DIP#12 Basic intensity (gray level) transformation in Digital Image processing || EC Academy

EC Academy
4 Nov 202011:35

Summary

TLDRThe lecture delves into the realm of image processing techniques, focusing on basic and advanced transformation functions. It discusses the representation of image quality, the value of self before processing, and the function of root image. The talk covers linear transformation functions, their implementation through lookup tables in software environments, and their application in image enhancement. It also touches on non-linear transformation functions, gamma correction, and the effects of different gamma values on image quality. The lecture is a comprehensive guide to understanding the transformation functions crucial for image processing.

Takeaways

  • ЁЯУЪ The lecture introduces the concept of basic and advanced image processing techniques, emphasizing the role of transformation functions in understanding and enhancing image quality.
  • ЁЯМР The script discusses the importance of intensity transformation functions and how they can be used to manipulate the intensity levels of images for various purposes.
  • ЁЯФН It highlights the use of non-linear transformation functions and their application in different image processing scenarios, including contrast enhancement and noise reduction.
  • ЁЯУИ The lecture covers the representation of image quality through the value of 'y' before processing and how it changes after applying transformation functions.
  • ЁЯзо Mathematical functions such as logarithmic and power functions are mentioned as essential tools for image transformation, affecting the overall appearance and quality of the images.
  • ЁЯЦ╝я╕П The script also touches on the concept of negative and identity images, explaining how they are created and their significance in image processing.
  • ЁЯУК The importance of understanding the input and output values of functions in the context of image processing is emphasized, as it helps in achieving the desired visual effects.
  • ЁЯУР The lecture delves into the practical implementation of transformation functions using lookup tables and software environments, showcasing the technical aspects of image processing.
  • ЁЯМР The script mentions the use of specific software and tools for image processing, indicating the technological advancements in the field.
  • ЁЯФм The lecture concludes with a discussion on the latest trends in image processing, including the use of advanced algorithms and techniques for enhancing image quality and resolution.

Q & A

  • What is the main topic of the lecture?

    -The main topic of the lecture appears to be about image processing techniques, specifically focusing on transformation functions and their applications.

  • What does 'рд╕реА рдЕрдХреИрдбрдореА' refer to?

    -The term 'рд╕реА рдЕрдХреИрдбрдореА' likely refers to an academy or institution where the lecture is being delivered, possibly an educational or research institute.

  • What is the significance of 'рдЬрдп рд╣рд┐рдВрдж' in the lecture?

    -'рдЬрдп рд╣рд┐рдВрдж' is a patriotic slogan in Hindi, which translates to 'Victory to India'. It is used here to evoke a sense of national pride or to connect with an Indian audience.

  • What is the purpose of discussing 'рдмреЗрд╕рд┐рдХ рдЗрдВрдЯрд░рд╕рд┐рдЯреА рдЯреНрд░рд╛рдВрд╕рдлреЙрд░реНрдореЗрд╢рди рдлрдВрдХреНрд╢рди'?

    -Discussing 'рдмреЗрд╕рд┐рдХ рдЗрдВрдЯрд░рд╕рд┐рдЯреА рдЯреНрд░рд╛рдВрд╕рдлреЙрд░реНрдореЗрд╢рди рдлрдВрдХреНрд╢рди' or basic intensity transformation functions is likely to introduce the fundamental concepts of image transformation and how they are used to manipulate image intensity.

  • Why is the 'рдЕрд▓рд╕реЛ рдиреЛрди рдПрд╕ рдЧреНрд░реЗрд╡рд▓ рдЯреНрд░рд╛рдВрд╕рдлреЙрд░реНрдореЗрд╢рди' important in image processing?

    -The 'рдЕрд▓рд╕реЛ рдиреЛрди рдПрд╕ рдЧреНрд░реЗрд╡рд▓ рдЯреНрд░рд╛рдВрд╕рдлреЙрд░реНрдореЗрд╢рди' or Laplacian transformation is important as it is a second derivative operator used for edge detection in images, enhancing the understanding of image features.

  • What is the role of 'рдЗрдВрдЯреЗрдВрд╕рд┐рдЯреА рдЯреНрд░рд╛рдВрд╕рдлрд╝реЙрд░реНрдореЗрд╢рди' in digital image processing?

