Q post 722 02.11.2018 - LESS THAN 10 (HIGHLY CLASSIFIED SAP IMPLICATION) + RED_OCTOBER.

Q post 1440 06.03.2018 - Text in the shape of a handgun, Hunter went on trial 06/03/2024.

Q post 1479 06.12.2018 - Q posted a Submarine, on 06.12.2024 zulu time, a Russian submarine fleet passed Florida, the same day Hunter was found guilty on federal gun charges.

Q post 3464 07.22.2019 - HUNTERS BECOME THE HUNTED + DARK TO LIGHT + NOT ANOTHER 4 YEAR ELECTION.

Q post 3625 11.24.2019 - [HUNTER]s BECOME THE HUNTED + BURISMA PDF.

Q post 3799 01.28.2020 - TIMING IS EVERYTHING + HUNTERS BECOME PREY.

Q post 3850 02.10.2020 - "Hunters become the Hunted" poster on 02/10/2020 stating "How do you introduce evidence legally?", during the trial the laptop of Hunter was introduced as evidence.

Q post 3923 04.09.2020 - "Hunters become the Hunted" poster again & DATES ARE IMPORTANT, on 04.09.2024 in the news - Russia accused Burisma of funding terrorism.

Q post 4800 10.01.2020 - RED OCTOBER.

Connections to 10 U.S. Code § 119 - Special Access Programs:

Q Posts on January 19 (1/19):

Q Post 566 (January 19, 2018): Mentions learning Russian and connects to "RED OCTOBER," which implies classified operations.

Q Post 558 (January 19, 2018): "TIMING IS EVERYTHING," suggesting precise timing in the context of special access programs.

Q Post 562 (January 19, 2018): "REMEMBER THIS DAY," emphasizing the significance of January 19 in the broader narrative.

Q Post 10 U.S. Code § 119: The alignment of the January 19 posts with 10 U.S. Code § 119 suggests that these posts may be hinting at highly classified operations under special access programs.

Strategic Importance of Dates: The emphasis on specific dates, such as January 19 (1/19) and their alignment with 10 U.S. Code § 119 (Special Access Programs), suggests a deliberate strategy in revealing information and connecting events.

ODDS:

Calculating the exact odds of the given coincidences happening requires specific probabilities for each individual event, which is challenging to determine without detailed data. However, I can outline a general approach to estimating these probabilities based on assumptions and statistical principles.

Steps to Calculate the Odds:

Identify Individual Events:

Hunter Biden’s trial starting on June 3, 2024.

Hunter Biden’s laptop being introduced as evidence.

A Russian submarine fleet passing by Florida on June 11, 2024.

Hunter Biden being found guilty on June 11, 2024.

Russia accusing Burisma of funding terrorism on April 9, 2024.

Multiple Q posts aligning with specific dates and themes.

Assign Probabilities to Each Event:

The probability of Hunter Biden’s trial starting on a specific date.

The probability of his laptop being introduced as evidence.

The probability of a Russian submarine fleet passing by Florida on a specific date.

The probability of Hunter Biden being found guilty on a specific date.

The probability of Russia making an accusation on a specific date.

The probability of Q posts aligning with specific dates and themes.

Estimate Individual Probabilities:

For simplicity, let's assume each event has a rough probability:

Specific trial date: P1 = 1/365 (one day out of the year).

Laptop as evidence: P2 = 0.5 (assuming a 50% chance).

Submarine fleet on a specific date: P3 = 1/365.

Guilty verdict on a specific date: P4 = 1/365.

Russia's accusation on a specific date: P5 = 1/365.

Q post alignment: Let's assume a higher probability given the broad nature of interpretations, P6 = 0.1.

Combine Probabilities:

Assuming independence, the combined probability P of all events occurring together is the product of individual probabilities: P = P1 × P2 × P3 × P4 × P5 × P6

P = 1/365 × 0.5 × 1/365 × 1/365 × 1/365 × 0.1

Calculate:

Plugging in the values:

P = 1/365 × 1/365 × 1/365 × 1/365 × 0.5 × 0.1

P = 1/365^4 × 0.5 × 0.1

P = 1/1779360625 × 0.5 × 0.1

P = 0.05/1779360625

P ≈ 2.81 × 10^-11

The calculated probability P ≈ 2.81 × 10^-11 indicates extremely low odds of all these events occurring coincidentally, given our assumptions. However, this is a rough estimate and actual probabilities may vary significantly based on more accurate data and dependencies between events. This approach highlights the statistical unlikelihood of such a specific sequence of coincidences, emphasizing the perceived significance by those interpreting these events.

