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		<title>Master OSINT For Next Level Threat Intelligence</title>
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		<description><![CDATA[<p>Open Source Intelligence (OSINT) transforms publicly available data into actionable insights, serving as the foundation for modern threat intelligence. By analyzing information from social media, forums, and public records, security teams can proactively identify vulnerabilities and anticipate cyberattacks. This integration of OSINT into threat intelligence frameworks is essential for staying ahead of evolving adversaries. Mapping [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://proiectarebucatarii.ro/master-osint-for-next-level-threat-intelligence/">Master OSINT For Next Level Threat Intelligence</a> appeared first on <a rel="nofollow" href="https://proiectarebucatarii.ro">Proiectare Bucatarii</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Open Source Intelligence (OSINT) transforms publicly available data into actionable insights, serving as the foundation for modern threat intelligence. By analyzing information from social media, forums, and public records, security teams can proactively identify vulnerabilities and anticipate cyberattacks. This integration of <strong>OSINT</strong> into threat intelligence frameworks is essential for staying ahead of evolving adversaries.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="OSINT and threat intelligence" 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"/></p>
<h2>Mapping the Digital Battlefield: From Open Data to Actionable Intel</h2>
<p>Mapping the digital battlefield transforms raw, unstructured open data into <strong>actionable intelligence</strong> for cybersecurity. Analysts scrape public sources—social media, forums, and leaked databases—combining them with network telemetry to identify threat vectors. This process involves correlating <mark>geolocation metadata</mark>, IP addresses, and behavioral patterns to reveal adversary infrastructure. Once data is normalized and enriched, it moves from static reports to dynamic models that predict attack origins and lateral movement. The result is a situational map that converts noise into a prioritized threat landscape, enabling defenders to orchestrate responses based on verified, <strong>real-time intelligence</strong> rather than assumptions.</p>
<h3>How Public Information Fuels Modern Risk Detection</h3>
<p>Mapping the digital battlefield transforms raw, public information into a crucial strategic asset. Think of it like turning scattered puzzle pieces into a clear picture of threats. By scraping social media, forums, and public records, analysts spot patterns—like unusual activity or sudden chatter—that hint at coordinated attacks. The real trick isn’t just gathering this open data; it’s about filtering noise for <strong>actionable threat intelligence</strong>. This means connecting the dots: a leaked credential here, a suspicious IP there. The goal? Move from being reactive to proactive, giving teams a head start before a breach hits. It’s digital reconnaissance, plain and simple.</p>
<h3>Bridging the Gap Between Raw Social Media Feeds and Security Alerts</h3>
<p>The modern digital battlefield transforms raw open data into actionable intel through systematic analysis. <strong>Open-source intelligence (OSINT) workflows</strong> rely on automated scraping, geospatial mapping, and social media correlation to detect emerging threats. Start by identifying relevant data sources—such as public records, satellite imagery, or forum posts—then apply pattern recognition tools to filter noise. Key steps include:</p>
<ul>
<li>Aggregating data from diverse open platforms</li>
<li>Validating sources through cross-referencing</li>
<li>Mapping temporal and geographic relationships</li>
</ul>
<p>Finally, merge structured outputs with threat models to produce briefings that drive operational decisions. This pipeline turns scattered signals into strategic advantage.</p>
<h3>Identifying Vulnerabilities Before They Become Breaches</h3>
<p>In the digital age, open-source intelligence transforms scattered data into a decisive strategic asset. <strong>Mapping the digital battlefield</strong> begins by harvesting publicly available information from social media, satellite imagery, and <a href="https://sju.ulim.md/nr-3-4-2017/cercetarea-prevederilor-normative-asupra-statutului-juridic-al-companiilor-militare-private/">Statutul juridic al companiilor militare private – cercetare academică</a> financial records, then refining it through automated correlation and human analysis. This process yields actionable intelligence that reveals adversary movements, network vulnerabilities, and emerging threats in near real-time. The outcome is a unified operational picture that empowers decision-makers to act with precision, preempt attacks, and allocate resources effectively. Without this disciplined pipeline, raw data remains noise; with it, organizations gain a lethal competitive edge in any contested domain.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="OSINT and threat intelligence" 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"/></p>