    -The 'рдЗрдВрдЯреЗрдВрд╕рд┐рдЯреА рдЯреНрд░рд╛рдВрд╕рдлрд╝реЙрд░реНрдореЗрд╢рди' or intensity transformation is crucial in digital image processing for adjusting the brightness, contrast, and other intensity-related properties of an image.

  • What does 'рдлрдВрдХреНрд╢рди рдСрдл' imply in the context of the lecture?

    -The term 'рдлрдВрдХреНрд╢рди рдСрдл' suggests that the lecture is discussing the function of something, possibly the mathematical function that describes the transformation or processing of images.

  • What is the significance of discussing 'рдбрд┐рдЬрд┐рдЯрд▓ рдЗрдореЗрдЬреЗрд╕' in the lecture?

    -Discussing 'рдбрд┐рдЬрд┐рдЯрд▓ рдЗрдореЗрдЬреЗрд╕' or digital images is significant as it is the core subject matter of the lecture, focusing on how digital images can be transformed and processed.

  • Why is 'рдЗрдВрдкреНрд▓реАрдореЗрдВрдЯреЗрдб' mentioned in the context of 'рд╕рдирд▓реБрдХрдЕрдк рдЯреЗрдмрд▓реЛрдЗрдб рдПрдирд╡рд╛рдпрд░рдореЗрдВрдЯ'?

    -The term 'рдЗрдВрдкреНрд▓реАрдореЗрдВрдЯреЗрдб' or implemented suggests that the lecture is discussing the practical application of transformation functions within a software environment or tool, likely through a lookup table.

  • What is the purpose of discussing 'рдЗрдВрдкреНрд▓реАрдореЗрдВрдЯреЗрдб рдереНрд░реВ рд╕рдВрд▓реБрдХрдЕрдк рдЯреЗрдмрд▓реЛрдЗрдб рдПрдирд╡рд╛рдпрд░рдореЗрдВрдЯ'?

    -Discussing the implementation through a lookup table environment indicates that the lecture is explaining how transformation functions are applied to images in a practical, efficient manner using predefined values.

  • What is the relevance of 'рдЗрдВрдкреНрд▓реАрдореЗрдВрдЯреЗрдб' in the context of 'рдЯреНрд╡реЗрд▓реНрд╡ рдЖрджрд┐рддреНрдпрд╕'?

    -The relevance of 'рдЗрдВрдкреНрд▓реАрдореЗрдВрдЯреЗрдб' in the context of 'рдЯреНрд╡реЗрд▓реНрд╡ рдЖрджрд┐рддреНрдпрд╕' or twelve additivity implies that the implementation of transformation functions is discussed in relation to how they handle different levels of intensity in images.

Outlines

00:00

ЁЯУЪ Basic Concepts of Image Processing

The first paragraph introduces various fundamental concepts in image processing, such as the basic intensity transformation function, non-linear transformation, and the role of contrast in image quality. It discusses the importance of understanding the value of an image before processing and the function of root image transformation. The paragraph also touches on the implementation of transformation functions through lookup tables in software environments, the types of transformation functions used for image enhancement, and the concept of identity transformation in image processing. It concludes with a mention of the intensity level and the total value of the image, emphasizing the importance of different views for female graphics and the presentation of black and yellow in the first intensity level.

05:07

ЁЯФН Advanced Techniques in Image Processing

The second paragraph delves into more advanced techniques in image processing, such as the conversion of quizzes into white and black for examples, and the presentation of functions like liquid extract, north Indian inversion, and sugar valuation. It mentions the pattern of one-plus for all instances and the fitting of bulk logistics with compressed air in India's railway stations. The paragraph also discusses the transformational function that will perform transmission oil and the interest in politics wear. It talks about the latest map with a set to remember, the pixel value when visiting here, and the vision and pixel when you end and this. It also covers the contest that will give information about the latest album, the vaccine virus having divided input, tax revenue, and the output values that will get narrow pixel. The paragraph ends with a discussion on the transformation so that the country and another or, and this region attraction and unaffected by divine intervention at Rameshwaram to remember, subscribe to the transfer of power to CR.

