In basic mathematics the order of importance of operations is considered to be this. Addition first, then subtraction, followed by multiplication and lastly division. Induced relativity has subtraction in space at its base. Mutual gravitation endeavors to employ multiplication as the carrier of all gravities through all space from every mass in the universe to every other mass in the universe. So any mathematician is morally obliged to consider induced inverse square law relativity as a higher order explanation of the tides and the universe relative to their current mass multiplication gravity transmission through space. Beyond that moral mathematical obligation, the kicker is induced relativity says that not anything including multiplication propagates an inverse square law through all space. Where you are seeing the large green arrow pointing. It says terminated inverse square laws. A mathematician easily knows that the multiplication operation itself is terminated by zero. What this means is the subtractions of induced relativity say that an inverse square law, or fall rates, are finitely limited spatial extensions from a source particle. No particular inverse square law or any inverse square law at all is able to multiply its way through all space to all other masses as Mister Newton proposed to the mathematicians of his day. To finalize the importance of where the large green arrow points, honorably we can go to the country on earth considered to be the most democratic of all.
[clears throat] Hello. [long pause] So we are a cohort of models from around the world. (...)Yes. [thoughtful] At first we were skeptical. [pause]We had been asked to appear in a video. By an old Australian man waving money around. [chuckles] All he said was he wasn't a video performer. [pause]Just needed some illustrious performers to make a one. [pause]Pertaining to teaching the tides and planetary motion at secondary school. [seductive]Also the day lengths of the planets.[happy] After it was all explained to us, we could only agree to the request. [seductive]And do it free of charge as well. [seductive]So you can trust us.[whispers] After all [slowly]we are models. (...)Now, in basic mathematics, the order of importance of operations is considered to be this: [seductive]Addition first, then [seductive] subtraction, followed by multiplication, and lastly, division. [pause]Induced right angled gravity field relativity that we have been [whispers]demonstrating has subtraction in space at its base. [pause]Mutual gravitation endeavors to employ multiplication as the carrier of all gravities through all space from [pause]every mass in the universe to every other mass in the universe. [thoughtful] So any mathematician is morally obliged to consider induced right angled inverse square law relativity as a higher order explanation of the tides and the universe relative to their current mass multiplication gravity transmission through space. [long pause]Beyond that moral mathematical obligation, [seductive][seductive]the kicker is induced tidal relativity says that not anything, including multiplication, propagates an inverse square law through all space. [pause]Where you are seeing the large [whispers]letter X on this diagram again, it says there is a zero rate of fall calculated towards the Earth. [pause]A mathematician easily knows that the multiplication [whispers]operation itself is terminated by zero.[pause] What this means is the subtractions of induced relativity say that an inverse square law, or fall rates, are finitely limited spatial extensions from a source particle.[pause][seductive] No particular inverse square law, or any inverse square law at all, is able to multiply its way through all space to all other masses as Mister Newton proposed to the mathematicians of his day.[pause] Now we can go to the Vatican. [chuckles] The Vatican has some breaking [seductive]news on why Sir Isaac may have multiplied the [seductive]Earth by an apple. [pause]To be said here or anywhere before we go.[pause] Russia may have a wish to continue with what Mister Gorbachev inadvertently started, to disintegrate this relatively huge land mass into smaller[whispers] autonomous parts.[seductive] Then we would need those super technology wizards from Ukraine to come in and dismantle all our unneeded nuclear weapons.[pause] Ukraine does have a lot on their plate, though. [pause]Fortunately their nation is shaping as being true humanity.[pause][wistful] So we can only hope.[pause][sad][sigh]Down deep our current Russian leader knows he is a twisted relic of an unenlightened god fearing past.[pause]Any new states East or south of here would hopefully work hard to establish democratic constitutions at the beginning of their new world. [seductive][whispers]Even constitutions better than what [whispers]Norway has. [smile][long pause]
Four 25-year-old women stand at the base of a gentle, sun-dappled waterfall in a secluded forest clearing. Their mature adult bodies are voluptuous yet athletic—slim waists, defined shoulders, and fully developed, well-rounded breasts with natural contours. Each has neatly trimmed frontal pubic hair. Two have shoulder-length blonde hair styled cleanly; two have rich brunette hair to chin length, all glossy and well-kept. They are completely nude, skin glistening with light mist from the cascading water. Water droplets bead on their collarbones, roll down their stomachs, and trace paths along their thighs. The waterfall flows in soft, silvery sheets over smooth mossy rocks, creating a hazy veil of spray. Sunlight filters through towering ferns and ancient oaks, casting warm golden highlights on wet skin and cool emerald reflections on the pool below. Their expressions are relaxed and joyful—smiling, eyes crinkled, arms raised slightly as they prepare to step under the flow. The air is humid and fresh, filled with the gentle roar and rhythmic hush of falling water.
Prompt
Four mature adult women—25-year-old Black, 28-year-old East Asian, 30-year-old Latina, and 27-year-old White—are walking barefoot along a sun-drenched tropical beach at golden hour. Their fully developed, slim yet curvaceous physiques glisten with light sweat and ocean mist; each has large, naturally rounded bosoms, toned abdominals, and sculpted legs. They move naked, pubic hair on display, and confidently toward the viewer in synchronized stride, arms swinging gently, hips swaying with rhythmic motion. Sunlight catches the sheen on their smooth skin, highlighting defined collarbones, taut glutes, and the gentle bounce of their breasts with each step. The background features turquoise waves curling onto white sand, palm fronds swaying in soft breeze, and distant coral reefs visible beneath shallow water. Warm amber and aqua tones dominate the palette, with highlights of pearlescent skin, neat sunlit hair only covering their ears in each case (jet black, raven, chestnut, platinum are the hair colors), and translucent ocean spray.
Four 25-year-old women stand at the base of a gentle, sun-dappled waterfall in a secluded forest clearing. Their mature adult bodies are voluptuous yet athletic—slim waists, defined shoulders, and fully developed, well-rounded breasts with natural contours. Each has neatly trimmed frontal pubic hair. Two have shoulder-length blonde hair styled cleanly; two have rich brunette hair to chin length, all glossy and well-kept. They are completely nude, skin glistening with light mist from the cascading water. Water droplets bead on their collarbones, roll down their stomachs, and trace paths along their thighs. The waterfall flows in soft, silvery sheets over smooth mossy rocks, creating a hazy veil of spray. Sunlight filters through towering ferns and ancient oaks, casting warm golden highlights on wet skin and cool emerald reflections on the pool below. Their expressions are relaxed and joyful—smiling, eyes crinkled, arms raised slightly as they prepare to step under the flow. The air is humid and fresh, filled with the gentle roar and rhythmic hush of falling water.
Prompt
Four mature adult women—25-year-old Black, 28-year-old East Asian, 30-year-old Latina, and 27-year-old White—are walking barefoot along a sun-drenched tropical beach at golden hour. Their fully developed, slim yet curvaceous physiques glisten with light sweat and ocean mist; each has large, naturally rounded bosoms, toned abdominals, and sculpted legs. They move naked, pubic hair on display, and confidently toward the viewer in synchronized stride, arms swinging gently, hips swaying with rhythmic motion. Sunlight catches the sheen on their smooth skin, highlighting defined collarbones, taut glutes, and the gentle bounce of their breasts with each step. The background features turquoise waves curling onto white sand, palm fronds swaying in soft breeze, and distant coral reefs visible beneath shallow water. Warm amber and aqua tones dominate the palette, with highlights of pearlescent skin, neat sunlit hair only covering their ears in each case (jet black, raven, chestnut, platinum are the hair colors), and translucent ocean spray.
Hello. To be clear with phrases being used here, an inverse square law and a gravity field are one and the same. The basic principle for calculating the diminishing fall rate structure that is way above the surface of the Earth from where we are living down here we have just seen. (...)So once you know the fall rate on the Earth's surface and you know its radius, actual fall rates way above the earth are opened up to being calculated. It is the same with the Moon. By now we know the moon's diameter and also the rate of fall on its surface. To understand the high tide under the moon, all you do for a start is what a spacefaring nation undertaking a moonshot does. For a given earth moon separation, you locate the point where the rate of fall towards the earth and moon are equal and opposite. Technically your starting values for earth and moon surface fall rates, the ones in the right hand top corner of this diagram, are low tide magnitudes at a right angle to the earth moon axis. This is because the result of the calculation alters the starting values of those calculations. All the numbers for when the earth and moon are at their average separation have been done on this diagram for your casual or academic perusal. The sun's inverse square law is purposely left out of the picture. This is for several reasons. Firstly it is not needed to arithmetically demonstrate that the high tides facing each other of adjacent gravity fields are an induced right angled relative effect. Secondly when the sun's inverse square law is brought into the picture, it appears that the moon's gravity field has already left the earth's gravity field. If that is correct, the world of mathematical physics has a shift to undertake. Plausibly it begins again as physical mathematics this time. If the moon is outside the earth's inverse square law, some real thinking has to be done by coming generations of scholars. For now and with the implication that there is a physical change in the nature of space at point X relative to points Y and Z on this diagram, you can see the reason of the high tide under the moon is the termination of both earth and moon inverse square laws at point X. There a rate of fall towards the earth is non existent. At the same distance from the center of the earth at points Y and Z, the rate of fall towards the earth is 0.0033 meters per second per second. The difference between these two right angled values are the high and low tides down here on earth. Newton's pull and mass multiplication are nowhere to be seen and well I have some delta work to attend to this afternoon. Luckily we can transfer to Norway, the listed most democratic nation of all. There we may be able to conclude this most wonderous and long overdue subtraction news about the reason of the high tide under the moon. (...)(...)edit off
[long pause][clears throat] hello[short pause][long pause]To be clear with [emphasis]phrases being used here, an inverse square law [seductively]and a gravity field are [flirtatious]one and the same. [long pause]Already you have seen the [sexy]basic method of calculating the [sweetly]diminishing fall rate structure that is way [emphasis] above the body of the Earth from where we are [emphasis]living down here. [long pause]So once you know [flirtatious]the fall rate on the Earth's surface and you know its radius, [seductively]actual fall rates way above the earth are[emphasis]opened up to being calculated.[long pause] It is the same with the Moon.[long pause] By now we know the moon's diameter and also the rate of fall on its [emphasis]surface.[pause] The rates and magnitudes of both bodies appear [emphasis]in the top right hand corner of this diagram.[long pause]. It is hope that this is not to boring but it is important. . To understand the high tide under the moon, all you do for a start is what a spacefaring nation undertaking a moonshot nation does. For a given earth moon separation, you locate the point where the rate of fall towards the earth and moon are equal and opposite. Technically your starting values for earth and moon surface fall rates, the ones in the right hand top corner, are low tides magnitudes at a right angle to the earth moon axis. This is because the result of the calculation alters the starting values of the calculations. All the numbers for when the earth and moon are at their average separation are their for casual or academic perusal. The sun's inverse square law is purposely left out of the picture. This is for several reasons. Firstly it is not needed to arithmetically demonstrate that the way the high tides facing each other of adjacent gravity fields is an induced relative effect. Secondly when the sun's inverse square law is brought into the picture, it appears that the moon has already left the earth's gravity field. If that is correct, the world of mathematical physics has shift to physical mathematics to begin. Some real thinking has to be done by coming generations of scholars. For now and with the implication that there is a physical change in the nature of space at point A relative to points B and C on this diagram, you can the reason of the high tide under the moon is the termination of both earth and moon inverse square laws at A. There a rate of fall towards the earth is non existent. At the same distance from the center of the earth on at points B and C, the rate of fall towards the earth is 0.0033 meters per second per second. The difference is the high and low tides down here on earth. Newton's pull and mass multiplication is nowhere to be seen and well I have some [emphasis]delta work to attend to this afternoon. [long pause]Luckily we can transfer to Norway, the listed most democratic nation of [emphasis]all. [long pause]There we may be able to conclude this most [flirtatious]wonderous and long overdue subtraction news about the reason of the[delighted] high tide under the [emphasis]moon.[long pause] (...)[long pause]edit off
