The RTX 2080 Ti (TU102) ships full second-generation Tensor Cores in hardware, yet the vendor throttles FP16 matrix multiplication at the driver level, leaving usable tensor throughput well below the hardware peak. turing-unlock lifts this restriction with a kernel module that, before the nvidia driver binds the device, writes the FP16 speed selectors (SS0=0x88888888, SS1=0x8) and releases the ACR mutex; published measurements report cuBLAS FP16 matmul throughput rising from 55.7 to 91.4 TFLOPS (about 1.6x). On the same 22G 2080 Ti and under the same from-scratch pre-training protocol as the companion memory ledger (five tiers of Chinese encoder-decoder models, 2,451 steps per tier, 16,384 tokens per step, seed 42), we obtain a before/after throughput account: the small tier (75.7M parameters, 512-wide, 8+8 layers, activation checkpointing on) improves in steady-state throughput from 6,480 to 7,246 tok/s (+11.8%) with wall time cut from 1.77h to 1.61h (9.0% saved); the tiny tier goes from 15,150 to 15,866 tok/s (+4.7%) with wall time savings of 3.8%; the three smaller tiers (pico-micro) gain at most +0.3%; per-tier peak memory stays bit-identical, and final quality metrics are bit-identical or consistent within 10^-3. We conclude that the unlock gain is a function of matrix size, rising monotonically with tier -- imperceptible for pico-micro, visible from tiny upward, and cashed out as a double-digit percentage at small -- and that it is a pure throughput gain that leaves training dynamics untouched.

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