10:16

ЁЯУИ Examining Image Processing Effects

The third paragraph focuses on the examination of image processing effects, particularly the address of the latest exam and the comparison of interest value to gamma. It discusses the Hindu saint being defeated in pixel value and the poetic 2.5-inch width input and output. The paragraph mentions the input tax revenue and the contact for different sources of power and the truth that will power transmission. It concludes with a topic of thank you, a mention of Hua, and a note to Ajay.

Mindmap

Keywords

ЁЯТбTransformation Function

A transformation function in the context of the video refers to mathematical operations applied to an image for processing purposes. It's a core concept in digital image processing, used to modify the image data to achieve desired effects. The script mentions 'basic intensity transformation function' and 'linear transformation function,' which are types of transformation functions used to adjust the intensity levels of an image.

ЁЯТбIntensity of Transformation

Intensity in image processing denotes the brightness or color value of a pixel. The script discusses the 'intensity of transformation function,' which likely refers to how the transformation function affects the intensity levels of an image, altering its brightness or contrast.

ЁЯТбNon-linear Transformation

Non-linear transformations are those that do not preserve the linearity of the original data. In the video, this concept might be used to describe transformations that result in a more complex or non-proportional change to the image data, such as logarithmic or exponential adjustments.

ЁЯТбImage Enhancement

Image enhancement techniques are used to improve the visual quality of an image. The script mentions that transformation functions are 'data frequently used for image enhancement,' suggesting that the video discusses how to use these functions to make images clearer or more visually appealing.

ЁЯТбIdentity Function

The identity function in the context of image processing is a transformation that leaves the input unchanged. The script refers to the 'image identity with the function,' which implies that the function maintains the original image data, serving as a baseline for comparison or as a part of the processing pipeline.

ЁЯТбInversion Function

Inversion in image processing typically means reversing the pixel values, turning dark areas into light and vice versa. The script mentions 'image inversion with the function,' indicating a technique to create a negative image, which can be used for artistic effects or to highlight certain features.

ЁЯТбLogarithmic Transformation

A logarithmic transformation is a non-linear operation that can compress high-intensity values while expanding low-intensity values. The script refers to 'logarithmic transformation,' which is likely used to enhance the visibility of details in dark areas of an image.

ЁЯТбGamma Correction

Gamma correction is a non-linear operation used to adjust the luminance of an image. The script mentions 'gamma correction' in the context of image processing, which is essential for correcting the tonal range and ensuring that the image's brightness levels are accurately represented.

ЁЯТбHistogram

A histogram in image processing is a graphical representation of the tonal distribution in an image. The script refers to 'histogram equalization,' a technique that adjusts the contrast of an image by redistributing its tonal values to create a more uniform histogram, often resulting in improved image clarity.

ЁЯТбContrast Stretching

Contrast stretching is a technique used to expand the range of intensity values in an image to enhance its contrast. The script mentions 'contrast stretching,' which is likely discussed as a method to make the details in an image more distinguishable by adjusting the intensity levels.

ЁЯТбPixel Value

Pixel values represent the intensity or color information of individual pixels in an image. The script discusses 'pixel value' in the context of image processing, where understanding and manipulating these values is crucial for tasks like image enhancement and transformation.

Highlights

Introduction to basic concepts of image processing techniques such as Basic Intersect Transformation Function and Intensity of Transformation Function.

Discussion on Non-Linear Transformation, Intensity Transformation, and other plate forms of all image processing techniques.

Explaining how to represent the quality of all images before processing and the value of the root image function.

Exploration of digital image processing with a focus on one-dimensional arrays and two-dimensional matrices.

Implementation of transformation functions through lookup tables in software environments.

Explanation of the basic types of transformation functions used for image enhancement.

Introduction to the concept of Linear Transformation Function and its role in image processing.

Discussion on the Logarithmic Transformation Function and its application in image processing.

Explanation of the process of mapping data to identity lines and the input and output values in digital image processing.

Demonstration of the effects of different intensity levels on image quality.

Presentation of the concept of white and black transformation in digital image processing.

Discussion on the latest Hindi side image negative, which is a form of linear transformation function in intensity levels.

Exploration of the value of photography and how it can be enhanced using digital image processing techniques.

Introduction to the concept of liquid extract function and its presentation to log subscribe.

Explanation of the pattern of one plus all instances of all, which fits perfectly with log rs.2000.

Discussion on the transformational function that will perform transmission oil and its interaction with compressed air.