So any space race nation planning a [flirtatious]moonshot can calculate near exactly where their craft will leave the Earth’s gravity field and then enter the Moon’s [emphasis]gravity field. [long pause][emphasis]Little is it realized by calculators that the same reckoning process explains the relativity of the high tide under the moon. [long pause]Belated as it is, this coincidence of techniques is [flirtatious]really good every day news for the world at large. [long pause]Anyway, whether the calculative reason be tidal or moonshot, it is a simple matter of finding where the rate of fall to each body would be equal and opposite if each is looked at in the[emphasis]abstract of the other not existing. [long pause]For the sake of this demonstration and as indicated on the diagram, the [flirtatious]distance between the Earth and the Moon is taken at its average [emphasis] of 300 and 84 thousand 400 [emphasis]kilometers.[long pause] The solar inverse square [emphasis]law.[long pause] We leave that out of the [emphasis]picture.[pause] The induced right angled relativity[excited] effect you are starting to see does not need that complexity to be demonstrated.[long pause] So. [long pause]Points equidistant from the center of the [emphasis]Earth are being located. [long pause][excited]Point A as you can see is located on the Earth-Moon axis. [long pause]On direct opposite sides of the earth to each other, Points B and C are seen on the axis at a right angle to the Earth Moon [emphasis] axis.[long pause] For the average separation, the equidistant points are 3 hundred and 46 thousand 400 kilometers from the center of the [emphasis]Earth.[pause] Without regard for the real physics of subtraction that the moon's opposite [flirtatious]direction of fall induces, the rate of fall toward the Earth reduces from 9.8 meters per second per second at [emphasis]low tide sea level to 0.0033 meters per second per second [emphasis]at point A. [long pause]Oppositely directed and at a distance of thirty eight thousand kilometers above the center of the [emphasis]moon, the Moon's fall rate at point A also has the potential of 0.0033 meters per second per [emphasis]second. [long pause] At points B and C the 0.0033 meters per second per second fall rate towards the earth is unimpacted by the in space gravity field subtraction of the opposite direction [flirtatious]of the moon's inverse square law. [long pause]The calculations yielding the 0.0033 meters per second per second are [emphasis] [excited] highlighted with a green background in the left hand bottom corner of this [pause]diagram. [long pause]Most anybody, mathematical physicists in particular, should now be able to see past Newton's direct moon pull idea and see in space inverse square law subtraction is the reason of the high tide under the moon and well I have some [emphasis]delta work to attend to this afternoon. [long pause]Luckily we can transfer to Norway, the listed most democratic nation of [emphasis]all. [long pause]There we may be able to conclude this most [flirtatious]wonderous and long overdue subtraction news about the reason of the[delighted] high tide under the [emphasis]moon.[long pause] (...)[long pause]edit off
So any space race nation planning a [flirtatious]moonshot can calculate near exactly where their craft will leave the Earth’s gravity field and then enter the Moon’s [emphasis]gravity field. [long pause][emphasis]Little is it realized by calculators that the same reckoning process explains the relativity of the high tide under the moon. [long pause]Belated as it is, this coincidence of techniques is [flirtatious]really good every day news for the world at large. [long pause]Anyway, whether the calculative reason be tidal or moonshot, it is a simple matter of finding where the rate of fall to each body would be equal and opposite if each is looked at in the[emphasis]abstract of the other not existing. [long pause]For the sake of this demonstration and as indicated on the diagram, the [flirtatious]distance between the Earth and the Moon is taken at its average [emphasis] of 300 and 84 thousand 400 [emphasis]kilometers.[long pause] The solar inverse square [emphasis]law.[long pause] We leave that out of the [emphasis]picture.[pause] The induced right angled relativity[excited] effect you are starting to see does not need that complexity to be demonstrated.[long pause] So. [long pause]Points equidistant from the center of the [emphasis]Earth are being located. [long pause][excited]Point A as you can see is located on the Earth-Moon axis. [long pause]On direct opposite sides of the earth to each other, Points B and C are seen on the axis at a right angle to the Earth Moon [emphasis] axis.[long pause] For the average separation, the equidistant points are 3 hundred and 46 thousand 400 kilometers from the center of the [emphasis]Earth.[pause] Without regard for the real physics of subtraction that the moon's opposite [flirtatious]direction of fall induces, the rate of fall toward the Earth reduces from 9.8 meters per second per second at [emphasis]low tide sea level to 0.0033 meters per second per second [emphasis]at point A. [long pause]Oppositely directed and at a distance of thirty eight thousand kilometers above the center of the [emphasis]moon, the Moon's fall rate at point A also has the potential of 0.0033 meters per second per [emphasis]second. [long pause] At points B and C the 0.0033 meters per second per second fall rate towards the earth is unimpacted by the in space gravity field subtraction of the opposite direction [flirtatious]of the moon's inverse square law. [long pause]The calculations yielding the 0.0033 meters per second per second are [emphasis] [excited] highlighted with a green background in the left hand bottom corner of this [pause]diagram. [long pause]Most anybody, mathematical physicists in particular, should now be able to see past Newton's direct moon pull idea and see in space inverse square law subtraction is the reason of the high tide under the moon and well I have some [emphasis]delta work to attend to this afternoon. [long pause]Luckily we can transfer to Norway, the listed most democratic nation of [emphasis]all. [long pause]There we may be able to conclude this most [flirtatious]wonderous and long overdue subtraction news about the reason of the[delighted] high tide under the [emphasis]moon.[long pause] (...)[long pause]edit off
Radiantly smiling dark African Mozambique woman. She is in her mid twenties. Her face is that of the golden ratio. She has a lovely curvaceous body and is tall and slim. . She is on the beach naked with her firm perking breasts and stubble of her pubic hair on display. Her skin is unblemished and silky smooth. There are other beach goers around in similar attire. The scene is tropical and she is facing the viewer.
The smiling blonde woman is in the shower. Her pendulous hanging breasts have soap on them. Water is dripping off her neatly trimmed pubic hair. She is leaning forward slightly with her smiling face being raised by arching her neck back. Her skin perfectly smooth like porcelain and unblemished. She is very happy and sensuous. The shower is an overhead one and has a marble looking interior.
A radiant smiling Congo woman. She is slim and tall and in her mid twenties. She has a lovely curvaceous body. She is on a nude standing in a trickling jungle stream. Her firm large perking breasts and pubic hair contained to the vagina area are on generous eye catching display. Her skin is silky smooth and unblemished. Her girl friend is with her. She is slightly taller and similarly naked and of appearance with a bigger bust. They are looking at the viewer. The scene is tranquil and idyllic.
A nude large breasted brunette has a smile on her face and she looks at the viewer with her head cocked up. She stands in her kitchen in front of the bench with her pubic hair stubble on happy display with her legs open.. Her skin is silky smooth and unblemished. Her legs nicely shaped. All in all she is gorgeous and has an apple in her hand. Her hair is fine and straight.
A nude large breasted brunette has a smile on her face and she looks at the viewer with her head cocked up. She stands in her kitchen in front of the bench with her pubic hair stubble on happy display with her legs open.. Her skin is silky smooth and unblemished. Her legs nicely shaped. All in all she is gorgeous and has an apple in her hand. Her hair is fine and straight.
Radiantly smiling dark African Botswana woman. She is in her mid twenties. She has a lovely curvaceous body. She is sitting on a couch near a window. The window ledge has pot plants on it. She is weraing an Hawaiian shirt that is tied around her waist. She has some cleavage showing where the shirt sides are a little apart. She is wearing khaki shorts and has a laptop that she is mot touching with her hands on her lap. Her overall beauty is clearly noticeable.
Asian woman is lying supine on elegant bed, legs slightly parted, feet pointing toward the camera. Her 25-year-old mature adult body displays fully developed proportions—pendulous breasts resting softly to either side, smooth porcelain skin glistening faintly under soft bed room lighting. Trimmed pubic hair contrasts elegantly against her flawless abdomen. To the right of the bed stands a confident 25-year-old blonde female, also nude, with large natural breasts and equally radiant, unblemished skin. Shel looks at her phone , her expression attentive to that cause. The Asian is smiling asking who is it. The bed room walls surround the scene, adorned with tasteful classical-style oil paintings of nude adult women.
Two 25-year-old Finnish women sit side-by-side in a warm, traditional Finnish sauna—wood-paneled walls glowing amber under soft ambient light, steam curling gently in the air. They face the viewer directly, seated on smooth cedar benches, fully nude, their porcelain skin luminous and dewy with subtle, natural moisture. Their mature, symmetrical faces feature defined jawlines, high cheekbones, and radiant, confident smiles—eyes bright and relaxed. Both have full, natural breasts with taut, rounded contours and perky, lightly flushed nipples; toned torsos taper to narrow waists and gently flared hips. Legs are parted comfortably, revealing neatly trimmed pubic hair above softly outlined, clean vulvas—no excessive anatomical detail, just serene, natural anatomy. Hands rest lightly at their sides, fingers relaxed, posture open and calm. The sauna’s rich wood tones dominate the palette—warm browns, honey golds, and creamy off-whites—with soft highlights catching the sheen on their skin. The audio features gentle crackling of heated stones, low ambient hum of steam, and quiet, rhythmic breathing.
Beautiful lovely Smiling radiant Tahitian girls on the beach excitedly waving at Captain Cook's boat in the distance as it arrives for Venus transit. They are all fully naked except for floral necklaces The beautiful breasts are perked up with the waving. Their pubic hair is neat like all islander women. The hair on their heads is straight and shoulder length. Their skin is perfectly smooth without a blemish. Their height is 8 times that of their heads. The beach is tropical and the sea calm.
Two radiant smiling Thailand girls. They are slim, tall and about 25 years old and on the Phuket beach enjoying a nude day amongst others. They are facing the viewer with firm very large breasts and nice neat Asian pubic hair. In the background are is a resort and other nude beach goers.
Three radiant smiling Mariutus girls. They are slim and about 25 years old and standing upright on the beach in bikinis. They are facing the viewer with firm perky large breasts. Their skin is porcelain smooth without a blemish. The background is the preskill island resort and other beach goers are about.
The woman s a 25-year-old blonde woman with symmetrical facial features aligned to the golden ratio, smooth fair skin, and a mature adult body with full, rounded breasts and neatly groomed pubic blonde hair. She stands nude in a clean, modern bathroom—tile walls, soft lighting, folded towels on a nearby shelf, a sleek showerhead overhead. Her hands are adjusting the water mixer as she leans forward slightly waiting for the shower water to warm. Her expression is calm and self-assured; lips parted, breath steady. Water begins to mist from the showerhead, catching light as droplets bead on her shoulders and collarbones. Her posture is relaxed yet poised—weight balanced on both feet, hips neutral, back straight, arms at her sides before lifting one hand to test the water temperature.
