├── LICENSE
├── Network segmentation Level 1.drawio
├── Network segmentation Level 1.jpg
├── Network segmentation Level 2.drawio
├── Network segmentation Level 2.jpg
├── Network segmentation Level 3.drawio
├── Network segmentation Level 3.jpg
├── Network segmentation Level 4.drawio
├── Network segmentation Level 4.jpg
├── Other
    ├── Interservice interaction - Github.drawio
    └── Powtoon_GIF.gif
├── README.md
└── Schematic symbols
    ├── Schematic symbols.drawio
    └── Schematic symbols.jpg


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--------------------------------------------------------------------------------
/Network segmentation Level 1.jpg:
--------------------------------------------------------------------------------
https://raw.githubusercontent.com/sergiomarotco/Network-segmentation-cheat-sheet/18234007bc9425b855467f0398a796ed73399dd9/Network segmentation Level 1.jpg


--------------------------------------------------------------------------------
/Network segmentation Level 2.drawio:
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</diagram></mxfile>


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/Network segmentation Level 2.jpg:
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https://raw.githubusercontent.com/sergiomarotco/Network-segmentation-cheat-sheet/18234007bc9425b855467f0398a796ed73399dd9/Network segmentation Level 2.jpg


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/Network segmentation Level 3.jpg:
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https://raw.githubusercontent.com/sergiomarotco/Network-segmentation-cheat-sheet/18234007bc9425b855467f0398a796ed73399dd9/Network segmentation Level 3.jpg


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/Network segmentation Level 4.jpg:
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https://raw.githubusercontent.com/sergiomarotco/Network-segmentation-cheat-sheet/18234007bc9425b855467f0398a796ed73399dd9/Network segmentation Level 4.jpg


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/Other/Interservice interaction - Github.drawio:
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/README.md:
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  1 | ![Anurag's GitHub stats](https://github-readme-stats.vercel.app/api?username=sergiomarotco&show_icons=true&theme=radical)
  2 | # Best-practice-for-network-segmentation
  3 | ## What is this?
  4 | This project was created to publish the best practices for segmentation of the corporate network of any company. In general, the schemes in this project are suitable for any company.
  5 | 
  6 | ## Where can I find diagrams?
  7 | Graphic diagrams are available in the [Release page](https://github.com/sergiomarotco/Best-practice-for-network-segmentation/releases)</br>
  8 | The schema sources are located in the [repository](https://github.com/sergiomarotco/Best-practice-for-network-segmentation)
  9 | 
 10 | ## Schematic symbols
 11 | Elements used in network diagrams:<br/>
 12 | ![Schematic symbols](https://github.com/sergiomarotco/Best-practice-for-network-segmentation/blob/main/Schematic%20symbols/Schematic%20symbols.jpg)<br/>
 13 | Crossing the border of the rectangle means crossing the firewall.
 14 | 
 15 | ## Level 1 of network segmentation: basic segmentation<br/>
 16 | ![Level 1](https://github.com/sergiomarotco/Best-practice-for-network-segmentation/releases/download/4.1.1/Network.segmentation.Level.1.jpg)
 17 | 
 18 | ### Advantages
 19 | Basic segmentation to protect against basic targeted attacks that make it difficult for an attacker to advance on the network.
 20 | Basic isolation of the productive environment from the corporate one.
 21 | 
 22 | ### Disadvantages
 23 | The default corporate network should be considered potentially compromised. Potentially compromised workstations of ordinary workers, as well as workstations of administrators, have basic and administrative access to the production network.
 24 | 
 25 | In this regard, the compromise of any workstation can theoretically lead to the exploitation of the following attack vector. An attacker compromises a workstation in the corporate network. Further, the attacker either elevates privileges in the corporate network or immediately attacks the production network with the rights that the attacker had previously obtained.
 26 | 
 27 | ### Attack vector protection
 28 | Installation the maximum number of information protection tools, real time monitoring suspicious events and immediate response.<br/>
 29 | OR!<br/>
 30 | Segmentation according to level 2 requirements<br/>
 31 | 
 32 | ## Level 2 of network segmentation: adoption of basic security practices<br/>
 33 | ![Level 2](https://github.com/sergiomarotco/Best-practice-for-network-segmentation/releases/download/4.1.1/Network.segmentation.Level.2.jpg)
 34 | 
 35 | ### Advantages
 36 | More network segments in the corporate network.<br/>
 37 | Full duplication of the main supporting infrastructure for production network such as:
 38 | 1. mail relays;
 39 | 2. time servers;
 40 | 3. other services, if available.<br/>
 41 | 
 42 | Safer software development. Recommended implementing DevSecOps at least Level 1 of the [DSOMM](https://dsomm.timo-pagel.de/index.php), what requires the introduction of a separate storage of secrets for passwords, tokens, cryptographic keys, logins, etc., additional servers for SAST, DAST, fuzzing, SCA and another DevSecOps tools.
 43 | In case of problems in the supporting infrastructure in the corporate segment, this will not affect the production environment.
 44 | It is a little harder for an attacker to compromise a production environment.<br/>
 45 | Or you can implement at least Level 2 of the [SLSA](https://slsa.dev).
 46 | 
 47 | ### Disadvantages
 48 | As a result, this leads to the following problems:
 49 | 1. increasing the cost of ownership and the cost of final services to customers;
 50 | 2. high complexity of maintenance.
 51 | 
 52 | ## Level 3 of network segmentation: high adoption of security practices<br/>
 53 | The company's management (CEO) understands the role of cybersecurity in the life of the company. Information security risk becomes one of the company's operational risks. Depending on the size of the company, the minimum size of an information security unit is 15-20 employees.
 54 | ![Level 3](https://github.com/sergiomarotco/network-segmentation-cheet-sheet/releases/download/4.1.1/Network.segmentation.Level.3.jpg)
 55 | 
 56 | ### Advantages
 57 | Implementing security services such us:
 58 | 1. security operation center (SIEM, IRP, SOAR, SGRC);
 59 | 2. data leak prevention;
 60 | 3. phishing protection;
 61 | 4. sandbox;
 62 | 5. intrusion prevention system;
 63 | 6. vulnerability scanner;
 64 | 7. endpoint and ATP protection;
 65 | 8. web application firewall;
 66 | 9. backup server.
 67 | 
 68 | ### Disadvantages
 69 | High costs of information security tools and information security specialists.
 70 | 
 71 | ## Level 4 of network segmentation: advanced deployment of security practices at scale
 72 | Each production and corporate services has its own networks: Tier I, Tier II, Tier III.
 73 | 
 74 | The production environment is accessed from isolated computers. This type of segmentation is called an air gap, this is close to protecting state secrets. Each isolated computer does not have:
 75 | 1. incoming accesses from anywhere except from remote corporate laptops via VPN;
 76 | 2. outgoing access to the corporate network:
 77 |    - no access to the mail service - the threat of spear phishing is not possible;
 78 |    - there is no access to internal sites and services - it is impossible to download a trojan from a compromised corporate networks.
 79 | 
 80 | 🔥Only one way to compromise an isolated computer is to compromise the production environment. As a result, a successful compromise of a computer, even by phishing, will prevent a hacker from gaining access to a production environment.
 81 | 
 82 | Implement other possible security services, such as:
 83 | 1. privileged access management;
 84 | 2. internal phishing training server;
 85 | 3. compliance server (configuration assessment).
 86 | 
 87 | ![Level 4](https://raw.githubusercontent.com/sergiomarotco/Network-segmentation-cheat-sheet/main/Network%20segmentation%20Level%204.jpg)
 88 | 
 89 | ### Advantages
 90 | Implementing security services such us:
 91 | 1. privileged access management;
 92 | 2. internal phishing training server;
 93 | 3. compliance server (configuration assessment);
 94 | 4. strong protection of your production environment from spear phishing.
 95 | 
 96 | 🔥Now the attacker will not be able to attack the production network, because now a potentially compromised workstation in the corporate network basically does not have network access to the production. Related problems:
 97 | 1. separate workstations for access to the production network - yes, now you will have 2 computers on your desktop;
 98 | 2. other LDAP catalog or Domain controller for production network;
 99 | 3. firewall analyzer, network equipment analyzer;
100 | 4. netflow analyzer.
101 | 
102 | ![hippo](https://raw.githubusercontent.com/sergiomarotco/Network-segmentation-cheat-sheet/main/Other/Powtoon_GIF.gif)
103 | 
104 | ### Disadvantages
105 | Now you will have 2 computers on your desktop if you need access to production network. It hurts 😀
106 | 
107 | ## Support the project
108 | [Please subscribe - this is free support for the project](https://www.instagram.com/lizzibi)
109 | 
110 | ## Have an idea for improvement?
111 | * Submit your pull request;
112 | * Create [issue](https://github.com/sergiomarotco/Best-practice-for-network-segmentation/issues/new);
113 | * Start [discussion](https://github.com/sergiomarotco/Best-practice-for-network-segmentation/discussions/new).
114 | 
115 | ## If u like it?  
116 | [Please subscribe - this is free support for the project](https://www.instagram.com/lizzibi)
117 | ![image](https://user-images.githubusercontent.com/29877074/149565429-821554fc-5bab-46ea-bbe3-429f54f0e7cb.png)
118 | 


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103 |         </mxCell>
104 |       </root>
105 |     </mxGraphModel>
106 |   </diagram>
107 | </mxfile>
108 | 


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https://raw.githubusercontent.com/sergiomarotco/Network-segmentation-cheat-sheet/18234007bc9425b855467f0398a796ed73399dd9/Schematic symbols/Schematic symbols.jpg


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