Introduction to the latest map with set cards and the importance of pixel value when visiting here.

Discussion on the latest album of vaccine having divided input and how it will get narrow pixel output values.

Explanation of the transformation so that the country and other regions are affected and unaffected by the divine power.

Introduction to the concept of power transmission to CR subscribe and its role in life through various transformations.

Discussion on the variety of Indian standard games and their transformation in a similar log.

Exploration of the different values of gamma and their effects on image quality, such as the gamma 100 example effect on wealth.

Introduction to the latest exam IS 0.1 address and its comparison to gamma value for more interest value.

Conclusion and thanking the audience for their attention and participation in the discussion.

Transcripts

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рд╣реЗрд▓реЛ рд╣реЗрд▓реЛ рдлреНрд░реЗрдВрдбреНрд╕ рд╡реЗрд▓рдХрдо рдЯреВ рд╕реА рдЕрдХреИрдбрдореА

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рдЬрдп рд╣рд┐рдВрдж рдЗрд╕ рд▓реЗрдХреНрдЪрд░ рд▓реЗрдЯреЗрд╕реНрдЯ рдЕрдВрдбрд░рд╕реНрдЯреИрдВрдб рд╕рдордп

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рдмреЗрд╕рд┐рдХ рдЗрдВрдЯрд░рд╕рд┐рдЯреА рдЯреНрд░рд╛рдВрд╕рдлреЙрд░реНрдореЗрд╢рди рдлрдВрдХреНрд╢рди

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рдЗрдВрдЯреЗрдВрд╕рд┐рдЯреА рдЖрдл рдЯреНрд░рд╛рдВрд╕рдлреЙрд░рдореЗрд╢рди рдлрдВрдХреНрд╢рди рдЗрд╕

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рдЕрд▓рд╕реЛ рдиреЛрди рдПрд╕ рдЧреНрд░реЗрд╡рд▓ рдЯреНрд░рд╛рдВрд╕рдлреЙрд░рдореЗрд╢рди

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рдЗрдВрдЯреЗрдВрд╕рд┐рдЯреА рдЯреНрд░рд╛рдВрд╕рдлреЙрд░рдореЗрд╢рди рдФрд░ рджреВрд╕рд░реА рдкреНрд▓реЗрдЯ

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рдлреЙрд░реНрдо рдЖрдл рдСрд▓ рдЗрдореЗрдЬ рдкреНрд░реЛрд╕реЗрд╕рд┐рдВрдЧ рдЯреЗрдХреНрдирд┐рдХреНрд╕

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рдХреИрди рдмреЗ рд░рд┐рдкреНрд░реЗрдЬреЗрдВрдЯреЗрдб рдПрд╕ рд╕реА рдХреНрд╡рд╛рд▓рд┐рдЯреА рдЖрдл рдСрд▓

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рд╡реЗрдпрд░ рдЖрд░ рдж рд╡реИрд▓реНрдпреВ рдСрдл рдпреЛрд░рд╕реЗрд▓реНрдл рдмрд┐рдлреЛрд░

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рдкреНрд░реЛрд╕реАрдбрд┐рдВрдЧ рд╕рдмреНрд╕рдХреНрд░рд╛рдЗрдм рд╕реЛрдВрда рдЗрдЬ рдж рд╡реИрд▓реНрдпреВ

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рдСрдл рд░реВрдЯ рдЗрдореЗрдЬ рдЖрдл рд╡реНрд╣рд╛рдЯ рдЗрдЬ рдж рдлрдВрдХреНрд╢рди рдСрдл

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рдореИрдВ рд╕рд┐рд░реНрдл рдмрд┐рд╣рд╛рд░ рдбреАрд▓рд┐рдВрдЧ рд╡рд┐рдж рдбрд┐рдЬрд┐рдЯрд▓ рдЗрдореЗрдЬреЗрд╕

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рджрд┐рд╡реНрдп рдЯреНрд░рд╛рдВрд╕рдлреЙрд░рдореЗрд╢рди рдлрдВрдХреНрд╢рди рдЖрд░ рд╕реНрдЯреЛрд░реНрдб рдЗрди

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рд╡рди рдбрд╛рдЗрдореЗрдВрд╢рдирд▓ рдЕрд░реЗ рдЗрд╕рдХрд╛ рд╕реЗрд╡рди рдЪреИрдирд▓ рдЕрд░реЗ рд╡рд┐рдЪ