Two radiant 21-year-old women stand confidently at a chic lounge bar during an upscale adult celebration. The first is a tall, slim blonde with mature adult proportions, full developed curves, and prominent bosoms accentuated by soft lighting. Her neatly groomed blonde pubic hair frames a natural vulva crevasse, visible under tasteful ambient illumination. The second is a slightly shorter brunette with equally refined features, a fully developed mature adult figure, and striking bosoms that complement her elegant posture. Both are completely nude emphasizing their confident, adult femininity. They face the viewer with warm, genuine smiles and relaxed, self-assured stances. Background features softly blurred guests who are also naked. Plush surroundings people are smiling and happy.
Two women stand barefoot at the water’s edge on a serene, empty beach at sunrise, their 25-year-old mature adult bodies silhouetted by soft golden-pink light. They face the viewer directly with a warm, confident smiles, eyes bright and engaged, one tall and blonde. The other a slightly shorter brunette. Both their faces have exquisite fully beauty and fully developed adult proportions accentuated by the gentle dawn glow. Their smooth, unblemished skin glistens faintly with dewy moisture. Their pendulous breasts a sight to match the glory of the morning. Their postures are relaxed yet poised, shoulders back, spine straight, abdomen subtly toned. The shallow waves lap softly around her ankles, reflecting streaks of coral, peach, and lavender across the wet sand. their pubic areas neatly groomed, consistent with adult personal grooming standards. Background features a vast horizon where the sun breaches the sea, casting long, warm highlights across her torso and hair. Prominent colors: pale gold, blush pink, ivory skin tones, cerulean water, and warm sand beige.
Inside a warmly lit, modern massage parlor lounge with soft beige walls, ambient recessed lighting, and plush cream-colored seating, four 25-year-old women sit comfortably around a low marble coffee table. The blonde woman wears cream panties and no top. the large breasted Japanese woman is also topless with dark panties. the two large breasted brunettes are also topless . One with white pantie. The other red. All have mature adult features: calm jawlines, fully developed proportions, and confident, relaxed postures and tidy hair. They laugh lightly, gesturing with expressive hands, sipping herbal tea from ceramic mugs. Sunlight filters through sheer linen curtains, casting gentle highlights on their hair and skin. The room smells faintly of eucalyptus and sandalwood. Warm neutral tones dominate—beige, taupe, cream, and muted terracotta—with subtle gold accents on decor.
Four 25-year-old women walk confidently across the iconic Abbey Road pedestrian crossing in London. They are fully nude, their mature adult bodies lit by soft daylight—slim physiques with fully developed, prominent chests, defined jawlines, and natural adult proportions. Their brunette hair flows freely in the breeze as they stride one behind the other in relaxed unison, bare feet making light contact with the black-and-white striped crosswalk. The viewer is positioned to see the women front on. The background features the historic Abbey Road Studios façade, classic red double-decker buses paused respectfully at the curb, and clear blue sky above. Warm ambient light casts gentle highlights on their skin and subtle shadows beneath collarbones and along abdominal contours. Their posture is poised and self-assured—shoulders back, spines straight, hips swaying naturally with each step. The pavement gleams faintly from recent rain, reflecting muted grays and whites. Dominant colors: creamy skin tones, rich chocolate brown hair, stark black-and-white road stripes, brick-red bus accents, and pale azure sky.
One woman is standing side by side with another woman in a vibrant, softly lit lounge—gold and rose-gold ambient lighting reflects off polished hardwood floors and velvet couches. Both are 22-year-old mature adult women with fully developed, shapely bodies, nice jawlines, and radiant, confident smiles. The brunette stands slightly taller, with cascading mid length dark hair, a curving face, delicate nose, and bright, sparkling eyes; her smooth pubic area is aesthetically groomed. The blonde beside her has soft golden mid length hair, symmetrical features, and equally groomed pubic area. Both wear only high-heeled sandals and subtle gold jewelry—no clothing. Their arms lift gracefully as they begin a synchronized, sensual dance: hips swaying in unison, torsos twisting slowly, shoulders rolling, fingers splayed and moving rhythmically. Breasts sway gently with motion, nipples taut and prominent under warm light. Skin glistens faintly with light sheen of sweat. Background features blurred string lights and a low cocktail table with crystal glasses.
two Nude large breasted Japanese women. They are 25 years old. Their figures and beauty are unblemished. Like their skins are as smooth as porcelain and unblemished. One is a little taller than the other. They have nice trimmed pubic hair. You can see the cleavage of their vulvas. They are about to to step into an Onsen and take the cares of the day away. their smiles are beaming and radiant. They both face the viewer.
These two women are radiant 25-year-old dark-skinned Mozambican women with symmetrical golden-ratio facial features, high cheekbones, full lips, and luminous eyes. One is marginally taller than the other. They stand confidently on a sun-drenched tropical beach, facing the viewer, their tall, slim, curvaceous body adorned only by natural sunlight. Their smooth, unblemished skin glistens with subtle sheen, catching warm amber and turquoise highlights from the ocean and sky. Their firm, perky breasts are naturally exposed, with soft shadows beneath and gentle contours under golden-hour light. A neat, natural patch of pubic hair is visible at the base of their abdomens, consistent with mature adult anatomy. Around them , other adults relax on the beach nude—diverse, consensual, vaguely sexualized presence reinforcing a relaxed, naturalistic setting. The background features palm-fringed white sand, gentle waves, and vivid cerulean water. Prominent colors: warm gold, creamy beige, ocean blue, lush green, and rich brown skin tones.
A 25-year-old woman with auburn hair neatly at jaw level stands upright and barefoot on a sun-dappled stone patio. She is completely nude, her mature adult body fully developed—defined jawline, smooth toned abdomen, full rounded hips, and large, pendulous breasts that sway gently with her movement. Her expression is confident and alluring: lips slightly parted in a subtle erotic smile, eyes bright, focused, and engaged. Her vulva is neatly groomed and in full sight—smooth skin with a soft, natural hint of regrowth at the edges. Golden-hour light glints off her collarbones, catches the curve of her shoulders, and warms the gentle swell of her belly and thighs. The background features lush greenery, climbing roses in full bloom, and rustic terracotta pots; warm amber, soft sage, and creamy stone tones dominate the palette. Her fingers curl around the cool iron gate, knuckles lightly tensed, posture relaxed yet poised. Sunlight dapples across her back and highlights the subtle sheen of healthy skin. The air feels still and warm, filled with the quiet hum of late afternoon. The audio features soft rustling leaves, distant birdsong, the faint metallic creak of the gate hinge, and her slow, steady breathing—calm and present. The viewer is looking directly into her eyes and can see her full frontal and nude body.
The athletic woman is a 25-year-old mature adult woman with a fully developed adult body, defined jawline, and athletic build, sitting on a wooden bench in a modern locker room lounge. She wears no clothes as she prepares for her shower, her toned abdomen and firm, rounded breasts bare and naturally glistening with post soccer game sweat. Her neat pubic hair is visible. Her skin is sun-kissed and dewy, shoulders relaxed, arms resting on her thighs. Around her, other mature adult women in similar nudity lounge casually—some draped in towels, others sipping water—creating a relaxed, consensual, softly sexualized camaraderie that is here nor there.
Two topless barmaids are behind a busy bar in Soho serving drinks. The brunette on eis pulling a beer. her large bosoms drooping a little as she watches the glass fill. The blonde also has large bosoms and she is mixing a cocktail. . A back of a third completely nude barmaid can be seen walking away with a tray of drinks.
The nude barmaid is a 25-year-old brunette with fully developed adult proportions, standing behind a polished mahogany bar in a vibrant Soho lounge—warm amber lighting reflects off glass bottles and copper fixtures. She pulls a draft beer, her arms taut as she grips the tap handle; her large, natural breasts gently sway and droop slightly with the motion, skin glistening under ambient light. Beside her, a 25-year-old blonde barmaid with mature fully nude adult anatomy mixes a cocktail—her wrists rotate smoothly as she shakes a chrome shaker, biceps flexing, chest rising with each breath. A third 25-year-old nude barmaid walks away toward the dining area, her toned back, firm buttocks, and long legs clearly defined in soft focus, carrying a silver tray stacked with crystal glasses. A neon “Soho” signage is above. Dominant colors: burnt orange, deep mahogany, cream, and cool silver.
On a tropical beach are three extremely suntanned 23 year old women. They are walking along the shore towards the viewer completely nude. Their full bosoms are a happy rhythmic feature of the scene. Their neat minimal pubic covering the crevasses of their vulvas. Behind hem in the distance are other equally unclad bathers.
Three 23-year-old mature adult women walk barefoot along a sun-drenched tropical beach toward the viewer, their deeply tanned skin glistening with a light sheen of ocean mist and sweat. They are completely nude, moving in unison with confident, relaxed strides—hips swaying gently, full bosoms bouncing rhythmically with each step, nipples taut from the sea breeze. Their pubic hair is neatly trimmed, framing the soft contours. The shallow turquoise water laps around their ankles, leaving glistening trails on the wet sand. Behind them, distant figures—other nude adults—stroll or lounge along the shoreline under a bright azure sky. Palm trees sway softly in the background, casting dappled shadows. Warm golden sunlight bathes the scene, highlighting the curves of their toned, fully developed adult bodies—defined jawlines, sculpted shoulders, and firm, rounded buttocks. The composition is cinematic, centered framing, shallow depth of field emphasizing their movement and anatomy. Colors dominate in sun-bleached ivory, coral-pink skin tones, aqua water, and emerald palm fronds.
Prompt
25 year old slim attractive Finnish woman. She has a beaming radiant smile and nice curving jawline and cheeks. She is wearing summer street clothes. Her chest is of a prominent dimension. She faces the viewer with her hands clasping one ball from either side so as it can be squeezed. The ball is about the size of a soccer ball but totally red and softer. The ball is in front of her navel.
Two 25-year-old Japanese women are relaxing in a sauna, their smooth porcelain smooth skin glistening with subtle moisture. They face the viewer directly as they sit, radiant smiles lighting up their symmetrical faces— confident, relaxed expressions. Both have large and full natural breasts with taut, rounded contours and perky nipples; their toned torsos taper to narrow waists and gently flared hips. Their neatly trimmed pubic hair is visible just above the soft curve of their vulvas with their legs spread apart. Their vulvas are cleanly outlined without excessive detail. They wear no clothing—fully nude, unblemished, and poised in quiet anticipation of the day ending in the relaxation of the sauna. The sauna is a a traditional Finnish one. Their hands rest lightly at their sides, fingers relaxed, posture open and serene. Smiles radiant.
Four 25-year-old Mauritius are on the beach in front of the Preskil island resort. They are all naked with firm round perky bosoms and nipples for all to see. . They face the viewer directly, fully nude, their porcelain smooth skin luminous and enjoying the evening sun. sitting in deck chairs with a drink.. Their young adult symmetrical faces feature defined jawlines, high cheekbones, and radiant, confident smiles—eyes bright and relaxed. All have full, natural breasts with taut, rounded contours and perky, lightly flushed nipples; toned torsos taper to narrow waists and gently flared hips. Legs are parted comfortably, revealing neatly trimmed pubic hair above softly outlined, clean vulvas—no excessive anatomical detail, just serene, natural anatomy. Hands rest lightly at their sides, fingers relaxed, posture open and calm.
