Engineering Practical Succinct Bit Vectors: A Space-Time Pareto Analysis on Apple Silicon ARM64 Cores

Succinct data structures use space close to the information-theoretic minimum while answering queries directly on the compressed representation. In this paper, we present a practical engineering study of rank and select queries on bit vectors. We evaluate a classic two-level block baseline (BlockBitVec), an asymmetric superblock implementation (FastBitVec), and an entropy-compressed representation (RRRBitVec) based on the Raman, Raman, and Rao (RRR) coding scheme. On Apple Silicon (M-series ARM architecture), we demonstrate a 1.4x speedup in rank queries through asymmetric 4096/256-bit block boundaries, with a rank index overhead of 7.8%. We investigate the empirical behavior of RRRBitVec and observe a symmetric density-dependent bell-curve for rank latency -- where queries at extreme densities (1% and 99%) run up to 39% faster due to offset elimination at boundary classes. We further show that RRRBitVec achieves a 4.9x speedup over classic binary-search select baselines, running in 33.7 ns at uniform density by using a superblock-level sampling index that restricts sequential scans to L1-cache lookups. All implementations are validated against a correctness fuzzer executing over 78 million assertions with no failures. Source code and test harnesses are publicly available.