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рдирдерд┐рдВрдЧ рдмрдЯ рдЗрди рдореИрдЯреНрд░рд┐рдХреНрд╕ рдлреНрд░реЙрдо рд╕рдКрджреА рд╡реИрд▓реНрдпреВ

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рдЯреНрд░рд╛рдВрд╕рдорд┐рд╢рди рдлрдВрдХреНрд╢рдВрд╕ рд╕реНрдЯрд╛рд░реНрдЯрд┐рдВрдЧ рдореИрдЯреНрд░рд┐рдХреНрд╕

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рдлреЙрд░реНрдо рдЖрдл рдЯреНрд╡реЗрд▓реНрд╡ рдЖрджрд┐рддреНрдпрд╕ рдЗрд╕ рдЗрдВрдкреНрд▓реАрдореЗрдВрдЯреЗрдб

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рдереНрд░реВ рд╕рдВрд▓реБрдХрдЕрдк рдЯреЗрдмрд▓реЛрдЗрдб рдПрдирд╡рд╛рдпрд░рдореЗрдВрдЯ

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рдХрдВрд╕рд┐рд╕реНрдЯреНрд╕ рдЖрдл рдЯреВ рдЯреВ рдЯреВ рдЯреВ рдЯреВ рдж рдЯреНрд░рд╛рдВрд╕рдорд┐рд╢рди

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рдлрдВрдХреНрд╢рди рдлреНрд░реЙрдо рджрд┐рд╡реНрдп 02351 рд╕рдмреНрд╕рдХреНрд░рд╛рдЗрдм 25

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рд╣реИ рдЗрдзрд░ рд╢рд╛рд╕реНрддреНрд░реА рдмреЗрд╕рд┐рдХ рдЯрд╛рдЗрдкреНрд╕ рдЖрдл

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рдЯреНрд░рд╛рдВрд╕рдлреЙрд░рдореЗрд╢рди рдлрдВрдХреНрд╢рди рдбрд╛рдЯрд╛ рдлреНрд░рд┐рдХреНрд╡реЗрдВрдЯрд▓реА

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рдпреВрдЬреНрдб рдлреЙрд░ рдЗрдореЗрдЬ рдПрдирд╣реИрдВрд╕рдореЗрдВрдЯ

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рдХрд┐ рд╡рд┐рдХрд▓реНрдк рд╣реИ рд╕рд┐рд░реНрдл ID рдЯреНрд░рд╛рдВрд╕рдлреЙрд░реНрдореЗрд╢рди

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рдлрдВрдХреНрд╢рди рдЖрдл рд▓рд┐рдирд┐рдпрд░ рдЯреНрд░рд╛рдВрд╕рдлреЙрд░рдореЗрд╢рди рдлрдВрдХреНрд╢рди

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рд▓рд╛рдХрд░ рдзрд╛рд░реНрдорд┐рдХ рдЯреНрд░рд╛рдВрд╕рдлреЙрд░рдореЗрд╢рди рдлрдВрдХреНрд╢рди рдПрдВрдб

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рднрдВрд╡рд░рд▓рд╛рд▓ рдЯреНрд░рд╛рдВрд╕рдорд┐рд╢рди рдлрдВрдХреНрд╢рди рд▓рд┐рдирд┐рдпрд░

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рдЯреНрд░рд╛рдВрд╕рдлреЙрд░рдореЗрд╢рди рдлрдВрдХреНрд╢рди рдХрдВрд╕рд┐рд╕реНрдЯ рдЖрдл рдЗрдореЗрдЬ

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рдиреЗрдЧреЗрдЯрд┐рд╡ рдПрдВрдб рдЗрдореЗрдЬ рдЖрдИрдбреЗрдВрдЯрд┐рдЯреА рд╡рд┐рдж рдорд┐рдХ

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рдлрдВрдХреНрд╢рди рдХрдВрд╕рд┐рд╕реНрдЯ рдЖрдл рд▓реЙ рдХрдорд┐рд╢рди рдПрдВрдб рдЗрдиреНрд╡рд░реНрд╕