Beautiful 25 year old Japanese woman is lying on her back on her bed with legs open. The legs are dangling over the end of the bed. Her large bosoms are falling to each side with her nipples erect. Her hands are edging down towards he genital area. her pubic is natural. Trimmed but bushy enough. The viewer can see her complete body. The Bedroom is normal for Tokyo. Not plush but elegant enough for the sex thoughts the woman is starting to have as her face has movs into a beautiful smile to warm the ages.
Radiant smiling Party girl in a blue top with her bosoms poking forward showing her cleavage. She is wearing a white mini skirt and has a drink in her hand standing at a bar facing the viewer. She is blonde and has perfect unblemished skin. Her face is petite with that slight oval appearance.
The woman is a radiant 25-year-old blonde woman with luminous, unblemished skin and a mature, symmetrical oval face featuring nice round cheekbones and a curving jawline. She stands confidently at a sleek urban bar, facing the viewer, wearing a fitted cobalt-blue satin top that accentuates her fully developed bust and deep cleavage, paired with a crisp white mini skirt that ends mid-thigh. Her posture is relaxed yet poised—hips slightly cocked, one hand holding a chilled martini glass with a lemon twist, the other resting lightly on her hip.
n67 hy543
tahiti 23 4,5,9,12, 14, 22, croun
“Thai mid twenties woman with refined oval face with porcelain-smooth skin, soft almond-shaped eyes, full rose-toned lips, and a calm, elegant expression. Her face has a graceful, high-fashion beauty with a serene and slightly ethereal quality. It is morning and she about to hop in a bath. Her whole body is voluptuous series of curves. Her well define nipples are glistening and he pubic is net like all Thai women. Her figure is perfect and she is a state of wonder about what to do for the day when she leaves her palatial bathroom.
Beautiful Smiling radiant young party girl. She has a shapely body and lovely prominent chest and admirable cleavage. She does not have a drink in her hand. a drink on the bar nearby and both her hands of hips as looks out. He is a wearing a dark mini skirt floral unbuttoned revealing blouse and facing the view
25 year old radiant smiling Finnish woman is wearing a light blue dressing gown in a sauna. Her shape through the dressing gown can be seen as very curvy and she is side on to the viewer. Her hair is blonde and she has porcelain smooth skin.
two 25 year old radiantly smiling and beautiful Zanzibar women. They are standing on the beach on a sunny day day in one blue and whit bikini. They are standing close together and facing the viewer. They both are nice bosoms and voloptuous appearances as they smile out. The scene is a tropical beach.
Asian woman is lying supine on elegant bed, legs slightly parted, feet pointing toward the camera. Her 25-year-old mature adult body displays fully developed proportions—pendulous breasts resting softly to either side, smooth porcelain skin glistening faintly under soft bed room lighting. Trimmed pubic hair contrasts elegantly against her flawless abdomen. To the right of the bed stands a confident 25-year-old blonde female, also nude, with large natural breasts and equally radiant, unblemished skin. Shel looks at her phone , her expression attentive to that cause. The Asian is smiling asking who is it. The bed room walls surround the scene, adorned with tasteful classical-style oil paintings of nude adult women.
Two 25-year-old Finnish women sit side-by-side in a warm, traditional Finnish sauna—wood-paneled walls glowing amber under soft ambient light, steam curling gently in the air. They face the viewer directly, seated on smooth cedar benches, fully nude, their porcelain skin luminous and dewy with subtle, natural moisture. Their mature, symmetrical faces feature defined jawlines, high cheekbones, and radiant, confident smiles—eyes bright and relaxed. Both have full, natural breasts with taut, rounded contours and perky, lightly flushed nipples; toned torsos taper to narrow waists and gently flared hips. Legs are parted comfortably, revealing neatly trimmed pubic hair above softly outlined, clean vulvas—no excessive anatomical detail, just serene, natural anatomy. Hands rest lightly at their sides, fingers relaxed, posture open and calm. The sauna’s rich wood tones dominate the palette—warm browns, honey golds, and creamy off-whites—with soft highlights catching the sheen on their skin. The audio features gentle crackling of heated stones, low ambient hum of steam, and quiet, rhythmic breathing.
Beautiful lovely Smiling radiant Tahitian girls on the beach excitedly waving at Captain Cook's boat in the distance as it arrives for Venus transit. They are all fully naked except for floral necklaces The beautiful breasts are perked up with the waving. Their pubic hair is neat like all islander women. The hair on their heads is straight and shoulder length. Their skin is perfectly smooth without a blemish. Their height is 8 times that of their heads. The beach is tropical and the sea calm.
Two radiant smiling Thailand girls. They are slim, tall and about 25 years old and on the Phuket beach enjoying a nude day amongst others. They are facing the viewer with firm very large breasts and nice neat Asian pubic hair. In the background are is a resort and other nude beach goers.
Three radiant smiling Mariutus girls. They are slim and about 25 years old and standing upright on the beach in bikinis. They are facing the viewer with firm perky large breasts. Their skin is porcelain smooth without a blemish. The background is the preskill island resort and other beach goers are about.
The woman s a 25-year-old blonde woman with symmetrical facial features aligned to the golden ratio, smooth fair skin, and a mature adult body with full, rounded breasts and neatly groomed pubic blonde hair. She stands nude in a clean, modern bathroom—tile walls, soft lighting, folded towels on a nearby shelf, a sleek showerhead overhead. Her hands are adjusting the water mixer as she leans forward slightly waiting for the shower water to warm. Her expression is calm and self-assured; lips parted, breath steady. Water begins to mist from the showerhead, catching light as droplets bead on her shoulders and collarbones. Her posture is relaxed yet poised—weight balanced on both feet, hips neutral, back straight, arms at her sides before lifting one hand to test the water temperature.
Two radiant 21-year-old women stand confidently at a chic lounge bar during an upscale adult celebration. The first is a tall, slim blonde with mature adult proportions, full developed curves, and prominent bosoms accentuated by soft lighting. Her neatly groomed blonde pubic hair frames a natural vulva crevasse, visible under tasteful ambient illumination. The second is a slightly shorter brunette with equally refined features, a fully developed mature adult figure, and striking bosoms that complement her elegant posture. Both are completely nude emphasizing their confident, adult femininity. They face the viewer with warm, genuine smiles and relaxed, self-assured stances. Background features softly blurred guests who are also naked. Plush surroundings people are smiling and happy.
Two women stand barefoot at the water’s edge on a serene, empty beach at sunrise, their 25-year-old mature adult bodies silhouetted by soft golden-pink light. They face the viewer directly with a warm, confident smiles, eyes bright and engaged, one tall and blonde. The other a slightly shorter brunette. Both their faces have exquisite fully beauty and fully developed adult proportions accentuated by the gentle dawn glow. Their smooth, unblemished skin glistens faintly with dewy moisture. Their pendulous breasts a sight to match the glory of the morning. Their postures are relaxed yet poised, shoulders back, spine straight, abdomen subtly toned. The shallow waves lap softly around her ankles, reflecting streaks of coral, peach, and lavender across the wet sand. their pubic areas neatly groomed, consistent with adult personal grooming standards. Background features a vast horizon where the sun breaches the sea, casting long, warm highlights across her torso and hair. Prominent colors: pale gold, blush pink, ivory skin tones, cerulean water, and warm sand beige.
Inside a warmly lit, modern massage parlor lounge with soft beige walls, ambient recessed lighting, and plush cream-colored seating, four 25-year-old women sit comfortably around a low marble coffee table. The blonde woman wears cream panties and no top. the large breasted Japanese woman is also topless with dark panties. the two large breasted brunettes are also topless . One with white pantie. The other red. All have mature adult features: calm jawlines, fully developed proportions, and confident, relaxed postures and tidy hair. They laugh lightly, gesturing with expressive hands, sipping herbal tea from ceramic mugs. Sunlight filters through sheer linen curtains, casting gentle highlights on their hair and skin. The room smells faintly of eucalyptus and sandalwood. Warm neutral tones dominate—beige, taupe, cream, and muted terracotta—with subtle gold accents on decor.
Four 25-year-old women walk confidently across the iconic Abbey Road pedestrian crossing in London. They are fully nude, their mature adult bodies lit by soft daylight—slim physiques with fully developed, prominent chests, defined jawlines, and natural adult proportions. Their brunette hair flows freely in the breeze as they stride one behind the other in relaxed unison, bare feet making light contact with the black-and-white striped crosswalk. The viewer is positioned to see the women front on. The background features the historic Abbey Road Studios façade, classic red double-decker buses paused respectfully at the curb, and clear blue sky above. Warm ambient light casts gentle highlights on their skin and subtle shadows beneath collarbones and along abdominal contours. Their posture is poised and self-assured—shoulders back, spines straight, hips swaying naturally with each step. The pavement gleams faintly from recent rain, reflecting muted grays and whites. Dominant colors: creamy skin tones, rich chocolate brown hair, stark black-and-white road stripes, brick-red bus accents, and pale azure sky.
One woman is standing side by side with another woman in a vibrant, softly lit lounge—gold and rose-gold ambient lighting reflects off polished hardwood floors and velvet couches. Both are 22-year-old mature adult women with fully developed, shapely bodies, nice jawlines, and radiant, confident smiles. The brunette stands slightly taller, with cascading mid length dark hair, a curving face, delicate nose, and bright, sparkling eyes; her smooth pubic area is aesthetically groomed. The blonde beside her has soft golden mid length hair, symmetrical features, and equally groomed pubic area. Both wear only high-heeled sandals and subtle gold jewelry—no clothing. Their arms lift gracefully as they begin a synchronized, sensual dance: hips swaying in unison, torsos twisting slowly, shoulders rolling, fingers splayed and moving rhythmically. Breasts sway gently with motion, nipples taut and prominent under warm light. Skin glistens faintly with light sheen of sweat. Background features blurred string lights and a low cocktail table with crystal glasses.
two Nude large breasted Japanese women. They are 25 years old. Their figures and beauty are unblemished. Like their skins are as smooth as porcelain and unblemished. One is a little taller than the other. They have nice trimmed pubic hair. You can see the cleavage of their vulvas. They are about to to step into an Onsen and take the cares of the day away. their smiles are beaming and radiant. They both face the viewer.
These two women are radiant 25-year-old dark-skinned Mozambican women with symmetrical golden-ratio facial features, high cheekbones, full lips, and luminous eyes. One is marginally taller than the other. They stand confidently on a sun-drenched tropical beach, facing the viewer, their tall, slim, curvaceous body adorned only by natural sunlight. Their smooth, unblemished skin glistens with subtle sheen, catching warm amber and turquoise highlights from the ocean and sky. Their firm, perky breasts are naturally exposed, with soft shadows beneath and gentle contours under golden-hour light. A neat, natural patch of pubic hair is visible at the base of their abdomens, consistent with mature adult anatomy. Around them , other adults relax on the beach nude—diverse, consensual, vaguely sexualized presence reinforcing a relaxed, naturalistic setting. The background features palm-fringed white sand, gentle waves, and vivid cerulean water. Prominent colors: warm gold, creamy beige, ocean blue, lush green, and rich brown skin tones.