The probability P ≈ 2.81 × 10^-11 translates to odds of about 1 in 28,100,000,000,000 (or 1 in 28.1 trillion). This means that the likelihood of all these coincidences happening together is extremely low, with the odds being 1 in 28.1 trillion.

For context:

The odds of winning the Powerball jackpot are approximately 1 in 292,201,338.

0.00000000000356% chance of these connections being a "coincidence"

0.00000000000926% Rolling a Die 21 Times in a Row and Getting a Six Each Time

0.000000342% Winning the Powerball Jackpot (US).

0.0000833% Being Struck by Lightning in a Year (US)

BTW if you like, you can save time and keystrokes by using the conventional notation Q34, Q558, Q4800, etc. Bonus! Everyone will know it's a post without having to type the word every time :)

Thanks again for breaking down the odds of everything happening simultaneously. And don't worry about being too precise: With numbers this big, how important is accuracy? Even if you were off by a factor of a thousand, 1 in 28 billion still has essentially the same effect!

It's even crazier calculating the odds of a group of chemicals accidentally arranging themselves into a protein molecule or DNA strand. Mind blowing!

What I can't reconcile is the comparison to the Powerball. In lottery there is one winning number, where here there isn't one anticipated outcome, but an outcome that was decided after it happened. So I guess my question to you is, how many "potential" outcomes were there, for all possible connections that could have been made? If the potential number of combinations approaches 28 trillion, then does this one remain special?

10 USC 119 - SPECIAL ACCESS PROGRAMS.

Q post 562 1.19.2018 - REMEMBER THIS DAY

Q post 558 1.19.2018 - TIMING IS EVERYTHING

Q post 566 1.19.2018 - MAKE SURE TO LEARN RUSSIAN

Q post 722 02.11.2018 - LESS THAN 10 (HIGHLY CLASSIFIED SAP IMPLICATION) + RED_OCTOBER.

Q post 1440 06.03.2018 - Text in the shape of a handgun, Hunter went on trial 06/03/2024.

Q post 1479 06.12.2018 - Q posted a Submarine, on 06.12.2024 zulu time, a Russian submarine fleet passed Florida, the same day Hunter was found guilty on federal gun charges.

Q post 3464 07.22.2019 - HUNTERS BECOME THE HUNTED + DARK TO LIGHT + NOT ANOTHER 4 YEAR ELECTION.

Q post 3625 11.24.2019 - [HUNTER]s BECOME THE HUNTED + BURISMA PDF.

Q post 3799 01.28.2020 - TIMING IS EVERYTHING + HUNTERS BECOME PREY.

Q post 3850 02.10.2020 - "Hunters become the Hunted" poster on 02/10/2020 stating "How do you introduce evidence legally?", during the trial the laptop of Hunter was introduced as evidence.

Q post 3923 04.09.2020 - "Hunters become the Hunted" poster again & DATES ARE IMPORTANT, on 04.09.2024 in the news - Russia accused Burisma of funding terrorism.

Q post 4800 10.01.2020 - RED OCTOBER.

Connections to 10 U.S. Code § 119 - Special Access Programs:

Q Posts on January 19 (1/19):

Q Post 566 (January 19, 2018): Mentions learning Russian and connects to "RED OCTOBER," which implies classified operations.

Q Post 558 (January 19, 2018): "TIMING IS EVERYTHING," suggesting precise timing in the context of special access programs.

Q Post 562 (January 19, 2018): "REMEMBER THIS DAY," emphasizing the significance of January 19 in the broader narrative.

Q Post 10 U.S. Code § 119: The alignment of the January 19 posts with 10 U.S. Code § 119 suggests that these posts may be hinting at highly classified operations under special access programs.

Strategic Importance of Dates: The emphasis on specific dates, such as January 19 (1/19) and their alignment with 10 U.S. Code § 119 (Special Access Programs), suggests a deliberate strategy in revealing information and connecting events.

ODDS:

Calculating the exact odds of the given coincidences happening requires specific probabilities for each individual event, which is challenging to determine without detailed data. However, I can outline a general approach to estimating these probabilities based on assumptions and statistical principles.

Steps to Calculate the Odds:

Identify Individual Events:

Hunter Biden’s trial starting on June 3, 2024.

Hunter Biden’s laptop being introduced as evidence.