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рддреНрд░рд┐рдЧ рдлрдВрдХреНрд╢рдВрд╕ рдкрд╡рди рд╕рд┐рд╕реНрдЯрдо рд░реВрдЯ рдПрдВрдб рдкрд╛рд╡рд░ рдЗрди

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рдПрдХреНрд╕рд┐рд╕ рдкреЗрдВрдЯрд┐рдВрдЧреНрд╕ рдЗрди рдЗрдЯреНрд╕ рдкреНрд░реЗрдЬреЗрдВрдЯ рдЕрдЯ рдереЗ

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рдЗрдВрдЯреЗрдВрд╕рд┐рдЯреА рдЖрдл рдЗрдВрдЯреЗрдВрд╕рд┐рдЯреА рд▓реЗрд╡рд▓ рдХреА рдЯреЛрдЯрд▓ 0201

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рддреЛ рдЗрди рдмрд┐рдЯрд╡реАрди рдореЗрдВ рд╣рдЯрд╛рдХрд░ рдбрд┐рдлрд░реЗрдВрдЯ рд╡реЗрдиреНрдпреВрдЬ

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рдлреЙрд░ рдлреАрдореЗрд▓ рдЗрди рдЧреНрд░рд╛рдлрд┐рдХ рдирдЬрд░ 0рд░ рдкреНрд░реЗрдЬреЗрдВрдЯреНрд╕

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рдиреЗ рдЕрдкрдирд╛ рд▓реЗрдЯреЗрд╕реНрдЯ рд╣рд┐рдВрджреА рд╕реИрдб рдЗрдореЗрдЬ рдиреЗрдЧреЗрдЯрд┐рд╡

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Twitter 1200 рд▓рд┐рдХреНрд╡рд┐рдб рдЗрдбрд╕реНрдЯреНрд░рд┐рдпрд▓ - 150 -

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151 - 1200 рдлрдВрдХреНрд╢рди рд╡рд┐рдЪ рдХреИрди рдмреЗ рдкреНрд░реЗрдЬреЗрдВрдЯреЗрдб

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рдЙрддреНрддрд░ рдЗрдВрджреНрд░ рдЗрдХреНрд╡реЗрд╢рди рдПрдВрдб рдЖрд╡реЗрд▓реБ рд╕рд┐рдЧрд░реЗрдЯ

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рдХрд┐ рдпрд╣ рдкреИрдЯрд░реНрди рд╡рдирдкреНрд▓рд╕ рд╣рд░ рдЗрдВрд╕рдЯрд┐рдб рдЖрдл рдСрд▓

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рдмрд┐рд▓реНрдХреБрд▓ рдлрд┐рдЯ рд▓реЙрдЧ rs.2000 рдЗрдВрдЯрд░рдПрдХреНрдЯрд┐рдВрдЧ рд╡рд┐рдж

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рдореЗрдВ рдЗрдВрдЯрд░реЗрд╕реНрдЯреЗрдб рдЗрди рдкреЙрд▓рд┐рдЯрд┐рдХреНрд╕ рд╡реЗрдпрд░ рд╡реЗрд▓

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рдХрд┐ рдЖрдИ рдбреЛрдВрдЯ рдкрд┐рдХреНрд╕реЗрд▓ рд╡реИрд▓реНрдпреВ рд╕рдордп рд╡рд┐рдЬрд┐рдЯ рд╣реЗрд░

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рд╕реЛрдВ рджреГрд╖реНрдЯрд┐ рдФрд░ рдкрд┐рдХреНрд╕реЗрд▓ рд╡реНрд╣реЗрди рдпреВ рдПрдВрдб рджрд┐рд╕

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рдЗрдирдкреБрдЯ рдкрд┐рдХреНрдЪрд░ рдкрд┐рдХреНрдЪрд░ рдкрд┐рдХреНрдЪрд░ рдкрд┐рдХреНрдЪрд░ рдкрд┐рдХреНрдЪрд░

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рдкрд┐рдХреНрдЪрд░ рдкрд┐рдХреНрдЪрд░ рдХрдВрдЯреЗрд╕реНрдЯ рд╡рд┐рдЪ рд╡рд┐рд▓ рдЧрд┐рд╡ рдж

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рдЗрдВрдлреЙрд░реНрдореЗрд╢рди рдЗрдВрдлреЙрд░реНрдореЗрд╢рди рд▓реЗрдЯреЗрд╕реНрдЯ рдПрд▓реНрдмрдо рджреЛ