A 25-year-old woman with auburn hair neatly at jaw level stands upright and barefoot on a sun-dappled stone patio. She is completely nude, her mature adult body fully developed—defined jawline, smooth toned abdomen, full rounded hips, and large, pendulous breasts that sway gently with her movement. Her expression is confident and alluring: lips slightly parted in a subtle erotic smile, eyes bright, focused, and engaged. Her vulva is neatly groomed and in full sight—smooth skin with a soft, natural hint of regrowth at the edges. Golden-hour light glints off her collarbones, catches the curve of her shoulders, and warms the gentle swell of her belly and thighs. The background features lush greenery, climbing roses in full bloom, and rustic terracotta pots; warm amber, soft sage, and creamy stone tones dominate the palette. Her fingers curl around the cool iron gate, knuckles lightly tensed, posture relaxed yet poised. Sunlight dapples across her back and highlights the subtle sheen of healthy skin. The air feels still and warm, filled with the quiet hum of late afternoon. The audio features soft rustling leaves, distant birdsong, the faint metallic creak of the gate hinge, and her slow, steady breathing—calm and present. The viewer is looking directly into her eyes and can see her full frontal and nude body.
The athletic woman is a 25-year-old mature adult woman with a fully developed adult body, defined jawline, and athletic build, sitting on a wooden bench in a modern locker room lounge. She wears no clothes as she prepares for her shower, her toned abdomen and firm, rounded breasts bare and naturally glistening with post soccer game sweat. Her neat pubic hair is visible. Her skin is sun-kissed and dewy, shoulders relaxed, arms resting on her thighs. Around her, other mature adult women in similar nudity lounge casually—some draped in towels, others sipping water—creating a relaxed, consensual, softly sexualized camaraderie that is here nor there.
Two topless barmaids are behind a busy bar in Soho serving drinks. The brunette on eis pulling a beer. her large bosoms drooping a little as she watches the glass fill. The blonde also has large bosoms and she is mixing a cocktail. . A back of a third completely nude barmaid can be seen walking away with a tray of drinks.
The nude barmaid is a 25-year-old brunette with fully developed adult proportions, standing behind a polished mahogany bar in a vibrant Soho lounge—warm amber lighting reflects off glass bottles and copper fixtures. She pulls a draft beer, her arms taut as she grips the tap handle; her large, natural breasts gently sway and droop slightly with the motion, skin glistening under ambient light. Beside her, a 25-year-old blonde barmaid with mature fully nude adult anatomy mixes a cocktail—her wrists rotate smoothly as she shakes a chrome shaker, biceps flexing, chest rising with each breath. A third 25-year-old nude barmaid walks away toward the dining area, her toned back, firm buttocks, and long legs clearly defined in soft focus, carrying a silver tray stacked with crystal glasses. A neon “Soho” signage is above. Dominant colors: burnt orange, deep mahogany, cream, and cool silver.
On a tropical beach are three extremely suntanned 23 year old women. They are walking along the shore towards the viewer completely nude. Their full bosoms are a happy rhythmic feature of the scene. Their neat minimal pubic covering the crevasses of their vulvas. Behind hem in the distance are other equally unclad bathers.
Three 23-year-old mature adult women walk barefoot along a sun-drenched tropical beach toward the viewer, their deeply tanned skin glistening with a light sheen of ocean mist and sweat. They are completely nude, moving in unison with confident, relaxed strides—hips swaying gently, full bosoms bouncing rhythmically with each step, nipples taut from the sea breeze. Their pubic hair is neatly trimmed, framing the soft contours. The shallow turquoise water laps around their ankles, leaving glistening trails on the wet sand. Behind them, distant figures—other nude adults—stroll or lounge along the shoreline under a bright azure sky. Palm trees sway softly in the background, casting dappled shadows. Warm golden sunlight bathes the scene, highlighting the curves of their toned, fully developed adult bodies—defined jawlines, sculpted shoulders, and firm, rounded buttocks. The composition is cinematic, centered framing, shallow depth of field emphasizing their movement and anatomy. Colors dominate in sun-bleached ivory, coral-pink skin tones, aqua water, and emerald palm fronds.
Prompt
25 year old slim attractive Finnish woman. She has a beaming radiant smile and nice curving jawline and cheeks. She is wearing summer street clothes. Her chest is of a prominent dimension. She faces the viewer with her hands clasping one ball from either side so as it can be squeezed. The ball is about the size of a soccer ball but totally red and softer. The ball is in front of her navel.
Two 25-year-old Japanese women are relaxing in a sauna, their smooth porcelain smooth skin glistening with subtle moisture. They face the viewer directly as they sit, radiant smiles lighting up their symmetrical faces— confident, relaxed expressions. Both have large and full natural breasts with taut, rounded contours and perky nipples; their toned torsos taper to narrow waists and gently flared hips. Their neatly trimmed pubic hair is visible just above the soft curve of their vulvas with their legs spread apart. Their vulvas are cleanly outlined without excessive detail. They wear no clothing—fully nude, unblemished, and poised in quiet anticipation of the day ending in the relaxation of the sauna. The sauna is a a traditional Finnish one. Their hands rest lightly at their sides, fingers relaxed, posture open and serene. Smiles radiant.
Four 25-year-old Mauritius are on the beach in front of the Preskil island resort. They are all naked with firm round perky bosoms and nipples for all to see. . They face the viewer directly, fully nude, their porcelain smooth skin luminous and enjoying the evening sun. sitting in deck chairs with a drink.. Their young adult symmetrical faces feature defined jawlines, high cheekbones, and radiant, confident smiles—eyes bright and relaxed. All have full, natural breasts with taut, rounded contours and perky, lightly flushed nipples; toned torsos taper to narrow waists and gently flared hips. Legs are parted comfortably, revealing neatly trimmed pubic hair above softly outlined, clean vulvas—no excessive anatomical detail, just serene, natural anatomy. Hands rest lightly at their sides, fingers relaxed, posture open and calm.
Beautiful 25 year old Japanese woman is lying on her back on her bed with legs open. The legs are dangling over the end of the bed. Her large bosoms are falling to each side with her nipples erect. Her hands are edging down towards he genital area. her pubic is natural. Trimmed but bushy enough. The viewer can see her complete body. The Bedroom is normal for Tokyo. Not plush but elegant enough for the sex thoughts the woman is starting to have as her face has movs into a beautiful smile to warm the ages.
Radiant smiling Party girl in a blue top with her bosoms poking forward showing her cleavage. She is wearing a white mini skirt and has a drink in her hand standing at a bar facing the viewer. She is blonde and has perfect unblemished skin. Her face is petite with that slight oval appearance.
The woman is a radiant 25-year-old blonde woman with luminous, unblemished skin and a mature, symmetrical oval face featuring nice round cheekbones and a curving jawline. She stands confidently at a sleek urban bar, facing the viewer, wearing a fitted cobalt-blue satin top that accentuates her fully developed bust and deep cleavage, paired with a crisp white mini skirt that ends mid-thigh. Her posture is relaxed yet poised—hips slightly cocked, one hand holding a chilled martini glass with a lemon twist, the other resting lightly on her hip.
n67 hy543
tahiti 23 4,5,9,12, 14, 22, croun
“Thai mid twenties woman with refined oval face with porcelain-smooth skin, soft almond-shaped eyes, full rose-toned lips, and a calm, elegant expression. Her face has a graceful, high-fashion beauty with a serene and slightly ethereal quality. It is morning and she about to hop in a bath. Her whole body is voluptuous series of curves. Her well define nipples are glistening and he pubic is net like all Thai women. Her figure is perfect and she is a state of wonder about what to do for the day when she leaves her palatial bathroom.
Beautiful Smiling radiant young party girl. She has a shapely body and lovely prominent chest and admirable cleavage. She does not have a drink in her hand. a drink on the bar nearby and both her hands of hips as looks out. He is a wearing a dark mini skirt floral unbuttoned revealing blouse and facing the view
25 year old radiant smiling Finnish woman is wearing a light blue dressing gown in a sauna. Her shape through the dressing gown can be seen as very curvy and she is side on to the viewer. Her hair is blonde and she has porcelain smooth skin.
two 25 year old radiantly smiling and beautiful Zanzibar women. They are standing on the beach on a sunny day day in one blue and whit bikini. They are standing close together and facing the viewer. They both are nice bosoms and voloptuous appearances as they smile out. The scene is a tropical beach.
[[long pause][clears throat] hello[short pause][long pause]To be clear with [emphasis]phrases being used here, an inverse square law [seductively]and a gravity field are [flirtatious]one and the same. [long pause]Already you have seen the [sexy]basic method of calculating the [sweetly]diminishing fall rate structure that is way [emphasis] above the mass of the Earth from where we are [emphasis]living down here. [long pause]So once you know [flirtatious]the fall rate on the Earth's surface and you know its radius, [seductively]actual fall rates way above the earth are[emphasis]opened up to being calculated.[long pause] It is the same with the Moon.[long pause] By now we know the moon's diameter and also the rate of fall on its [emphasis]surface.[pause] The rates and magnitudes of both bodies appear [emphasis]in the top right hand corner of this diagram.[long pause] So any space race nation planning a [flirtatious]moonshot can calculate near exactly where their craft will leave the Earth’s gravity field and then enter the Moon’s [emphasis]gravity field. [long pause][emphasis]Little is it realized by calculators that the same reckoning process explains the relativity of the high tide under the moon. [long pause]Belated as it is, this coincidence of techniques is [flirtatious]really good every day news for the world at large. [long pause]Anyway, whether the calculative reason be tidal or moonshot, it is a simple matter of finding where the rate of fall to each body would be equal and opposite if each is looked at in the[emphasis]abstract of the other not existing. [long pause]For the sake of this demonstration and as indicated on the diagram, the [flirtatious]distance between the Earth and the Moon is taken at its average [emphasis] of 300 and 84 thousand 400 [emphasis]kilometers.[long pause] The solar inverse square [emphasis]law.[long pause] We leave that out of the [emphasis]picture.[pause] The induced right angled relativity[excited] effect you are starting to see does not need that complexity to be demonstrated.[long pause] So. [long pause]Points equidistant from the center of the [emphasis]Earth are being located. [long pause][excited]Point A as you can see is located on the Earth-Moon axis. [long pause]On direct opposite sides of the earth to each other, Points B and C are seen on the axis at a right angle to the Earth Moon [emphasis] axis.[long pause] For the average separation, the equidistant points are 3 hundred and 46 thousand 400 kilometers from the center of the [emphasis]Earth.[pause] Without regard for the real physics of subtraction that the moon's opposite [flirtatious]direction of fall induces, the rate of fall toward the Earth reduces from 9.8 meters per second per second at low tide sea level to 0.0033 meters per second per second [emphasis]at point A. [long pause]Oppositely directed and at a distance of thirty eight thousand kilometers above the center of the [emphasis]moon, the Moon's fall rate at point A also has the potential of 0.0033 meters per second per [emphasis]second. [long pause] At points B and C the 0.0033 meters per second per second fall rate towards the earth is unimpacted by the in space gravity field subtraction of the opposite direction [flirtatious]of the moon's inverse square law. [long pause]The calculations yielding the 0.0033 meters per second per second are [emphasis] [excited] highlighted with a green background in the left hand bottom corner of this [pause]diagram. [long pause]Most anybody, mathematical physicists in particular, should now be able to see past Newton's direct moon pull idea and see an in space inverse square law subtraction is the reason of the high tide under the moon and well I have some [emphasis]delta work to attend to this afternoon. [long pause]Luckily we can transfer to Norway, the listed most democratic nation of [emphasis]all. [long pause]There we may be able to conclude this most [flirtatious]wonderous and long overdue subtraction news about the r
You have already seen the basic method of calculating diminished and more distant fall rates as you move up above the mass of the Earth from down here where we are living. So once you know the fall rate on the Earth's surface and you know its radius, fall rate calculations way above the earth are straightforward. It is the same with the Moon; by now, we know the moon's diameter and also the rate of fall on its surface. Those rates and magnitudes of both bodies appear here.