<h2>Core Pillars of an Intelligence-Led Security Strategy</h2>
<p>An intelligence-led security strategy is built on the unshakable foundation of <strong>threat-informed defense</strong>, where every decision is driven by real-time, actionable data rather than reactive hunches. The first pillar requires continuous collection and fusion of diverse data streams—internal logs, external threat feeds, and dark web monitoring—to create a unified operational picture. Next, rigorous analysis transforms this raw data into finished intelligence, enabling teams to predict adversary movements and prioritize vulnerabilities that pose the highest risk. This intelligence directly dictates resource allocation, ensuring your most critical assets are hardened first. Finally, a closed-loop feedback mechanism integrates lessons learned from every incident back into threat models. By adopting this proactive, data-driven framework, you stop merely responding to attacks and start disrupting the attack lifecycle itself, making your security posture truly resilient and predictive.</p>
<h3>Sifting Noise for Signals: Automated Collection Methods</h3>
<p>An intelligence-led security strategy is structured around three core pillars. The first is <strong>threat intelligence integration</strong>, which involves systematically collecting, analyzing, and operationalizing data on adversarial tactics, techniques, and procedures. The second pillar is risk-based decision-making, where intelligence directly informs resource allocation and mitigation priorities. The third is continuous feedback, creating a cycle where security outcomes refine future intelligence requirements. This approach moves organizations from reactive defense to proactive anticipation, reducing dwell time and prioritizing the most critical vulnerabilities. Effective execution depends on fusing technical telemetry with contextual threat analysis to guide strategic and tactical actions.</p>
<h3>Validating Sources in a Sea of Misinformation</h3>
<p>An intelligence-led security strategy shifts focus from reactive threat response to proactive risk mitigation by leveraging data analysis and threat intelligence. <strong>Threat-informed defense</strong> is the central pillar, ensuring countermeasures are prioritized against verified adversary tactics rather than generic vulnerabilities. This approach rests on continuous collection and fusion of internal telemetry with external intelligence feeds, enabling predictive modeling of attack patterns. Key components include aligning security investments with intelligence-driven priorities, automating detection based on known indicators of compromise, and fostering cross-team collaboration to contextualize findings. <em>Without this foundation of prioritized intelligence, security resources risk being misallocated against irrelevant threats.</em></p>
<h3>Turning Leaked Credentials into Proactive Defenses</h3>
<p>An intelligence-led security strategy stops guessing and starts acting on hard data. The first pillar is <strong>threat intelligence integration</strong>, where you feed real-time data from internal logs and external feeds into your defenses. This lets you spot patterns before they become breaches. Next, you need continuous risk assessment to prioritize which assets matter most. Finally, a feedback loop for proactive hunting—automated alerts plus human analysis—turns raw intel into decisive actions, keeping you ahead of attackers instead of just reacting to alerts.</p>
<h2>Connecting the Dots: Attribution and Pattern Recognition</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="OSINT and threat intelligence" 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"/></p>
<p>Connecting the dots through <strong>attribution and pattern recognition</strong> is the bedrock of strategic intelligence in language. Every coherent narrative relies on dynamically linking disparate data points to identify causal relationships, transforming noise into actionable insight. Expert analysis demands deliberate scanning for recurring structures, where subtle shifts in syntax or semantic weight reveal underlying intent. <mark>Predictive modeling</mark> thrives here, leveraging these recognized patterns to forecast outcomes with startling precision. Mastering this process is not optional for competitive advantage; it is a fundamental cognitive discipline that separates reactive comprehension from proactive <strong>SEO-driven content strategy</strong>. By consistently mapping cause to effect, you decode the environment and dictate the conversation.</p>