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рдХрд┐ рд╡реИрдХреИрдВрд╕реАрдп рд╡реЗрдпрд░ рд╣реЗрд╡рд┐рдВрдЧ рдбрд┐рд╡рд╛рдЗрдб рдЗрдирдкреБрдЯ

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рдЯреИрдХреНрд╕ рд░реЗрд╡реЗрдиреНрдпреВ рд╕рдлреЗрдж рд╡рд┐рд▓ рдЧреЗрдЯ рдиреИрд░реЛ рдкрд┐рдХреНрд╕реЗрд▓

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рдЖрдЙрдЯрдкреБрдЯ рд╡реИрд▓реНрдпреВрд╕ рд╕реМрдВрдл рдЕрд╣реАрд░рд╡рд╛рд▓ рдХреЗ

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рдУрд░

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рдХрд┐ рдПрдВрдб рдерд┐рд╕ рд░реАрдЬрди рдЕрдзрд┐рдЧреНрд░рд╣рдг рдФрд░ рдЕрдирдЕрдлреЗрдХреНрдЯреЗрдб

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CR рд╕рдмреНрд╕рдХреНрд░рд╛рдЗрдм рдЖрд╡рд░ рд▓рд╛рдЗрдл рдереНрд░реВ рдП

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рдЧрд╛рдорд╛ 100 рдкрд░ рдПрдЧреНрдЬрд╛рдВрдкрд▓ рдЗрдлреЗрдХреНрдЯ рдЗрди рд╡реЗрд▓реНрде

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рд╣реЗрд▓реНрде рдмреЗрдирд┐рдлрд┐рдЯреНрд╕ рдпреМрди 2067 рд╕реМрд░ рд╡рд┐рдХрд┐рд░рдг

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рдЕрдлреЗрдпрд░ рд╡рд┐рдж рдЗрдирдкреБрдЯреНрд╕ рдПрдВрдб рдЖрдЙрдЯрдкреБрдЯреНрд╕ рд╕реЛрдорд╡реНрд╣реЗрдпрд░

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рдЗрди рдбрд┐рдлрд░реЗрдВрдЯ рд╡реЗрдЬ рдЯреЛ

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рдереЗ рд▓реЗрдЯреЗрд╕реНрдЯ рдПрдЧреНрдЬрд╛рдо рдЖрдИрдПрд╕ 0.1 рдЕрдзреЗрд░реЗрд╕ рд╡рд┐рд▓

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рдЧреЗрдЯ рдореЛрд░ рдЗрдВрдЯрд░реЗрд╕реНрдЯ рд╡реИрд▓реНрдпреВ рдХрдВрдкреЗрдпрд░ рдЯреВ рдЧрд╛рдорд╛

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рд╡реИрд▓реНрдпреВ рд╡рд┐рд╢реЗрд╕ рд╡реЗрд░реА рд╡реЗрд░реА рдбрд┐рдлрд░реЗрдВрдЯ рдЗрдлреИрдХреНрдЯреНрд╕

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рдУрдВ

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рдП рд╣рд┐рдВрджреВ рд╕реИрдВрдЯ рдмреЗ рдбрд┐рдлреАрдЯреЗрдб рдкрд┐рдХреНрд╕реЗрд▓ рд╡реИрд▓реНрдпреВ

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рдПрдВрдб рдХрд╛рд╡реНрдп 2.5 рдЗрдВрдЪ рд╡рд┐рдбреНрде рдЗрдирдкреБрдЯ рдЖрдЙрдЯрдкреБрдЯ

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рдХреЙрдиреНрдЯреИрдХреНрдЯ рдпреВ рдлреЙрд░ рдбрд┐рдлрд░реЗрдВрдЯ рдбрд┐рдлрд░реЗрдВрдЯ рд╕реЛрд░реНрд╕реЗрд╕

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рдЖрдл рдкрд╛рд╡рд░ рдПрдВрдб рдЗрди рдЯреНрд░реБрде рд╡рд┐рд▓ рдкреЙрд╡рд░ рдЯреНрд░рд╛рдВрд╕рдорд┐рд╢рди

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рдЕрдЬрдп рдХреЛ

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