So any spacefaring nation planning a moonshot can calculate near exactly where their craft will leave the Earth’s gravity field and the enter the Moon’s gravity field. It is a simple matter of finding where the rate of fall to each body would be equal and opposite—if we look at them in the abstract of the other not existing. For the sake of this demonstration diagram, the distance between the Earth and Moon is taken at its average of 384,400 kilometers. Now, the solar inverse square law? We leave that out of the picture. To calculate the Sun's gravity into this mix right now might stand the entire world of scholarship on its head! So, we tread cautiously and leave the Sun aside for now. The induced right-angled relativity effect we are building toward does not need the complexity of a third inverse square law to be demonstrated.
Looking at the calculations. We are locating points equidistant from the center of the Earth. Point One: Located right here on the Earth-Moon axis. Points Two and Three: Located on the axis at a right angle to the Earth-Moon axis. On the Earth-Moon axis, at a distance of 346,400 kilometers from the center of the Earth. The rate of fall toward the Earth reduces to 0.0033 meters per second per second here. Or rather, it would be that value, if not for the terminating, subtractive physics of the opposite direction of the Moon's inverse square law. Oppositely directed and at a distance of thirty eight thousand kilometers above the center of the moon, the Moon's fall rate here is or would also be 0.0033 meters per second per second. Well I now have some delta work to attend to. Luckily we can go to Norway, the listed most democratic nation of all. There we can conclude this most wonderous tale of the high tide under the moon. edit off
So any spacefaring nation planning a moonshot can calculate near exactly where their craft will leave the Earth’s gravity field and the enter the Moon’s gravity field. It is a simple matter of finding where the rate of fall to each body would be equal and opposite—if we look at them in the abstract of the other not existing. For the sake of this demonstration diagram, the distance between the Earth and Moon is taken at its average of 384,400 kilometers. Now, the solar inverse square law? We leave that out of the picture. To calculate the Sun's gravity into this mix right now might stand the entire world of scholarship on its head! So, we tread cautiously and leave the Sun aside for now. The induced right-angled relativity effect we are building toward does not need the complexity of a third inverse square law to be demonstrated.
Looking at the calculations. We are locating points equidistant from the center of the Earth. Point One: Located right here on the Earth-Moon axis. Points Two and Three: Located on the axis at a right angle to the Earth-Moon axis. On the Earth-Moon axis, at a distance of 346,400 kilometers from the center of the Earth. The rate of fall toward the Earth reduces to 0.0033 meters per second per second here. Or rather, it would be that value, if not for the terminating, subtractive physics of the opposite direction of the Moon's inverse square law. Oppositely directed and at a distance of thirty eight thousand kilometers above the center of the moon, the Moon's fall rate here is or would also be 0.0033 meters per second per second. Well I now have some delta work to attend to. Luckily we can go to Norway, the listed most democratic nation of all. There we can conclude this most wonderous tale of the high tide under the moon. edit off
Let us be very clear with our language here. An inverse square law and a gravity field—these are one and the same thing. You have already seen the basic method of calculating the diminished, more distant fall rates as you move away from the mass of the Earth. So, once you know the fall rate on the Earth's surface and you know its radius, fall rate calculations way above the earth are straightforward. It is the same with the Moon; by now, we well know its diameter and the rate of fall on its surface. Those magnitudes appear here.
Because of this, any spacefaring nation planning a moonshot can calculate exactly where their craft will leave the Earth’s gravity field and enter the Moon’s. It is a simple matter of finding where the rate of fall to each body would be equal and opposite—if we look at them in the abstract of the other not existing. For the sake of this demonstration diagram, the distance between the Earth and the Moon is taken at its average: 384,400 kilometers. Now, the solar inverse square law? We leave that out of the picture for a moment. To calculate the Sun's gravity into this mix right now might stand the entire world of scholarship on its head! So, we tread cautiously and leave the Sun aside for now. The induced right-angled relativity effect we are building toward does not need the complexity of a third inverse square law to be demonstrated
Look at the calculations. We are locating points equidistant from the center of the Earth. Point One: Located right here on the Earth-Moon axis. Points Two and Three: Located on the axis at a right angle to the Earth-Moon line. On the Earth-Moon axis, at a distance of 346,400 kilometers from the center of the Earth, the rate of fall toward the Earth reduces to 0.0033 meters per second per second. Or rather, it would be that value, if not for the terminating, subtractive effect of the Moon. Oppositely directed and at a distance of thirty eight thousand kilometers, the Moon's fall rate here is also 0.0033 meters per second per second
Our baseline Earth figure of 9.8 meters per second per second is drawn from the "low tide" value of the Earth's inverse square law. When you look above those high tides, at that same distance of 346,400 kilometers out from the center of the Earth, there is no subtraction from the Moon. The rate of fall toward the Earth remains a pure 0.0033 meters per second per second.
By dint of opposite directions of fall of gravity fields when they face each other, observers of the tides can see how relative fall rates at a right angle are naturally induced within adjacent gravity fields. The relative rates are at a right angle as you can see on the diagram. The cause of the relative fall rates simply being the opposite directions of fall of the two gravity fields
This induction does not depend on human beings or our numbers. The profound implication here is that gravity fields are physical. Where the directional of fall alternates between the earth and the moon, something physical must be implementing that change of fall direction. After you deal with this topic for a while, it becomes obvious that inverse square laws are structures in space.
As we have seen, if you truly wish to understand the high tide on the other side of the Earth... well, you have to look at compressive, orthogonal forces. Squeezing some balls gives you the idea. For a start, at least!
I suspect our colleagues over in New Zealand—the land of the long white cloud—might have just something to say about multiplication of masses to understand the universe versus subtraction of fall rates.
Because of this, any spacefaring nation planning a moonshot can calculate exactly where their craft will leave the Earth’s gravity field and enter the Moon’s. It is a simple matter of finding where the rate of fall to each body would be equal and opposite—if we look at them in the abstract of the other not existing. For the sake of this demonstration diagram, the distance between the Earth and the Moon is taken at its average: 384,400 kilometers. Now, the solar inverse square law? We leave that out of the picture for a moment. To calculate the Sun's gravity into this mix right now might stand the entire world of scholarship on its head! So, we tread cautiously and leave the Sun aside for now. The induced right-angled relativity effect we are building toward does not need the complexity of a third inverse square law to be demonstrated
Look at the calculations. We are locating points equidistant from the center of the Earth. Point One: Located right here on the Earth-Moon axis. Points Two and Three: Located on the axis at a right angle to the Earth-Moon line. On the Earth-Moon axis, at a distance of 346,400 kilometers from the center of the Earth, the rate of fall toward the Earth reduces to 0.0033 meters per second per second. Or rather, it would be that value, if not for the terminating, subtractive effect of the Moon. Oppositely directed and at a distance of thirty eight thousand kilometers, the Moon's fall rate here is also 0.0033 meters per second per second
Our baseline Earth figure of 9.8 meters per second per second is drawn from the "low tide" value of the Earth's inverse square law. When you look above those high tides, at that same distance of 346,400 kilometers out from the center of the Earth, there is no subtraction from the Moon. The rate of fall toward the Earth remains a pure 0.0033 meters per second per second.
By dint of opposite directions of fall of gravity fields when they face each other, observers of the tides can see how relative fall rates at a right angle are naturally induced within adjacent gravity fields. The relative rates are at a right angle as you can see on the diagram. The cause of the relative fall rates simply being the opposite directions of fall of the two gravity fields
This induction does not depend on human beings or our numbers. The profound implication here is that gravity fields are physical. Where the directional of fall alternates between the earth and the moon, something physical must be implementing that change of fall direction. After you deal with this topic for a while, it becomes obvious that inverse square laws are structures in space.
As we have seen, if you truly wish to understand the high tide on the other side of the Earth... well, you have to look at compressive, orthogonal forces. Squeezing some balls gives you the idea. For a start, at least!
I suspect our colleagues over in New Zealand—the land of the long white cloud—might have just something to say about multiplication of masses to understand the universe versus subtraction of fall rates.
An inverse square law and a gravity field are one and the same. That is to be clear with the language being used. One inverse square law, rudimentarily you have seen the way diminished more distant fall rates towards the mass of the earth are calculated. When the fall rate on the surface of the earth and the diameter or radius of the earth are being known this can be done. ]With the moon too, by now we are knowing its diameter and the rate of fall on its surface. On this diagram figures for those dimensions are here. So a moonshot country can calculate where a moonshot will leave the earth's gravity field and enter the moon's gravity field. Simply by calculating where the rate of fall to each body would be equal and opposite if it was not for the presence of the other.
The earth and moon for the demonstration diagram their distance apart is the average of three hundred and eighty four thousand and four hundred kilometers.
The solar inverse square law it is out of the picture. The sun's gravity this may stand the world of scholarship on its gravity thinking head when calculated into the picture.
We tread cautiously about that for now. The induced right angled relativity effect that we are getting to, the complexity of a third inverse square law is not needed to demonstrate that relativity.
In the calculations points equidistant from the center of the earth are being located. One is here on the earth moon axis. Two are here on the axis at a right angle to the earth moon axis.
On the earth moon axis, at a distance of three hundred and and forty six thousand and four hundred kilometers above the center of the earth the rate of fall is 0.0033 meters per second per second towards the earth. Or it would be if not for subtractive or terminating effect of the rate of fall towards the center of the moon. Oppositely directed it is a magnitude of 0.0033 meters per second per second. Above the center of the moon, the distance is thirty eight thousand kilometers for that rate of fall.
Our starting earth figure of 9.8 meters per second per second is drawn from the low tide value of the earth's inverse square law. On the axis at a right angle to the earth moon axis, at the distance of three hundred and forty six thousand and four hundred kilometers above the center of the earth, there is no subtraction. The rate of fall towards the earth is 0.0033 meters per second per second. The induction of tidal relativity fall rates at a right angle into a gravity field begins where a direction of fall alternates between adjacent gravity fields.
The induction is not dependent on man or numbers. Gravity fields are material is the implication. Carrying the numbers of an inverse square law through space is not nothing. Teaching the high tide under the moon through adjacent gravity field inducing a relativity right angled effect in each other. That is easily done from here.. Not teaching a direct pull from the moon is equally as important. As we have seen, if wishing to achieve the understanding of high tide on other side of earth, squeeze some [extremely sexily]BALLS.[pause] For a start [extremely sexily]at least. The land of the long white cloud may have a little more to mathematically say.
The earth and moon for the demonstration diagram their distance apart is the average of three hundred and eighty four thousand and four hundred kilometers.
The solar inverse square law it is out of the picture. The sun's gravity this may stand the world of scholarship on its gravity thinking head when calculated into the picture.
We tread cautiously about that for now. The induced right angled relativity effect that we are getting to, the complexity of a third inverse square law is not needed to demonstrate that relativity.
In the calculations points equidistant from the center of the earth are being located. One is here on the earth moon axis. Two are here on the axis at a right angle to the earth moon axis.