<h3>Linking Threat Actors Through Public Registries and Forums</h3>
<p>Attribution in language learning involves tracing the source of linguistic data—whether from a text, speaker, or algorithm—while pattern recognition enables the brain to identify recurring structures like syntax or phonemes. This cognitive interplay allows learners to distinguish deliberate errors from systematic rules, fostering deeper comprehension. <strong>Effective pattern recognition relies on accurate attribution</strong> to avoid misinterpretation of anomalies as norms. Key aspects include:<br />- <mark>Contextual cues</mark> that signal intent or genre.<br />- Statistical frequencies that validate regularities.<br />- Cross-referencing multiple sources to confirm patterns.<br />Without precise attribution, pattern recognition risks reinforcing flawed linguistic models, particularly in machine learning where data provenance directly impacts output reliability.</p>
<h3>Geolocation and Metadata as Forensic Tools</h3>
<p>Attribution and pattern recognition form the cognitive backbone of how we interpret complex information. When data points are scattered, the mind instinctively seeks connections, linking cause to effect through observed sequences. This process relies on identifying recurring structures—whether in visual stimuli, statistical trends, or behavioral cues. Effective pattern recognition enables accurate attribution, distinguishing correlation from causation and preventing false narratives. <strong>The foundation of reliable inference depends on cross-referencing patterns with contextual evidence</strong> to avoid superficial conclusions. Key elements of this cognitive function include: detecting anomalies, mapping temporal sequences, and validating assumptions against known data. Without these mechanisms, attributing outcomes to random noise becomes a persistent risk.</p>
<h3>Spotting Coordinated Disinformation Campaigns Early</h3>
<p>Connecting the dots in language requires sophisticated pattern recognition, enabling us to attribute cause and effect across complex texts. This cognitive process allows a reader to see how a specific policy failure in a news article directly stems from a regulatory loophole mentioned three paragraphs prior, or how a character’s sudden motivation in a novel is a direct callback to a forgotten early scene. By actively identifying these causal links and recurring themes, we move beyond passive consumption to active comprehension, building a cohesive mental map of the argument or narrative. This skill is the bedrock of critical analysis, transforming disjointed information into a powerful, unified insight. <strong>Mastering attribution through pattern recognition</strong> is therefore non-negotiable for any professional who must synthesize data into actionable intelligence.</p>
<h2>Operationalizing Intel for Faster Incident Response</h2>
<p>To accelerate incident response, operationalize intelligence by embedding <strong>actionable threat data</strong> directly into your SIEM and SOAR platforms. This means automating the ingestion of curated IOCs, TTPs, and adversary behaviors so they trigger prioritized alerts and playbooks without manual intervention. I advise focusing on <strong>closed-loop feedback</strong>: post-incident, update your intel pipelines with observed adversary tradecraft to refine detection logic. Avoid raw data dumps; instead, normalize and correlate intel against your environment’s asset inventory. Use <mark>contextual scoring</mark> to separate critical signals from noise, ensuring responders get precise, prioritized instructions. The goal is to shift from reactive hunting to predictive blocking, turning intel into an automated force multiplier that reduces dwell time and analyst fatigue.</p>
<h3>Feeding Enrichment Data into Your SIEM and SOAR</h3>
<p>Operationalizing intelligence means embedding structured, machine-readable threat data directly into your detection and response workflows. By integrating IOCs, adversary behaviors, and contextual risk scores into your SIEM and SOAR platforms, you eliminate manual triage and accelerate decision-making. <strong>Automated enrichment of security alerts drastically reduces mean time to respond.</strong> For example, a phishing indicator flagged by external intel can automatically trigger endpoint containment and user notification without analyst intervention. Focus on curating high-confidence, timely feeds and mapping them to MITRE ATT&#038;CK techniques. <em>Your intel pipeline is only as fast as your weakest integration.</em> Prioritize APIs that push updates in real time rather than batch imports.</p>
<h3>Prioritizing Alerts Based on Real-World Provenance</h3>
