ZX Spectrum Next Official
@specnext.com
The ZX Spectrum Next is the official recreation of the legendary ZX Spectrum home computer using FPGA technology, updated for the 21st century!
Visit us at: www.specnext.com
Visit us at: www.specnext.com
Or get “board only” and fit in a CPC case
August 7, 2025 at 2:19 PM
Or get “board only” and fit in a CPC case
No need to. You can get “Just The Board”
July 27, 2025 at 12:56 PM
No need to. You can get “Just The Board”
Yes but you can add your own 😊
July 26, 2025 at 12:36 PM
Yes but you can add your own 😊
Putting a Greek Freak there has an extra meaning 🤣
July 25, 2025 at 6:22 PM
Putting a Greek Freak there has an extra meaning 🤣
Reposted by ZX Spectrum Next Official
Look at these numbers
0.5
0.19
0.123
0.1648
0.12345
0.747747
0.1234321
0.12345678
All are inaccurate on the standard ZX Spectrum.
For the true floating point form print the number with a divisor.
e.g.
12345/100000 has mantissa 7CD35A85 not 7CD35A84 as used in the Spectrum.
I fixed it for ya! 🙂
0.5
0.19
0.123
0.1648
0.12345
0.747747
0.1234321
0.12345678
All are inaccurate on the standard ZX Spectrum.
For the true floating point form print the number with a divisor.
e.g.
12345/100000 has mantissa 7CD35A85 not 7CD35A84 as used in the Spectrum.
I fixed it for ya! 🙂
July 23, 2025 at 11:44 PM
Look at these numbers
0.5
0.19
0.123
0.1648
0.12345
0.747747
0.1234321
0.12345678
All are inaccurate on the standard ZX Spectrum.
For the true floating point form print the number with a divisor.
e.g.
12345/100000 has mantissa 7CD35A85 not 7CD35A84 as used in the Spectrum.
I fixed it for ya! 🙂
0.5
0.19
0.123
0.1648
0.12345
0.747747
0.1234321
0.12345678
All are inaccurate on the standard ZX Spectrum.
For the true floating point form print the number with a divisor.
e.g.
12345/100000 has mantissa 7CD35A85 not 7CD35A84 as used in the Spectrum.
I fixed it for ya! 🙂