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Will C ++ Header Only will support the future direction of the C ++ programming style with the supporting compilers / tools in the near future

Writing C ++ code with just a header is more convenient, but it is not efficient if the program needs to be continually recompiled. Is it possible in the future that C ++ will be fully optimized in this type of programming? This will be very helpful for new programmers in C ++ and avoid the complex compilation process.

Hard Disk – Linux IO Scheduler Benchmarking Tools

My Ubuntu calculator lists the following IO schedulers:

Enter the image description here

It turns out that you can actually switch between them with the following command:

Sudo echo noop> / sys / block / sda / queue / scheduler;

I would like a numerical way to compare the three, but I'm not really sure which benchmarks I could use to illustrate these differences. I do it out of pure curiosity and just want a quantitative way to compare it. What tools can I use to effectively assess the differences between these schedulers, and which tests would show these differences?

App Windows – Digital Movie Tools Movie Stocks 3.0.2 | NulledTeam UnderGround

Windows x64 | Languages: English | File size: 28.95 MB

Film Stocks is a unique filter that simulates 329 different color and black and white photographs, movie films and historical photo processes. Drawing on our expertise in creating special effects for hundreds of feature films as well as experience in film scanning and shooting techniques, we have painstakingly researched and analyzed various movie templates to create a range of interesting analogue photo, film and vintage looks. Make every digital picture interesting by using our movie magic.
The

Movie Stocks Properties:

• 329 presets for analog photographic movies
• Choose from Agfa®, Fuji®, Ilford®, Kodak®, Polaroid® and Rollei® color and black and white films
• Choose from a variety of historical photographic processes
• Get the slanted color effect of Bleach Bypass, Cross Processing and Technicolor® Three Strip and Two Strip processes
• Use lo-fi photos of Lomo and Holga toy cameras
• Alter your pictures with the appearance of faded movies
• Simulate film contamination by adding film dirt, hair, scratches, stains, stains, gate lichen, and flicker
• 89 color grades from Oscar-nominated films, including 2001 A Space Odyssey, Apocalypse Now, Blade Runner, Back to the Future, Frankenstein, Gone with the Wind, King Kong, Saving Private Ryan, and Titanic
• Create your own movie templates
• Layer system for multiple film application *
• Demanding but easy-to-use masking tools *
• Add a vignette to a preset
• Change pictures with presets or sliders
• Quickly search for presets
• 32-bit image processing
• multiprocessor acceleration
• GPU acceleration

RELEASE NOTES:
Movie Stocks Preset Group Consolidation
– Consolidation and rearrangement of the preset filmstock groups in a single filmstock filter. This allows simultaneous search in all groups.

System requirements:
• Adobe Photoshop CS6 and higher (64-bit only)
• Adobe Photoshop Elements 13 and later (non-app store version)
• Apple Photoshop Lightroom 3 and above
• Adobe After Effects CS5 and above
• Adobe Premiere Pro CS5 and above
• Avid editing systems (64-bit only)
Assimilate Scratch v8 and above
• Black Magic Resolve v11 and above
• Sony Catalyst Edit 2015 and above
• The Nuke Version 8 Foundry
• Vegas Pro v13 and above
• Windows 7 64-bit or higher

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App Windows – Digital Film Tools DFT 1.2.1 | NulledTeam UnderGround

Windows x64 | Languages: English | File size: 172.23 MB

DFT (aka Digital Film Tools) is the ultimate digital toolbox for simulating optical camera filters, special lenses, film, film lenses, optical laboratory processes, color grading, keying and compositing, as well as natural light and photographic effects.
The

Properties:

General
– Simulation of optical glass camera filters, special glasses, crayons, lens flares, optical laboratory processes, graining, exact color correction as well as natural light and photographic effects
– 111 single filters
– Thousands of customizable presets

Movie Stocks & Looks
– 329 different color and black and white photographs, film films and historical photo processes
– 89 color grades for Oscar-nominated films, including 2001 A Space Odyssey, Apocalypse Now, Blade Runner, Back to the Future, Frankenstein, Gone with the Wind, King Kong, Saving Private Ryan, and Titanic
– 68 stylized color and black and white looks

lighting
– 331 Aperture presets for optical lenses, which are divided into the categories Anamorphic, Circular, Polygons, Star, Starburst and Stilized
– 193 different lighting gels to color your pictures
– The Gobo Light Effects Library consists of 751 gobos subdivided into Abstract, Doors, Elements, Sheets, Snowflakes, Textures, and Windows groups

Photo releases
– Color system with black and white, blur, clone, color, eraser, mosaic, roach, repair and scatter brushes
– Image effects such as non-destructive cropping, rotation and scaling
– Layer system for multiple filter application
– Demanding but easy-to-use masking tools
– Variation generator for effect parameters
– batch processing

