PROJECT CAMELOT
https://rumble.com/v72y83k-john-huthison-free-energy-portal-tech-and-time-travel.html
Kerry Cassidy says USA is battlin' the Anunnaki in Iran and Iraq.... 👽🇺🇸👽🇺🇸👽🇺🇸👽🇺🇸👽🇺🇸👽🇺🇸👽🇺🇸
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MES Links
MES Livestream 133: BeneficenceTV discusses his recent Breakthrough Energy Research - YouTube - Rumble - Odysee - BitChute - X - Twitch - Notes - Summary - BeneficenceTV playlist - MES Livestreams Ben Factor from BeneficenceTV joins the show again to discuss…
MES Livestream 134: Trump Moonchild Deep Dive - YouTube - Rumble - X - Twitch - Notes - Trailer - MES Livestreams
Join me as I discuss the recent screenplay we call reality and recap how the events are unfolding in geopolitics, the Iran war, AI technocracy, the current push of UFOs / aliens / Project Blue Beam, and of course, discuss the Reality TV host and Moonchild himself, Donald J. Trump.
June 13, 2026 SATURDAY at 1 PM PDT
#Trump #Moonchild #UFO #Iran #AI
Join me as I discuss the recent screenplay we call reality and recap how the events are unfolding in geopolitics, the Iran war, AI technocracy, the current push of UFOs / aliens / Project Blue Beam, and of course, discuss the Reality TV host and Moonchild himself, Donald J. Trump.
June 13, 2026 SATURDAY at 1 PM PDT
#Trump #Moonchild #UFO #Iran #AI
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MES Links
Bob Greenyer discussin' the MH370 teleportation cartoons... • Hive post
Joe, aka MH370 Teleportation video creator, chimes in to the cold fusion monopole plasmoid nonsense. 👻✈️👻✈️👻✈️
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MES Links
MES Livestream 134: Trump Moonchild Deep Dive - YouTube - Rumble - X - Twitch - Notes - Trailer - MES Livestreams Join me as I discuss the recent screenplay we call reality and recap how the events are unfolding in geopolitics, the Iran war, AI technocracy…
Trump really having a UFC fight outside the White House on his birthday tomorrow 😬😬😬😬🥊🥊🥊🥊🥊
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MES Links
MES Livestream 134: Trump Moonchild Deep Dive - YouTube - Rumble - X - Twitch - Notes - Trailer - MES Livestreams Join me as I discuss the recent screenplay we call reality and recap how the events are unfolding in geopolitics, the Iran war, AI technocracy…
Terms of the USA - Iran (fake) peace deal 👀
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MES Links
RARE Steven Krivit Interview with Martin Fleischmann discussing Cold Fusion (2003) - 3Speak - YouTube - Hutchison Effect playlist (Hive) - Free Energy playlist In this video, I have uploaded a rare August 24, 2003 interview by New Energy Times founder Steven…
Steven Krivit emailed me saying he liked my upload of his 2003 interview with Martin Fleischmann!
He also made a full transcript of the interview audio recording and published both on his website!
https://newenergytimes.com/
• Hive post
He also made a full transcript of the interview audio recording and published both on his website!
https://newenergytimes.com/
• Hive post
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Forwarded from RichPlanet Official
SOME NEWS
Please find a short video update here,
https://www.richplanet.net/richp_genre.php?ref=318&part=1&gen=99
Andrew Johnson and Danielle and Lloyd Bryant who are trustees of the "Home for Lewis" Trust have organised a UK speaking tour in order to raise funds for the trust. Details can be found here,
https://www.ahomeforlewis.org
I hope to see you there,
Thank you for all the help.
Richard
Please find a short video update here,
https://www.richplanet.net/richp_genre.php?ref=318&part=1&gen=99
Andrew Johnson and Danielle and Lloyd Bryant who are trustees of the "Home for Lewis" Trust have organised a UK speaking tour in order to raise funds for the trust. Details can be found here,
https://www.ahomeforlewis.org
I hope to see you there,
Thank you for all the help.
Richard
A Home For Lewis
Eleven year old Lewis Hall’s home, which he has lived in all of his life, is subject to a charging order, which means his home is no longer secure. Hence, through no fault of his own, he is under a...
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MES Links
CORRECTION: The Trump Kabbalah quote is actually from Guy Oseary, and Trump's book is just a collection of quotes from 100 businesspeople. —— Throwback to when Trump's KABBALAH teacher gave him some pretty good advice 😂😮🗣🔥 - 2004 book wiki
CORRECTION: The Trump Kabbalah quote is actually from Guy Oseary, and Trump's book is just a collection of quotes from 100 businesspeople.
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Forwarded from EyesIsWatchin
Quick update:
The show is on hold for now while I deal with some personal issues that require my full attention. I don't have a timeline for the next episode, but I'll keep everyone updated when I know more.
Thanks for the support and hope everyone is well.
– Steve
The show is on hold for now while I deal with some personal issues that require my full attention. I don't have a timeline for the next episode, but I'll keep everyone updated when I know more.
Thanks for the support and hope everyone is well.
– Steve
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MES Links
Geometric Series: Deriving the Sum using an Ingenious Method (and via Similar Triangles) - 3Speak - YouTube - Notes - Playlist - Sequences and Series In this video, I go over the geometric series, which is the sum a + a r + a r^2 + ..., and show that if the…
Examples on Identifying Geometric Series and Determining if it Converges or Diverges - 3Speak - YouTube - Notes - Playlist - Sequences and Series
In this video, I go over two examples and two methods of identifying if a series is a geometric series, and then finding its sum if it converges. In the first example, we are given the first 4 terms of a series, which we can identify the first term and calculate its common ratio from each successive term. Since the absolute value of the common ratio is less than 1, we can obtain its sum. I also illustrate in a graph how the partial sums of this series oscillate back and forth while ultimately approaching the limit of 3, which is defined as its actual sum.
In the second example, I re-arrange the summation equation directly to show that it is a geometric series. In this case, the common ratio is greater than 1, so the series diverges.
#math #calculus #series #geometricseries #education
In this video, I go over two examples and two methods of identifying if a series is a geometric series, and then finding its sum if it converges. In the first example, we are given the first 4 terms of a series, which we can identify the first term and calculate its common ratio from each successive term. Since the absolute value of the common ratio is less than 1, we can obtain its sum. I also illustrate in a graph how the partial sums of this series oscillate back and forth while ultimately approaching the limit of 3, which is defined as its actual sum.
In the second example, I re-arrange the summation equation directly to show that it is a geometric series. In this case, the common ratio is greater than 1, so the series diverges.
#math #calculus #series #geometricseries #education
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