On the earth moon axis, at a distance of three hundred and and forty six thousand and four hundred kilometers above the center of the earth the rate of fall is 0.0033 meters per second per second towards the earth. Or it would be if not for subtractive or terminating effect of the rate of fall towards the center of the moon. Oppositely directed it is a magnitude of 0.0033 meters per second per second. Above the center of the moon, the distance is thirty eight thousand kilometers for that rate of fall.
Our starting earth figure of 9.8 meters per second per second is drawn from the low tide value of the earth's inverse square law. On the axis at a right angle to the earth moon axis, at the distance of three hundred and forty six thousand and four hundred kilometers above the center of the earth, there is no subtraction. The rate of fall towards the earth is 0.0033 meters per second per second. The induction of tidal relativity fall rates at a right angle into a gravity field begins where a direction of fall alternates between adjacent gravity fields.
The induction is not dependent on man or numbers. Gravity fields are material is the implication. Carrying the numbers of an inverse square law through space is not nothing. Teaching the high tide under the moon through adjacent gravity field inducing a relativity right angled effect in each other. That is easily done from here.. Not teaching a direct pull from the moon is equally as important. As we have seen, if wishing to achieve the understanding of high tide on other side of earth, squeeze some [extremely sexily]BALLS.[pause] For a start [extremely sexily]at least. The land of the long white cloud may have a little more to mathematically say.
[long pause]This diagram is for earth and moon at their[extremely sexily]average separation. [pause]It is also leaving the solar inverse square law [extremely sexy]out of the picture.[pause] When calculated into the picture, [highly sexy]the sun's gravity may stand world on its gravity thinking [smiling]head. [pause]For now we tread cautiously about[extremely sexy] that.[pause] As well as [extremely sexily] Pacific Island and [extremely sexily]Asian friends saying high tide is a simple consequence of [short pause][extremely sexy] reduced fall rate lying beneath where earth inverse square law[extremely sexily] terminates along earth moon axis, we now have these numbers to be painting the [extremely sexily]numerical proof. [pause]What we do is consider points equidistant from [sexily]center of earth.[pause] One point is here on [alluring]earth moon axis. [pause]Then another two on axis at a right angle to [sexily] earth moon axis.[pause] On right angled axis, at a distance three hundred and forty six thousand and four hundred kilometers above center of earth, [extremely sexily]the rate of fall towards earth is 0.0033 meter per second per second.[pause] At same distance three hundred and forty six thousand and four [extremely sexy]hundred kilometers above center of earth along earth moon axis, [extremely sexily] rate of fall towards earth is zero. [pause]Beneath zero rate of fall is high tide. [pause]Beneath fall rates of 0.0033 meter per second per second are[extremely sexily]low tides. [pause]Thus to mathematically understand [extremely sexily]high tide under moon,[extremely sexily] a mathematician does subtraction. [pause] A mathematician [extremely sexy] does not do multiplication of masses like[extremely sexily] Mister Newton.[pause] And, as we have seen, if wishing to achieve understanding of high tide on other side of earth, squeeze some [extremely sexily]BALLS.[pause] For a start [extremely sexily]at least.[long pause]So Norway is being considered most democratic nation of all. [pause]This is reflection on the democracy stage of earth. [pause]We do have unfortunate super majority clause written into how [extremely sexy]our constitution can be change. [pause]It needs to be stated from Norway.[pause] True Democracy only functions with strict adherence to [extremely sexily] unadulterated simple majority. Socrates view point or versions of it like China only belong to times before prolific reading and writing.[pause]Super majorities give stability to things that are bad. [pause]Super majorities not needed to give stability to [extremely sexily]good things.[pause]In effect and practice, super majority[extremely sexily]on path to autocratic rule. [pause]When setting up any sort [extremely sexily] constitutional order, structured approach towards super majority total agreement is undemocratic and a waste of [extremely sexily]anyone's time. [pause]Point of democracy is vote [extremely sexily]and follow wish of simple unadulterated majority.[pause] Super majority is [extremely sexily]adulteration in its self. [pause]Super majority stalls democratic will of informed simple majority.[pause] Super majority gives undemocratic power to non agreeing minority party. [pause] Many democracies and international [extremely sexy]bodies incorporate super majorities or allow minority veto power to govern affairs. [pause]This is not good for planet earth.[pause]Brutal reality is simple unadulterated majority of those [sexy voice]born on earth not believe in world, humanity and world have no real future.[pause]We are bad planet.[pause]Conversely. [pause]Simple unadulterated majority of those born on earth do[extremely sexily]believe in world, good first step towards best future is [extremely sexily] eliminating all semblances of veto power from [extremely sexily]all the voting platform. [paise]Simple unadulterated world majority assess and then decide [emphatic]NOT multiply earth by moon to[extremely sexily] teach high tide under moon, phenomenal chance to [extremely sexily]establish fresh belief is [extremely sexily]world's to be having.[pause] Then [extremely sexily]up to professors to assess whether or not they use [extremely sexily]veto power to continue with teaching tides through Mister Newton earth moon multiply.[pause]But high tide under moon not on any ballot. [pause]So no phenomenal chance for young people to fresh start with world. [pause]Do that all make[extremely sexily] sense?[pause]Next we go [extremely sexily]Zimbabwe. [pause]You want know who [extremely sexily]we are.[long pause]edit off.
[long pause]An inverse square law and a gravity field are one and the same. That is to be clear with the language being used.. One inverse square law, rudimentarily you have seen the way diminished more distant fall rates towards the mass of the earth are calculated when the fall rate on the surface of the earth and the diameter or radius of the earth are being known. With the moon too, by now we are knowing its diameter and the rate of fall on its surface. On this diagram figures for those dimensions are here. So a moonshot country can calculate where a moonshot will leave the earth's gravity field and enter the moon's gravity field. The earth and moon for this is the demonstration diagram their distance apart is the average of three hundred and eighty four thousand and four hundred kilometers is used. The solar inverse square law it is out of the picture. The sun's gravity this may stand the world of scholarship on its gravity thinking head when calculated into the picture. We tread cautiously about that for now. The induced right angled relativity effect that we are getting to, the complexity of a third inverse square law is not needed to demonstrate this. In the calculations points equidistant from the center of the earth are being located. One is here on the earth moon axis. Two are here on the axis at a right angle to the earth moon axis. On the earth moon axis, at a distance of three hundred and and forty six thousand and four hundred kilometers above the earth the rate of fall is 0.0033 meters per second per second towards the earth. Or it would be if the rate of fall towards the moon at a distance of thirty eight thousand kilometers above the center of the moon was not also 0.0033 meters per per second in the opposite direction. Our starting figure of 9.8 meters per second per second is drawn from the low tide value of the earth's inverse square law. So when a high tide earth inverse square law magnitude of just under 9.8 meters per second per second is measured here, it is figure relative to the low tide magnitude. The figure is induced from the in space subtraction of the opposite directions of the earth and moon inverse square laws. The subtraction is not dependent on man or numbers. The implication is a gravity field is material. It is not nothing that is carrying the numbers of an inverse square law. School children from here can easily be taught the high tide under the moon comes about because of the fact of the opposite direction of the earth and moon gravities. Not because of a moon pull as is currently being taught, As we have seen, if wishing to achieve the understanding of high tide on other side of earth, squeeze some [extremely sexily]BALLS.[pause] For a start [extremely sexily]at least.[long pause
Pacific Island and [extremely sexily]Asian friends they are saying the high tide under the moon is a simple consequence of [short pause][extremely sexy] reduced fall rate lying beneath where the earth inverse square law[extremely sexily] terminates along earth moon axis. [pause] The numerical proof we now have these numbers painting [extremely sexily]it in. [pause]Points equidistant from [sexily]center of earth.[pause] One point is here on the [alluring]earth moon axis. [pause]Another two on the axis at a right angle to [sexily] the earth moon axis.[pause] Three hundred and forty six thousand and four hundred kilometers above center of earth.[pause] [extremely sexily]the rate of fall towards earth is 0.0033 meter per second per second..[pause] Three hundred and forty six thousand and four [extremely sexy]hundred kilometers above center of earth along earth moon axis, [extremely sexily] The fall rate of fall towards earth is zero. [pause]Applied subtraction of the moon and earth inverse square laws. [pause]You see that here [pause]Newtonian mass multiplication theory subtracts only at the ocean to explain the high tide.. Newtonian mass multiplication theory ignores that an alternation of a direction of fall is explained through subtraction. Mathematical physics is making a bad mistake.{pause].Beneath alternation of direction of fall is the high tide you can see. [pause]Beneath the fall rates unimpacted by subtraction the rate of fall towards the earth of 0.0033 meter per second per second are[extremely sexily]low tides. [pause]Thus to mathematically understand [extremely sexily]high tide under moon,[extremely sexily] a mathematician does subtraction. [pause] A mathematician [extremely sexy] does not do multiplication of masses like[extremely sexily] Mister Newton.[pause] And, as we have seen, if wishing to achieve understanding of high tide on other side of earth, squeeze some [extremely sexily]BALLS.[pause] For a start [extremely sexily]at least.[long pause
Smiling radiant young Botswana African woman with a shapely body and lovely covered chest . she is above average height. Her mid length hair hangs loosely. she is wearing tropical khaki shorts and Hawaiian shirt. The bottom of the shirt is tied around her waist. She is at the Okavango delta standing in a mokoro. she is to the very left of screen. Her beauty is exquisite and lovable.
