The American Election
2024-07-21 21:01:03
The Person
The person who will be elected will be prone to deceit, cunning, strategy, and stealth. This person will have several key characteristics and behaviors:
Key Characteristics:
1. Clever and Strategic: This person is likely very intelligent and strategic in their thinking. They are adept at planning and often come up with clever solutions to problems.
2. Secretive and Discreet: They tend to keep their plans and thoughts to themselves. They are private and may not easily share their intentions or goals with others.
3. Resourceful and Adaptable: This person is good at making the best of situations, often using limited resources to their advantage. They are flexible and can adapt to changing circumstances with ease.
4. Independent and Self-Reliant: They prefer to operate alone and rely on their own skills and judgment. They are often self-sufficient and do not like to depend on others.
5. Cunning and Deceptive: On the flip side, this person may have a tendency to be deceitful or manipulative. They might engage in dishonest behavior to achieve their goals, such as lying, cheating, or stealing.
Possible Behaviors:
1. Avoidance and Evasion: They might avoid direct confrontation and prefer to handle situations through indirect means. They may evade responsibilities or difficult conversations.
2. Risk-Taking: This person is not afraid to take risks, especially if they believe it will benefit them in the long run. They are willing to bend or break the rules if necessary.
3. Manipulative Tactics: They might use manipulation to get what they want, often playing on others’ emotions or exploiting situations to their advantage.
4. Strategic Planning: They are excellent at planning and executing complex strategies. They think several steps ahead and are often prepared for various outcomes.
5. Guarded Communication: They are careful with their words and often speak in a way that reveals little about their true intentions or feelings. They might use vague or ambiguous language to maintain control over situations.
Contextual Interpretation:
- Positive Aspect: In a positive light, this someone who is resourceful, strategic, and capable of thinking outside the box. They can navigate complex situations with skill and are not easily fooled.
- Negative Aspect: In a more negative context, this is someone who is untrustworthy, deceitful, and prone to unethical behavior. They might prioritize their own interests over the well-being of others and use underhanded methods to achieve their aims.
Overall Description:
This person is likely to be clever, strategic, and resourceful. They value their independence and prefer to work alone or behind the scenes. While their cunning and adaptability can be advantageous, there is also a risk of deceitful or manipulative behavior. This person’s actions and intentions should be carefully scrutinized to ensure that their strategies align with ethical standards and the greater good.
This will result in the following events:
The outcome signifies a focus on hard work, diligence, craftsmanship, and skill development. When this is taken in the context of something soon to happen, especially in this context, it can carry several interpretations:
General Interpretation:
1. Economic Focus: It is likely that the country is about to experience a period where there is a strong emphasis on economic growth through hard work and industry. This could mean an increase in job opportunities, investments in infrastructure, or policies that encourage skill development and vocational training.
2. National Projects and Development: This often indicates a phase of building and crafting. For a country, this could mean embarking on significant national projects such as construction, technological advancements, or educational reforms aimed at improving the nation’s capabilities and self-reliance.
3. Improvement and Refinement: Suggesting a time of refinement and honing of skills. In a national context, this could imply efforts to improve existing systems, processes, or industries to increase efficiency and productivity.
4. Education and Skill Development: Points towards initiatives focusing on education and skill development. This might include new policies or programs designed to enhance the workforce’s skills, thereby contributing to the country's overall growth.
Specific Scenarios:
1. Economic Policies: The country might introduce new economic policies aimed at boosting productivity and encouraging hard work among its citizens. This could include tax incentives for small businesses, grants for startups, or investments in vocational training programs.
2. Infrastructure Projects: There might be an announcement or commencement of major infrastructure projects such as building roads, bridges, or public facilities. These projects would not only create jobs but also contribute to the long-term economic growth of the country.
3. Industry-Specific Developments: The outcome could indicate a focus on specific industries that require skilled labor. For example, there might be a push to develop the technology sector, manufacturing, or agriculture through targeted programs and investments.
4. Cultural or Social Projects: Efforts to preserve and refine cultural heritage, crafts, and traditional skills might also be highlighted. This could involve support for artisans, craftspeople, and initiatives to promote cultural tourism.
Overall Implications:
The country is on the brink of a period characterized by hard work, dedication, and the pursuit of excellence. The focus will likely be on tangible, practical efforts to improve the nation's economic standing, infrastructure, and the skills of its people. This indicates the encouragement of a diligent, methodical approach to development, emphasizing the value of persistent effort and continuous improvement.
Tags: #us election, us election, biden, kamala, trump, election
How extraterrestrial spaceships work
2024-06-21 21:01:01
Element 115 and Gravity Manipulation
Element 115, Moscovium, plays a critical role in the propulsion system. This element is used to generate a powerful gravitational field. The strong nuclear force field of element 115 extends outside the atom and is amplified by the spacecraft's power plant. This amplified strong force is directed at a distant point to which the spacecraft aims to travel. The amplified field manipulates space-time, effectively shrinking the distance between the spacecraft and its destination. Instead of traveling hundreds of light years, the destination point appears to be only a few meters away.
Space-Time Distortion
By generating and amplifying Gravity A waves, the propulsion system creates a distortion in space-time. This allows the spacecraft to "fall" towards its destination, bypassing traditional concepts of thrust and enabling nearly instantaneous travel across vast distances. The gravitational field generated by the propulsion system also provides a form of anti-gravity, allowing the spacecraft to hover and maneuver in ways that conventional aircraft cannot achieve.
Gravity Amplifiers
The spacecraft features three gravity amplifiers positioned on its underside. These amplifiers can be oriented to focus gravity waves in a specific direction, facilitating movement, direction changes, and even rotation. By adjusting the gravity amplifiers, the spacecraft can achieve omnidirectional travel, including vertical movement, high-speed travel, and abrupt changes in direction.
Element 117 and the Power Plant
Element 117, Tennessine, is used to power the spacecraft's power plant through a normal fission reaction. As it decays into element 116, Tennessine generates an extraordinary amount of energy, which powers the entire system, including the gravity amplifiers.
Conclusion
The combination of element 115's gravitational manipulation and element 117's energy generation enables the spacecraft to perform highly advanced maneuvers and travel vast distances instantaneously. This propulsion system represents a significant leap beyond conventional aerospace technology, utilizing the unique properties of these elements to achieve extraordinary capabilities.
Tags: #AdvancedPropulsion #SpacecraftTechnology #Element115 #Element117 #Moscovium #Tennessine #SpaceTimeManipulation #GravityAmplifiers #AntiGravity #UFOPropulsion #AdvancedAerospace #SpaceTravel #QuantumPhysics #SpaceExploration #NuclearEnergy #FutureTechnology
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)
The Adam and Eve story is fake
2024-06-13 13:58:00
Pole Shift and Magnetic Field Anomalies
The South Atlantic Anomaly
The South Atlantic Anomaly is a significant irregularity in Earth's magnetic field. Similar anomalies existed eight to eleven million years ago. Source
Recent Axis Shift
Over the last 25 years, Earth has been knocked off its axis, causing the locations of the north and south poles to shift by centimeters. This shift is attributed to factors such as melting ice. Aylin Woodward, Business Insider, April 28, 2021
Polar Ice Melt
The melting of polar ice is a well-documented fact. The reduction in ice mass affects the distribution of weight on Earth's surface. Chan Thomas theorized that during previous ice ages, Earth's tilt and the subsequent melting of polar ice caused catastrophic floods. However, the current polar ice is significantly less than in the past, making it unlikely to cause a similar tilt.
Historical Floods
- 43,750 years ago
- 29,000 years ago (14,750 years after the previous flood)
- 18,500 years ago (10,500 years after the previous flood) - Adam and Eve's cataclysm
- 11,560 years ago (6,940 years after the previous flood)
- 6,993 years ago (3,560 years after the previous flood) - Noah's flood
Historical Axis Tilts
Earth tipped over on its side approximately 84 million years ago and later righted itself. Aylin Woodward, Business Insider, June 19, 2021
Magnetic Field Reversals
Earth's magnetic field is weakening, and reversals are a common occurrence. Over the last 20 million years, pole reversals have happened about every 200,000 to 300,000 years, though it has been more than twice that long since the last reversal. Reversals happen over hundreds or thousands of years, with multiple poles emerging at different latitudes during the process. Scientists estimate hundreds of reversals over the past three billion years, with fewer reversals when dinosaurs roamed the Earth (about every one million years).
The Brunhes-Matuyama Reversal
The last major pole reversal, the Brunhes-Matuyama reversal, occurred around 780,000 years ago. The fossil record from this period shows no drastic changes in plant or animal life, and deep ocean sediment cores indicate no changes in glacial activity, based on oxygen isotope analysis. This evidence suggests that polarity reversals do not significantly affect Earth's rotation axis, which has a major influence on climate and glaciation patterns.
Conclusion
While anomalies and shifts in Earth's magnetic field and axis are well-documented, the catastrophic scenarios described by Chan Thomas lack substantial scientific evidence and are inconsistent with the geological and paleoclimatic records.
Tags: #poleshift, #South Atlantic, #Anomaly, #magnetic field, #north pole, #magnetic pole
Alien Invasion Agenda
2024-05-20 17:36:23
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)
The alien invasion agenda, as theorized by various UFO researchers and abduction investigators, typically involves several key components. These components suggest a long-term and covert strategy aimed at eventual control or domination of Earth. Here are the primary elements often cited in these theories:
Abduction and Genetic Experimentation: Aliens allegedly abduct humans to perform medical and genetic procedures. These experiments often include extracting genetic material and conducting hybridization processes to create beings that are part human, part alien.
Hybridization Program: The creation of a hybrid species is central to many of these theories. The hybrids are believed to possess qualities of both humans and aliens, potentially allowing them to integrate into human society unnoticed while retaining some level of control or influence from their alien progenitors.
Infiltration and Integration: Hybrids are thought to be placed back into human society to blend in and gradually increase their numbers. This integration is intended to be subtle, allowing hybrids to occupy various roles and positions within human communities without drawing attention to their true nature.
Gradual Takeover: Over time, as the hybrid population grows and integrates more deeply into society, they are expected to gain influence and control. This could manifest in various forms, such as political, economic, or social dominance, effectively paving the way for an alien-controlled future.
Psychological Manipulation and Control: Some theories suggest that aliens are not only creating hybrids but also manipulating human thoughts, memories, and behaviors. This psychological control could ensure compliance and prevent humans from resisting the eventual takeover.
Resource Acquisition: Another possible agenda could be the acquisition of Earth's resources. Aliens might seek to control the planet to exploit its natural resources, whether for sustenance, energy, or other purposes beneficial to their civilization.
Preparation for Full-Scale Invasion: In some scenarios, the hybridization and infiltration process is viewed as a preparatory phase for a more direct and overt invasion. Once the groundwork is laid and sufficient control is established, a full-scale alien invasion could occur, solidifying their dominance over the planet.
Survival and Expansion: Aliens might be motivated by the need to ensure the survival and expansion of their species. Earth and its resources, including its genetic diversity, could be crucial for their long-term survival, leading them to implement such an agenda.
These elements collectively form the basis of the alien invasion agenda as theorized by researchers like David Janvasion
Alien Invasion Timeline
2024-05-20 17:32:15
While there is no concrete evidence or universally accepted timeline for an alleged alien invasion agenda, speculative theories suggest a multi-phase process that could span several decades or even centuries. Here's a possible timeline based on the ideas proposed by researchers like David Jacobs and others:
Phase 1: Initial Contact and Observation (1940s-1960s)
- Initial Sightings: Increased UFO sightings and encounters reported worldwide, particularly around significant events such as the Roswell incident in 1947.
- Surveillance: Aliens begin observing human behavior, technology, and societal structures, possibly to understand human weaknesses and strengths.
Phase 2: Abductions and Genetic Experimentation (1960s-1980s)
- Abductions Begin: A notable increase in reported abductions, where individuals are taken, examined, and sometimes subjected to genetic experiments.
- Genetic Material Collection: Aliens collect human genetic material to study and possibly initiate the hybridization process.
Phase 3: Hybridization Program (1980s-2000s)
- Hybrid Creation: Aliens start creating hybrid beings by combining human and alien DNA. These hybrids may initially be raised in alien environments or controlled settings.
- Integration Training: Hybrids are taught how to blend into human society, learning human behaviors, languages, and customs.
Phase 4: Infiltration and Integration (2000s-Present)
- Gradual Insertion: Hybrids are placed into human society, slowly integrating into various roles without drawing attention to their true nature.
- Establishing Influence: Over time, hybrids gain positions of influence in different sectors, including politics, business, and science, potentially affecting decision-making processes.
Phase 5: Consolidation of Control (Present-2030s)
- Increased Influence: The hybrid population grows, and their influence within human society strengthens. They work to subtly shift societal norms and policies in favor of the alien agenda.
- Psychological Manipulation: Continued efforts to manipulate human perceptions, behaviors, and memories to ensure compliance and reduce resistance.
Phase 6: Full-Scale Implementation (2030s and Beyond)
- Direct Control: Once sufficient influence is achieved, the agenda moves towards more overt control. This could involve significant political changes, economic shifts, or social transformations orchestrated by hybrids or their alien counterparts.
- Resource Acquisition: Aliens may begin overtly exploiting Earth's resources, with humans either being controlled or unaware of the true purpose.
- Final Takeover: In the most extreme scenarios, a full-scale alien invasion could occur, cementing their dominance over the planet.
Phase 7: Post-Takeover (Speculative Future)
- Colonization: The establishment of a new societal order under alien control. Human-alien hybrids may play a key role in maintaining order and managing human populations.
- Long-Term Integration: A new hybridized civilization emerges, with humans and hybrids coexisting under alien oversight.
Important Considerations
- Skepticism and Controversy: It's crucial to remember that these theories are highly speculative and controversial, lacking empirical evidence and often based on anecdotal accounts.
- Alternative Explanations: Many researchers and scientists offer alternative explanations for UFO sightings and abduction experiences, including psychological phenomena, misidentifications, and cultural influences.
The proposed timeline is a framework based on speculative theories and should be considered within the context of ongoing debates and the lack of concrete evidence supporting the existence of such an agenda.
Tags: #alien invasion timeline
Alien Invasion From a Practical and Tactical Perspective
2024-05-20 17:29:00
From a practical and tactical perspective, achieving an (alien) invasion or hybridization agenda would require a series of carefully coordinated steps to ensure gradual infiltration, manipulation, and control of human society. Here are the key steps they would theoretically need to take:
1. Surveillance and Data Gathering
- Observation: Continuous monitoring of human activities, technological advancements, and societal structures to understand strengths, weaknesses, and behaviors.
- Information Gathering: Collecting data on key individuals, government systems, and global infrastructure to identify potential points of influence and control.
2. Abductions and Genetic Experimentation
- Covert Abductions: Abducting individuals in a manner that minimizes detection and public awareness, often using advanced technology to avoid leaving evidence.
- Medical Procedures: Conducting genetic experiments to extract and manipulate human DNA, aiming to create hybrid beings with desired traits.
- Memory Manipulation: Using techniques to erase or alter the memories of abductees to prevent them from recalling their experiences clearly and reducing the likelihood of widespread panic or resistance.
3. Hybrid Creation and Training
- Genetic Engineering: Developing hybrids through a combination of human and alien DNA, ensuring they possess human-like appearances and capabilities.
- Behavioral Training: Educating hybrids to understand and mimic human behaviors, languages, and customs to blend seamlessly into human society.