Architecture
– Color management with ICC profiles
– Replaceable image file format (Exif)
– Camera RAW, TIFF, JPEG and Kodak Cineon and DPX file formats
– Support for Mac retina displays
– 8, 16, 32-bit image processing
– Multiprocessor acceleration
– GPU acceleration

DFT FILTER LIST:
DFT consists of the following filters: Ambient Light, Auto Adjust, Black & White, Bleach Bypass, Blur, Borders, Cartoon, Center, Chroma Bands, Chromatic Aberration, Color, Color Correction, Gradient, Infrared Color, Gradient, Color Shadow, Color Spot, Cross-Processing, Curves, Day after Night, DeBand, DeBlock, DeFog, DeFringe, DeNoise, Depth of Field, Detail, Develop, Diffusion, Dot, Double Nebula, Dual Gradient, Gain, Eyesight, Fan Rays, Film Footage, Flag, Flashing, Fluorescent, Fog, F Stop, Gels, Glow, Glow, Glow, Grain, Grunge, Harris shutter, Haze, High contrast, Hot spot, Ice halo, Infrared, Kelvin, Key light, Lens distortion, Lens flare, Layers, Light, Appearance, Low contrast, Match, Mist , Multi-Star, ND Gradient, Mesh, Night Vision, Overexposure, Ozone, Painting, Pastel, Pencil, Photographic, Polarizer, Printer Points, Rack Focus, Radial Exposure, Radial Stripes, Radial e Tint, Rainbow, Random Tips, Rays, Reflector, ReLight, Selective Color Correction, Se Selective Saturation, Sepia, Shadow / Highlights, Sharpness, Skin Tone, Silk, Sky, Soft Light, Lacy, Spiral Beams, Fissure, Split Tone, Star, Stripes , Sunset, Telecine, Temperature, Texture, Three stripes, Hue adjusting, Two stripes, Vignette, Water drops, Wide angle lens and X-rays.

RELEASE NOTES:
Movie Stocks Preset Group Consolidation
– Consolidation and rearrangement of the preset filmstock groups in a single filmstock filter. This allows simultaneous search in all groups.

System requirements:
Windows:
– Dual Core Intel or AMD processor
– Windows 7 from 64 bit
– 8 GB RAM (16 GB or more recommended)
– 1 GB of available disk space for caching and temporary files
– Three-button mouse or Wacom tablet

Recommended graphics cards:
– NVIDIA GTX 460 or better
– AMD Radeon 57xx series or better
– OpenCL 1.0-capable graphics card
– 1 GB graphics memory

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Scheduling – calculating the minimum processing time for many recipes and tools

I originally posed this question to StackOverflow, but it commented that my problem is Job Job Scheduling and that it's more of a comp sci problem than a programming issue.

It's the first time I've come across this topic, and I've been trying to research to solve my problem below, but to no avail – I'm not a scientist. Can anyone advise me how to approach this problem or what algorithms to look into to help? Is it even possible to do this only with DB queries (possibly with PL / SQL)?

My goal is to develop a capacity model for the factory at work.

– The text below has been copied from the original source at https://stackoverflow.com/questions/55501683/calculating-minimum-processing-time-with-sql

I have a process monitoring application where I need to determine the tool capacity needs from a load forecast. I have a selection of "equipment" that processes the product with "recipes".

The most important "rules" for interaction are:

  • A recipe can be executed on one or more devices
  • A device can execute one or more recipes
  • A device can only execute one recipe at a time
  • The time it takes to complete a recipe depends on the combination of equipment and recipe.

So for a given set of equipment, recipes, tool-to-recipe relationships, and processing times, I need to figure out which processing time is as fast as possible for a given store.

The following table shows a possible interaction, with the numbers in the columns Process units (eg hours). I assumed that the processing time for each tool is the same (despite the fourth point above).


           

           

           

           | Eqp # 1 | Equation 2 | Equation 3 | Equation 4 | Eqp # 5
------- + --------- + --------- + --------- + --------- + - - ----
Rcp # 1 | 5 | | | 5 |
Rcp # 2 | 6 | | | 6 | 6
Rcp # 3 | 3 | | 3 | | 3
Rcp # 4 | | 4 | 4 | |
Rcp # 5 | 2 | 2 | 2 | 2 | 2  

transposed:


    

    

    

    Equipment | Recipe | Process time
----------- + ---------- + -------------
Eqp # 1 | Rcp # 1 | 5
Eqp # 1 | Rcp # 2 | 6
Eqp # 1 | Rcp # 3 | 3
Eqp # 1 | Rcp # 5 | 2
Equation 2 | Rcp # 4 | 4
Equation 2 | Rcp # 5 | 2
Equation 3 | Rcp # 3 | 3
Equation 3 | Rcp # 4 | 4
Equation 3 | Rcp # 5 | 2
Equation 4 | Rcp # 1 | 5
Equation 4 | Rcp # 2 | 6
Equation 4 | Rcp # 5 | 2
Equation 5 | Rcp # 2 | 6
Equation 5 | Rcp # 3 | 3
Equation 5 | Rcp # 5 | 2       