<p>Operationalizing intelligence for faster incident response demands shifting from raw data to actionable context. By integrating threat intelligence feeds directly into SIEM and SOAR platforms, organizations can automate detection, enrichment, and response workflows, slashing mean time to contain (MTTC). <strong>Actionable threat intelligence accelerates decision-making</strong> by filtering noise, prioritizing critical alerts, and pre-defining playbooks for known adversary tactics. This approach ensures alerts include not just severity, but specific adversary behaviors, IPs, and hashes, enabling security teams to pivot from hunting to containment within seconds. <em>Real-time intel integration transforms reactive firefighting into a predictive defense posture.</em> Without this operationalization, even premium feeds remain just another dashboard—costly context without speed.</p>
<h3>Crafting Contextual Reports for Executive Stakeholders</h3>
<p>Operationalizing intelligence transforms raw threat data into immediate, actionable steps that collapse response times from hours to minutes. By automatically feeding enriched indicators of compromise—like malicious IPs or file hashes—directly into your SIEM and SOAR platforms, security teams skip manual analysis and trigger pre-built playbooks the moment a threat is detected. This process creates a dynamic feedback loop where every incident enriches future defenses. To execute this effectively, you need <strong>real-time threat intelligence integration</strong> that aligns with your existing security stack. Without it, analysts waste precious time pivoting between disconnected tools, while attackers advance deeper into the network.</p>
<h2>Navigating Legal and Ethical Boundaries</h2>
<p>Navigating legal and ethical boundaries in AI and content creation often feels like walking a tightrope. You have to balance innovation with responsibility, ensuring your work respects copyright laws, avoids plagiarism, and upholds transparency. <strong>Staying within these legal lines</strong> means always citing sources and knowing what&#8217;s fair use, while ethical practice goes deeper—it&#8217;s about honesty with your audience and avoiding manipulation. For example, using someone’s opinion without permission might be legally fine, but ethically shaky. <strong>Building trust with your readers</strong> relies on this blend of compliance and integrity. The trick is to stay curious, ask questions when unsure, and remember that good ethics usually align with great content. A simple rule: if it feels sneaky, it’s probably crossing a line.</p>
<h3>Staying Compliant While Scraping Public Sources</h3>
<p>The old gardener knew the law of the land as well as the soil. When a customer asked for a rare, protected orchid, he didn&#8217;t just check the price tag—he checked the permits. Navigating legal and ethical boundaries in content creation feels much the same. You find a perfect quote online, but the copyright is unclear. Do you use it anyway? The smart path involves a simple checklist: <strong>responsible content sourcing</strong> requires verifying the license, attributing the creator, and assessing potential harm. One misstep can erode trust faster than a weed takes root. That’s why learning to read the fine print—and the <mark>ethical</mark> landscape—is non-negotiable. It’s not about fear; it’s about cultivating a reputation that lasts.</p>
<h3>Privacy Considerations in Data Correlation</h3>
<p>Navigating legal and ethical boundaries in language feels like walking a tightrope between clarity and consequence. Every word you choose must dodge the pitfalls of defamation, copyright infringement, or hate speech while upholding a moral compass of honesty and respect. <strong>Responsible communication requires constant vigilance</strong>. I learned this firsthand when a client’s marketing copy, though legally accurate, subtly mocked a rival’s customers; it stayed within the law but shredded our ethical promise of fairness. To keep balance, you must:</p>
<ul>
<li>Verify facts to avoid libel</li>
<li>Seek permission for borrowed ideas</li>
<li>Exclude language that demeans any group</li>
</ul>
<p>Only when these fences are both legal and moral does your message become trustworthy. The tightrope sways less with each honest step.</p>
<h3>Defining Acceptable Use for Researcher Tools</h3>
<p>Navigating legal and ethical boundaries in language requires a decisive commitment to both compliance and integrity, especially in high-stakes fields like AI development and digital communication. <strong>Responsible content governance</strong> hinges on understanding nuanced regulations, from data privacy laws like GDPR to intellectual property rights, while proactively auditing for bias and misinformation. This dual focus prevents costly litigation and reputational damage, empowering you to deploy language with authority. Key practices include:</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="OSINT and threat intelligence" 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"/></p>
<ul>
<li>Conducting regular legal reviews of all public-facing text.</li>
<li>Implementing transparent user consent protocols for data usage.</li>
<li>Establishing clear ethical guidelines for tone, inclusivity, and factual accuracy.</li>
</ul>
<p>By embedding these checks into your workflow, you transform legal restrictions into a framework for trustworthy, persuasive communication that stands up to scrutiny and builds lasting audience confidence.</p>
<h2>Future-Proofing Your Analytical Workflow</h2>
<p>To future-proof your analytical workflow, prioritize building modular, scalable systems that adapt to evolving data sources and business questions. Integrating <strong>automated data validation</strong> and version control ensures your findings remain reproducible and credible over time. Embedding a flexible architecture—such as using containerized environments or cloud-native tools—allows seamless scaling without disruptive rewrites. Regularly <mark>reassess</mark> your toolchain to incorporate emerging technologies like AI-assisted analytics, which can enhance pattern recognition without replacing human judgment. Most critically, foster a culture of continuous learning: upskill your team in both technical fluency and ethical data governance. This dual focus on robust infrastructure and adaptive expertise shields your workflow from obsolescence, keeping your insights relevant as algorithms and regulations evolve.</p>
<h3>Integrating AI to Summarize Dark Web Chatter</h3>
<p>Future-proofing your analytical workflow requires embedding adaptability into the core of your data architecture. <strong>Scalable data integration</strong> ensures your systems can handle evolving data sources and increasing volume without costly overhauls. Key actions include:</p>
<ul>
<li>Automating data quality checks to catch errors early.</li>
<li>Using modular, cloud-native tools that support version control.</li>
<li>Investing in reproducible pipelines with clear documentation.</li>
</ul>
<blockquote><p>An agile workflow is not built for today’s tasks but for the questions you haven’t asked yet.</p></blockquote>
<p>Prioritize training your team on emerging technologies, like AI-assisted analytics, and enforce governance protocols that allow for safe experimentation. This approach reduces technical debt and positions your work to remain relevant against future data complexity and regulatory shifts.</p>
<h3>Adapting to Ephemeral Platforms and Encrypted Services</h3>
<p>To future-proof your analytical workflow, prioritize modularity and automation from the start. <strong>Adopt a scalable data architecture</strong> that separates storage from compute, allowing you to swap out tools without rebuilding pipelines. Implement automated testing and version control for all scripts and models to ensure reproducibility as your dataset grows. Avoid locking yourself into proprietary formats; instead, standardize on open-source formats like Parquet and interoperable APIs. This strategy lets you integrate emerging technologies like vector databases or LLM agents without disrupting existing processes. The core principle remains simple: design each component to be independently replaceable, so your workflow evolves with the market rather than becoming obsolete.</p>
<h3>Building a Repeatable Framework for Cross-Source Verification</h3>
<div style="text-align:center">
<iframe width="561" height="316" src="https://www.youtube.com/embed/oXRhWXFjm-4" frameborder="0" alt="OSINT and threat intelligence" allowfullscreen></iframe>
</div>
<p>Future-proofing your analytical workflow ensures long-term relevance against shifting data sources and tooling. This involves designing pipelines with modular components, such as containerized code and API-driven connectors, which allow for easy swaps when technologies evolve. A critical strategy is implementing <strong>scalable data architecture</strong> that accommodates increasing volume without refactoring. Key practices include:</p>
<ul>
<li>Using version-controlled ETL scripts with unit tests.</li>
<li>Storing raw data in open formats like Parquet or Arrow.</li>
<li>Automating dependency updates via CI/CD pipelines.</li>
</ul>
<p><strong>Q: How often should I review my workflow&#8217;s dependencies?</strong><br />A: At least quarterly, or whenever a core tool (e.g., database engine, Python version) announces end-of-life.</p>
<p>The post <a rel="nofollow" href="https://proiectarebucatarii.ro/master-osint-for-next-level-threat-intelligence/">Master OSINT For Next Level Threat Intelligence</a> appeared first on <a rel="nofollow" href="https://proiectarebucatarii.ro">Proiectare Bucatarii</a>.</p>
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