A Russian submarine fleet passing by Florida on June 11, 2024.

Hunter Biden being found guilty on June 11, 2024.

Russia accusing Burisma of funding terrorism on April 9, 2024.

Multiple Q posts aligning with specific dates and themes.

Assign Probabilities to Each Event:

The probability of Hunter Biden’s trial starting on a specific date.

The probability of his laptop being introduced as evidence.

The probability of a Russian submarine fleet passing by Florida on a specific date.

The probability of Hunter Biden being found guilty on a specific date.

The probability of Russia making an accusation on a specific date.

The probability of Q posts aligning with specific dates and themes.

Estimate Individual Probabilities:

For simplicity, let's assume each event has a rough probability:

Specific trial date: P1 = 1/365 (one day out of the year).

Laptop as evidence: P2 = 0.5 (assuming a 50% chance).

Submarine fleet on a specific date: P3 = 1/365.

Guilty verdict on a specific date: P4 = 1/365.

Russia's accusation on a specific date: P5 = 1/365.

Q post alignment: Let's assume a higher probability given the broad nature of interpretations, P6 = 0.1.

Combine Probabilities:

Assuming independence, the combined probability P of all events occurring together is the product of individual probabilities: P = P1 × P2 × P3 × P4 × P5 × P6

P = 1/365 × 0.5 × 1/365 × 1/365 × 1/365 × 0.1

Calculate:

Plugging in the values:

P = 1/365 × 1/365 × 1/365 × 1/365 × 0.5 × 0.1

P = 1/365^4 × 0.5 × 0.1

P = 1/1779360625 × 0.5 × 0.1

P = 0.05/1779360625

P ≈ 2.81 × 10^-11

The calculated probability P ≈ 2.81 × 10^-11 indicates extremely low odds of all these events occurring coincidentally, given our assumptions. However, this is a rough estimate and actual probabilities may vary significantly based on more accurate data and dependencies between events. This approach highlights the statistical unlikelihood of such a specific sequence of coincidences, emphasizing the perceived significance by those interpreting these events.

The probability P ≈ 2.81 × 10^-11 translates to odds of about 1 in 28,100,000,000,000 (or 1 in 28.1 trillion). This means that the likelihood of all these coincidences happening together is extremely low, with the odds being 1 in 28.1 trillion.

For context:

The odds of winning the Powerball jackpot are approximately 1 in 292,201,338.0.00000000000356% chance of these connections being a "coincidence"0.00000000000926% Rolling a Die 21 Times in a Row and Getting a Six Each Time0.000000342% Winning the Powerball Jackpot (US).0.0000833% Being Struck by Lightning in a Year (US)0.0000625% Being Hit by a Meteoriteu/#silvia u/#mikeyep

Kek.

u/#MindBlown u/#samuraipopcorn

Amazing and impressive anon

BTW if you like, you can save time and keystrokes by using the conventional notation Q34, Q558, Q4800, etc. Bonus! Everyone will know it's a post without having to type the word every time :)

Thanks again for breaking down the odds of everything happening simultaneously. And don't worry about being too precise: With numbers this big, how important is accuracy? Even if you were off by a factor of a thousand, 1 in 28 billion still has essentially the same effect!

It's even crazier calculating the odds of a group of chemicals accidentally arranging themselves into a protein molecule or DNA strand. Mind blowing!

o7

That was an impressive amount of effort!

What I can't reconcile is the comparison to the Powerball. In lottery there is one winning number, where here there isn't

oneanticipated outcome, but an outcome that was decided after it happened. So I guess my question to you is, how many "potential" outcomes were there, for all possible connections that could have been made? If the potential number of combinations approaches 28 trillion, then does this one remain special?This is a lot to absorb.

Gonna need a minute.

slaps kneesWELP I guess ill open this on the pc in ms paintHave we reached mathematical impossibility?

But the people who think humans evolved from single celled organisms will say, "given enough time, even the mathematically impossible is possible" :0

🤯😵💫🤯😵💫

Well done!

👀🍿

And this :

https://www.thegatewaypundit.com/2024/06/cuban-missile-crisis-2-0-after-russian-nuclear/

Hunt for red October:

https://qalerts.app/?q=Red+October

GET THIS MAN A COAT

Autism at its finest

A trillion is a million millions.

1 in 28 trillion = those who can make head or tail of this :)

u/#hopium

BUT.... NOTHING'S HAPPENING!!!!

🤪🤪🤪😂😂😂