SQL to create in DB:


    

    

    

    CREATE TABLE ProcessSample (
"Equipment" VARCHAR2 (16),
"Recipe" VARCHAR2 (16),
"ProcessTime" NUMBER (3));

INSERT IN ProcessSample VALUES (& # 39; Eqp # 1 & # 39 ;, & # 39; Rcp # 1 & # 39 ;, 5);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 1 & # 39 ;, & # 39; Rcp # 2 & # 39 ;, 6);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 1 & # 39 ;, & # 39; Rcp # 3 & # 39 ;, 3);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 1 & # 39 ;, & # 39; Rcp # 5 & # 39 ;, 2);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 2 & # 39 ;, & # 39; Rcp # 4 & # 39 ;, 4);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 2 & # 39 ;, & # 39; Rcp # 5 & # 39 ;, 2);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 3 & # 39 ;, & # 39; Rcp # 3 & # 39 ;, 3);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 3 & # 39 ;, & # 39; Rcp # 4 & # 39 ;, 4);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 3 & # 39 ;, & # 39; Rcp # 5 & # 39 ;, 2);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 4 & # 39 ;, & # 39; Rcp # 1 & # 39 ;, 5);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 4 & # 39 ;, & # 39; Rcp # 2 & # 39 ;, 6);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 4 & # 39 ;, & # 39; Rcp # 5 & # 39 ;, 2);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 5 & # 39 ;, & # 39; Rcp # 2 & # 39 ;, 6);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 5 & # 39 ;, & # 39; Rcp # 3 & # 39 ;, 3);
INSERT IN ProcessSample VALUES (& # 39; Eqp # 5 & # 39 ;, & # 39; Rcp # 5 & # 39 ;, 2);

With the following recipe sets, is it possible to use a query / PL / SQL to determine the minimum overall processing time for the processes?


    

    

    

    Rcp # 1 = 10
Rcp # 2 = 8
Rcp # 3 = 2
Rcp # 4 = 6
Rcp # 5 = 8

I can graph this and show that stacking Rcp # 2 on Eqp # 5 (and other recipes elsewhere) gives the minimum process time, but I do not seem to programmatically come to that. The following table shows a process matrix that shows per hour which tool is executed with which recipe. A minimum process time of 36 hours is displayed (I hope it makes sense!)


          

          

          

          | equipment
Hour | # 1 | # 2 | # 3 | # 4 | # 5
------ + ------ + ------ + ------ + ------ + ------
1 | 1 | 4 | 3 | 1 | 2
2 | 1 | 4 | 3 | 1 | 2
3 | 1 | 4 | 3 | 1 | 2
4 | 1 | 4 | 3 | 1 | 2
5 | 1 | 4 | 3 | 1 | 2
6 | 1 | 4 | 3 | 1 | 2
7 | 1 | 4 | 4 | 1 | 2
8 | 1 | 4 | 4 | 1 | 2
9 | 1 | 4 | 4 | 1 | 2
10 | 1 | 4 | 4 | 1 | 2
11 | 1 | 4 | 4 | 1 | 2
12 | 1 | 4 | 4 | 1 | 2
13 | 1 | 4 | 4 | 1 | 2
14 | 1 | 4 | 4 | 1 | 2
15 | 1 | 4 | 5 | 1 | 2
16 | 1 | 4 | 5 | 1 | 2
17 | 1 | 5 | 5 | 1 | 2
18 | 1 | 5 | 5 | 1 | 2
19 | 1 | 5 | 5 | 1 | 2
20 | 1 | 5 | 5 | 1 | 2
21 | 1 | 5 | 5 | 1 | 2
22 | 1 | 5 | 5 | 1 | 2
23 | 1 | 5 | | 1 | 2
24 | 1 | 5 | | 1 | 2
25 | 1 | | | 1 | 2
26 | 2 | | | 2 | 2
27 | 2 | | | 2 | 2
28 | 2 | | | 2 | 2
29 | 2 | | | 2 | 2
30 | 2 | | | 2 | 2
31 | 2 | | | 2 | 2
32 | | | | | 2
33 | | | | | 2
34 | | | | | 2
35 | | | | | 2
36 | | | | | 2
37 | | | | |
38 | | | | |
39 | | | | |
40 | | | | |      

My example from the real world is more complex than that. I have (hopefully) provided enough information to explain what I want to achieve. For example, I have dozens of devices that execute dozens of different recipes.

Thanks for reading and for advice.

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