines it additively with its leftmost neighbour. Slow diffusion rate of the decryption process was immediately exploited to break the cipher. Corrected Block TEA uses a more involved round function which makes use of both immediate neighbours in processing each word in the block. XXTEA is  likely to be more efficient than XTEA for longer messages. Needham & Wheeler make the following comments on the use of Block TEA: For ease of use and general security the large block version is to be preferred when applicable for the following reasons. However, due to the incomplete nature of the round function, two large ciphertexts of 53 or more 32-bit words identical in all but 12 words can be found by a simple brute-force collision search requiring 2 memory, 2 time and 2+2 chosen plaintexts, in other words with a total time*memory complexity of 2 , which is actually 2 for any such cipher. It is currently unknown if such partial collisions pose any threat to the security of the cipher. Eight full cycles would raise the bar for such collision search above complexity of parallel brute-force attacks. The unusually small size of the XXTEA algorithm would make it a viable option in situations where there are extreme constraints e.g. legacy hardware systems (perhaps embedded) where the amount of available RAM is minimal, or alternatively single-board computers such as the Raspberry Pi, Banana Pi or Arduino. Cryptanalysis. An attack published in 2010 by E.  Yarrkov presents a chosen-plaintext attack against full-round XXTEA with wide block, requiring 2 queries for a block size of 212 bytes or more, and negligible work. It is based on differential cryptanalysis. To cipher "212 bytes or more" algorithm performs just 6 rounds, and carefully chosen bit patterns allows to detect and analyze avalanche effect. The paper notices adding two additional rounds (i.e. 8 rounds instead of 6) fixes this problem. Reference code. The original formulation of the Corrected Block TEA algorithm, published by David Wheeler and Roger Needham, is as follows: According to Needham and Wheeler: Note  that the initialization of z is Undefined behavior for "n" < 1 which may cause a segmentation fault or other unwanted behavior – it would be better placed inside the 'Coding Part' block. Also, in the definition of MX some programmers would prefer to use bracketing to clarify operator precedence. A clarified version including those improvements is as follows: