A single industrial CT-scanned part can exceed 500MB. A full nesting job for a metal 3D printer might reach 2GB of triangles.
Engineers, 3D printing service bureaus, additive manufacturing specialists, and CAD designers who handle complex, high-resolution 3D models for industrial printing (SLS, SLA, FDM, PolyJet, Metal 3D printing).
If you are referring to the implementation of Magic Bitboards (popularized by Pradyumna Kannan and Lasse Hansen, building on the concept of Rotated Bitboards), the core contribution is a method to generate sliding piece attacks (Rooks and Bishops) in Chess using minimal memory and CPU cycles.
Fix: Use a USB 2.0 hub. The Sentinel dongle used in 2019 often fails to negotiate USB 3.0 handshake protocols. magics 1901 64 bit
Some industrial computers running Windows 10 LTSC (Long Term Servicing Channel) cannot upgrade to the latest Magics due to GPU driver requirements. Magics 1901 runs reliably on older Xeon workstations without AVX2 instruction set requirements.
If you are looking for the original text that defined this, you might be thinking of:
If "1901" refers to a specific academic citation (e.g., Vol/Issue): There is no major CS paper from the year 1901 regarding 64-bit computing. If you are referring to a specific PDF filename or a specific chess programming wiki entry, the "1901" is likely an internal version number or a specific magic constant seed used in a code example. A single industrial CT-scanned part can exceed 500MB
Summary for Programmers: If you are implementing this:
Note: If you were referring to a different "Magics" paper (e.g., regarding cryptography, "The Magic Words are Squeamish Ossifrage", or a specific algorithm from 1901), please clarify the context.
Automotive and aerospace users frequently import entire assemblies (engine blocks, ducting systems). The 64-bit address space ensures that undo/redo buffers and history trees do not corrupt when manipulating 10,000+ individual shells. If you are referring to the implementation of
The most confusing aspect for newcomers is the number "1901." Unlike typical semantic versioning (e.g., v23.01), Materialise uses a date-based code.
Thus, Magics 1901 is simply the Q1 2019 release of Materialise Magics. The "64-bit" tag denotes that this version is compiled for 64-bit Windows architectures, allowing it to address more than 4GB of RAM—critical for handling laser sintering trays containing thousands of parts.