- Psychological Conditioning: Preparing hybrids to remain loyal to the alien agenda and capable of influencing humans without revealing their true nature.
4. Infiltration and Integration
- Strategic Placement: Gradually inserting hybrids into key positions within human society, including politics, business, education, and media.
- Building Networks: Creating networks of influence that can shape public opinion, policy decisions, and cultural norms in favor of the alien agenda.
- Maintaining Secrecy: Ensuring hybrids and their activities remain undetected by using advanced technologies for communication and coordination, as well as leveraging psychological manipulation to discredit whistleblowers and skeptics.
5. Manipulation and Control
- Social Engineering: Influencing societal values, beliefs, and behaviors through media, education, and cultural trends to create a more compliant and controllable population.
- Psychological Manipulation: Using advanced techniques to manipulate human thoughts, emotions, and behaviors, potentially including mind control or mass hypnosis.
- Disinformation Campaigns: Spreading misinformation and discrediting credible information about alien activities to sow confusion and prevent organized resistance.
6. Consolidation of Power
- Gaining Influence: Gradually increasing the number of hybrids in positions of power and influence, ensuring they can shape global policies and decisions.
- Economic Control: Manipulating economic systems to create dependencies and leverage control over resources and industries.
- Military Infiltration: Infiltrating and influencing military forces to prevent effective resistance and ensure compliance with the alien agenda.
7. Final Takeover and Control
- Coordinated Action: Orchestrating a series of coordinated actions to solidify control over key aspects of human society, including government, economy, and infrastructure.
- Direct Intervention: If necessary, deploying advanced technologies or alien forces to enforce control and suppress any remaining resistance.
- Resource Management: Exploiting Earth's resources to benefit the alien civilization while maintaining enough stability to prevent total societal collapse.
8. Post-Takeover Management
- Establishing New Order: Implementing a new societal structure that integrates hybrids and humans under alien oversight, ensuring long-term stability and control.
- Cultural Assimilation: Encouraging or enforcing cultural assimilation to reduce friction between humans and hybrids and promote a unified society.
- Continuous Surveillance: Maintaining ongoing surveillance and control measures to prevent rebellion and ensure compliance with the new order.
Important Considerations
- Technological Superiority: The aliens would need to possess significantly advanced technology to achieve these objectives, particularly in terms of surveillance, mind control, and genetic manipulation.
- Psychological Tactics: Effective psychological manipulation would be crucial to prevent widespread panic, resistance, and the formation of organized opposition.
- Secrecy and Deception: Maintaining secrecy and using deception would be essential to ensure that their activities remain undetected until they have achieved sufficient control.
These steps are speculative and based on theoretical scenarios proposed by researchers in the field of ufology and abduction studies. There is no empirical evidence to support the existence of such an agenda, and these ideas remain highly controversial and debated.
Tags: #
PC Not Booting
2024-05-20 16:38:33
Last night after moving things back in place after having painted the room, my pc wouldn't boot. It would go into bios, bios would say attempting recovery, then go into a light blue screen to choose the keyboard and then to windows repair.
Long story short, I disconnected all the hard drives, except the main drive which is NVMe on the motherboard. I then booted and it went in without issues. The only thing is ZeroTier vpn that we use to make a virtual lan didn't load and had to be reinstalled.
Tags: #PC not booting, Windows repair.
The Alien Invasion
2024-05-20 16:32:51
Aliens are going to replace us with hybrids because humans are so inferior and the earth is wasted on us. They are not only developing hybrids, they have a plan and they are waiting for their hybrids to reach a critical development stage and a critical population size. At that time they will eliminate the humans and set the hybrids free on earth. The humans will be herded into large stadium type structures and destroyed.
The Aliens are not concerned about wars among the humans, but they are not going to allow any nuclear weapons to be used. They are actively reducing the world's human population by intervention in the human reproductive capacities.
Tags: #Aliens, #Invasion, #AlienInvasion, Alien Invasion, human extinction.