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RTX 4070 Ti Super vs RX 6600

Full specification comparison between the NVIDIA GeForce RTX 4070 Ti Super (2024) and the AMD Radeon RX 6600 (2021).

Winner

RTX 4070 Ti Super

NVIDIA Enthusiast

71 / perf index
  • ~196% faster on average
  • More VRAM (16 GB vs 8 GB)
  • Wider memory bus (256-bit vs 128-bit)
  • Newer (2024 vs 2021)
  • Better performance per dollar

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RX 6600

AMD Entry-level

24 / perf index
  • Lower power draw (132 W vs 285 W)
  • Cheaper at launch ($329 vs $799)

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Verdict: The RTX 4070 Ti Super is roughly 196% faster than the RX 6600 on average — a clear, noticeable performance advantage.

The RTX 4070 Ti Super also carries more video memory (16 GB vs 8 GB), which matters for high-resolution textures, modern AAA titles and future-proofing.

At launch pricing, the RTX 4070 Ti Super offers more performance per dollar, and the RTX 4070 Ti Super is the more power-efficient chip.

Estimated performance

RTX 4070 Ti Super
71
RX 6600
24

Estimated average 1440p raster gaming performance compiled from publicly available benchmark data. Individual games vary.

Specs side by side

SpecificationRTX 4070 Ti SuperRX 6600
ArchitectureAda LovelaceRDNA 2
Release year20242021
Est. performance
71
24
Shading units
8,448
1,792
Boost clock
2610 MHz
2491 MHz
FP32 compute
44.1 TFLOPS
8.9 TFLOPS
VRAM
16 GB
8 GB
Memory typeGDDR6XGDDR6
Memory bus
256-bit
128-bit
Board power
285 W
132 W
Launch MSRP
$799
$329

Green bars mark the better value in each row (for power and price, lower wins).

Frequently asked questions

Is the RTX 4070 Ti Super better than the RX 6600?

Yes — based on aggregated benchmark data, the RTX 4070 Ti Super is about 196% faster than the RX 6600 on average.

How much faster is the RTX 4070 Ti Super than the RX 6600?

Roughly 196% on average in raster gaming workloads. The gap varies by title, resolution and settings.

Which graphics card is better value?

Comparing launch prices, the RTX 4070 Ti Super delivers more performance per dollar. Check current street prices, as market pricing often shifts the value equation.

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