[long pause]Hello. [pause]Here in India we love a jolly [flirting love]good cover drive.[pause] For the heathens, a cover drive is a cricket shot of [short pause][flirtatious]elegance racing through the covers with a fielder in pursuit.[pause]These days we also love a jolly good [cute, sexily]moon shot.[long pause]Undertaking a moon shot can of course be [emphatic]dangerous. [long pause]A successful one though is the advent of time [cute, sexily] shooting its own luscious cricket bat [flirtatious]up into the earth's gravity field. [pause]So it is important to India to know and understand the inverse square law of [short pause][flirtatious with listener]gravity strength diminishment. [pause]For those not so [short pause][flirtatious with listener]familiar with the law. [pause]It is the above maz mathematical structure of a gravity field.[pause] This satellite view of the earth may be able to [extremely sexily]assert the basics if it is novel to you. [pause]The growing white [short pause][flirtatious with listener]filled in circle you will see is a depiction of the earth's gravity field. [pause]The size of the diminishing arrows is a [short pause][flirtatious with listener]representation of the rate of fall towards the earth that the earth's gravity field is causing at the distance of the arrow [short pause][flirtatious with listener]from the center of the earth. [pause]As you can see the rate of fall is decreasing as a direct proportion of the area increase of the[short pause][flirtatious with listener] earth's gravity field. [pause]The white numbers [said very sexy]represent distance from the [short pause][flirtatious with listener]center of the earth. [pause]The red number one and the fractions beyond represent the rate of fall [short pause][flirtatious with listener]towards the earth at the distance of each white [short pause][flirtatious with listener]number from the center of the earth.[pause] Strictly the area increase is not a two [flirtatious with listener]dimensional circle as it appears here. [pause]It is the three dimensional [short pause][flirtatious with listener]curved surface of a curved spherical shape around planet earth.[pause] So if you are not an [short pause][flirtatious with listener]academic, it is hoped you can follow the way the earth's gravity[short pause][flirtatious with listener] field has a relationship between distance above and fall rate towards at least a little bit. [pause]Because next we can go to [short pause][flirtatious with listener]beautiful Botswana to herald in the high tide under the moon significance of[flirtatious with listener] inverse square law subtractions.[long pause]
[long pause]This diagram is for earth and moon at [extremely sexily]average separation. [pause]It is leaving also solar inverse square law [extremely sexy]out of picture.[pause] When brought into picture, [highly sexy]sun gravity may stand world on its gravity thinking [smiling]head. [pause]For now we tread cautiously about[extremely sexy] that.[pause] As well as [extremely sexily] Pacific Island and [extremely sexily]Asian friend saying high tide is simple consequence of [short pause][extremely sexy] reduced fall rate lying beneath where earth inverse square law[extremely sexily] terminates along earth moon axis, we now have these numbers to be painting the [extremely sexily]numerical proof. [pause]What we do is consider points equidistant from [sexily]center of earth.[pause] One point is here on [alluring]earth moon axis. [pause]Then another two on axis at a right angle to [sexily] earth moon axis.[pause] On right angled axis, at a distance three hundred and forty six thousand and four hundred kilometers above center of earth, [extremely sexily]the rate of fall towards earth is 0.0033 meter per second per second.[pause] At same distance three hundred and forty six thousand and four [extremely sexy]hundred kilometers above center of earth along earth moon axis, [extremely sexily] rate of fall towards earth is zero. [pause]Beneath zero rate of fall is high tide. [pause]Beneath fall rates of 0.0033 meter per second per second are[extremely sexily]low tides. [pause]Thus to mathematically understand [extremely sexily]high tide under moon,[extremely sexily] a mathematician does subtraction. [pause] A mathematician [extremely sexy] does not do multiplication of masses like[extremely sexily] Mister Newton.[pause] And, as we have seen, if wishing to achieve understanding of high tide on other side of earth, squeeze some [extremely sexily]BALLS.[pause] For a start [extremely sexily]at least.[long pause]So Norway is being considered most democratic nation of all. [pause]This is reflection on the democracy stage of earth. [pause]We do have unfortunate super majority clause written into how [extremely sexy]our constitution can be change. [pause]It needs to be stated from Norway.[pause] True Democracy only functions with strict adherence to [extremely sexily] unadulterated simple majority. Socrates view point or versions of it like China only belong to times before prolific reading and writing.[pause]Super majorities give stability to things that are bad. [pause]Super majorities not needed to give stability to [extremely sexily]good things.[pause]In effect and practice, super majority[extremely sexily]on path to autocratic rule. [pause]When setting up any sort [extremely sexily] constitutional order, structured approach towards super majority total agreement is undemocratic and a waste of [extremely sexily]anyone's time. [pause]Point of democracy is vote [extremely sexily]and follow wish of simple unadulterated majority.[pause] Super majority is [extremely sexily]adulteration in its self. [pause]Super majority stalls democratic will of informed simple majority.[pause] Super majority gives undemocratic power to non agreeing minority party. [pause] Many democracies and international [extremely sexy]bodies incorporate super majorities or allow minority veto power to govern affairs. [pause]This is not good for planet earth.[pause]Brutal reality is simple unadulterated majority of those [sexy voice]born on earth not believe in world, humanity and world have no real future.[pause]We are bad planet.[pause]Conversely. [pause]Simple unadulterated majority of those born on earth do[extremely sexily]believe in world, good first step towards best future is [extremely sexily] eliminating all semblances of veto power from [extremely sexily]all the voting platform. [paise]Simple unadulterated world majority assess and then decide [emphatic]NOT multiply earth by moon to[extremely sexily] teach high tide under moon, phenomenal chance to [extremely sexily]establish fresh belief is [extremely sexily]world's to be having.[pause] Then [extremely sexily]up to professors to assess whether or not they use [extremely sexily]veto power to continue with teaching tides through Mister Newton earth moon multiply.[pause]But high tide under moon not on any ballot. [pause]So no phenomenal chance for young people to fresh start with world. [pause]Do that all make[extremely sexily] sense?[pause]Next we go [extremely sexily]Zimbabwe. [pause]You want know who [extremely sexily]we are.[long pause]edit off.
George Kingston is inviting you to a scheduled Zoom meeting.
Topic: Brent Harvey being picked up by Essendon. Mid season draft.
Time: May 24, 2026 05:30 PM Canberra, Melbourne, Sydney
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Two radiantly smiling twenty five nude women standing knee deep in the ocean at a tropical beach. The blonde is slightly taller. She has large breasts and natural neat blonde pubic hair stubble. She has her hand on her hips. The brunette also has large breasts and a more oval face. She has her harms hanging loosely by her sides. They face the viewer.
Topic: Brent Harvey being picked up by Essendon. Mid season draft.
Time: May 24, 2026 05:30 PM Canberra, Melbourne, Sydney
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Two radiantly smiling twenty five nude women standing knee deep in the ocean at a tropical beach. The blonde is slightly taller. She has large breasts and natural neat blonde pubic hair stubble. She has her hand on her hips. The brunette also has large breasts and a more oval face. She has her harms hanging loosely by her sides. They face the viewer.
[long pause]This diagram is for earth and moon at [extremely sexily]average separation. [pause]It is leaving also solar inverse square law [extremely sexy]out of picture.[pause] When brought into picture, [highly sexy]sun gravity may stand world on its gravity thinking [smiling]head. [pause]For now we tread cautiously about[extremely sexy] that.[pause] As well as Pacific Island and Asian friends saying high tide is simple consequence of [short pause][extremely sexy] reduced fall rate lying beneath where earth inverse square law terminates along earth moon axis, we now have these numbers to be painting the [extremely sexily]numerical proof. [pause]What we do is consider points equidistant from [sexily]center of earth.[pause] One point is here on [alluring]earth moon axis. [pause]Then another two on axis at a right angle to [sexily] earth moon axis.[pause] On right angled axis, at a distance three hundred and forty six thousand and four hundred kilometers above center of earth, [extremely sexily]the rate of fall towards earth is 0.0033 meter per second per second.[pause] At same distance three hundred and forty six thousand and four [extremely sexy]hundred kilometers above center of earth along earth moon axis, [extremely sexily] rate of fall towards earth is zero. [pause]Beneath zero rate of fall is high tide. [pause]Beneath fall rates of 0.0033 meter per second per second are[extremely sexily]low tides. [pause]Thus to mathematically understand [extremely sexily]high tide under moon,[extremely sexily] a mathematician does subtraction. [pause] A mathematician [extremely sexy] does not do multiplication of masses like Mister Newton.[pause] And, as we have seen, if wishing to achieve understanding of high tide on other side of earth, squeeze some [extremely sexily]BALLS. [long pause]So Norway is being considered most democratic nation of all. [pause]This is reflection on other democracies. [pause]We do have a super majority clause written into how [extremely sexy]our constitution can be changed. [pause]It needs to be stated from Norway.[pause] Democracy only functions with strict adherence to [extremely sexily]simple majority. [pause]Super majorities are bad. [pause]In effect and practice, super majority[extremely sexily]on path to autocratic rule. [pause]When setting up any sort of constitutional order, a structured approach towards super majority total agreement is undemocratic and a waste of [extremely sexily]anyone's time. [pause]Point of democracy is to vote [extremely sexily]and follow the wish of the simple majority.[pause] Duper majority stalls democratic will of that simple majority.[pause] Super majority gives undemocratic power to non agreeing minority party. [pause] Many democracies and international [extremely sexy]bodies incorporate super majorities or allow minority veto power to govern affairs. [pause]This is not good for planet earth.[pause]Brutal reality is simple majority of those [sexy voice]born on earth not believe in world, humanity and world have no real future.[pause]Conversely. Simple majority of those born on earth do[extremely sexily]believe in world, good first step towards best future is [extremely sexily] eliminating all semblances of veto power from [extremely sexily]voting platform. [paise]Simple world majority assess and then decide [emphatic]NOT multiply earth by moon to[extremely sexily] teach high tide under moon, phenomenal chance to [extremely sexily]establish fresh belief is [extremely sexily]world's to be having.[pause] Then [extremely sexily]up to professors to assess whether or not they use [extremely sexily]veto power to continue with teaching tides through Mister Newton earth moon multiplication.[pause]But high tide under moon not on ballot. [pause]So no phenomenal chance for young people to get fresh start with world. [pause]Next we go [extremely sexily]Zimbabwe. You want know who [extremely sexily]we are.[long pause]edit off.
In basic mathematics the order of importance of operations is considered to be this. Addition first, then subtraction, followed by multiplication and lastly division. Induced relativity has subtraction in space at its base. Mutual gravitation endeavors to employ multiplication as the carrier of all gravities through all space from every mass in the universe to every other mass in the universe. So any mathematician is morally obliged to consider induced inverse square law relativity as a higher order explanation of the tides and the universe relative to their current mass multiplication gravity transmission through space. Beyond that moral mathematical obligation, the kicker is induced relativity says that not anything including multiplication propagates an inverse square law through all space. Where you are seeing the large green arrow pointing. It says terminated inverse square laws. A mathematician easily knows that the multiplication operation itself is terminated by zero. What this means is the subtractions of induced relativity say that an inverse square law, or fall rates, are finitely limited spatial extensions from a source particle. No particular inverse square law or any inverse square law at all is able to multiply its way through all space to all other masses as Mister Newton proposed to the mathematicians of his day. To finalize the importance of where the large green arrow points, honorably we can go to the country on earth considered to be the most democratic of all.<break time="1.0s" />W
<break time="1.0s" />action<break time="1.5s" />Hello. <break time="1.0s" />Here in India we love a jolly good cover drive.<break time="1.0s" /> For heathens, a cover drive is a cricket shot of elegance racing through the covers with a fielder in pursuit. <break time="1.0s" />These day we also love a jolly good moon shot.<break time="0.5s" />Undertaking a moon shot can, of course, be dangerous.<break time="1.0s" /> A successful one, though is the advent of time building its own luscious cricket bat. <break time="1.0s" />So it is important to India to have these moon shot numbers assessed and then understood.<break time="1.0s" /> They are the key to understanding the high tide under the moon. <break time="1.0s" />Don't be of extreme panic if you do not know the inverse square law. <break time="1.0s" />Essentially a gravity field and an inverse square law are one and the same. <break time="1.0s" />The arithmetical side of an inverse square law will be illustrated with a little more detail shortly. <break time="1.0s" />Through progressive mathematical physics, the numbers indisputably show high and low TIDES are adjacent inverse square laws mathematically inducing a right angled relative fall rate effect into each other. <break time="1.0s" /> Any professor or LUNATIC wishing to blindly push on with a mass multiplication pulling universe is welcome to be wrong until their dying days. <break time="1.0s" />It is teaching the mass multiplication universe to future generations.(<break time="1.0s" /> That is the concern of India and presumably the whole wide world. <break time="1.0s" />It needs to stop and now.<break time="1.0s" /> In basic mathematics the order of importance of operations is considered to be this. <break time="1.0s" />Addition first, then subtraction, followed by multiplication and lastly division.<break time="1.0s" />Induced relativity has subtraction in space at its base. <break time="1.0s" />Mutual gravitation endeavors to employ multiplication as the carrier of all gravities through all space from every mass in the universe to every other mass in the universe. <break time="1.0s" />So any mathematician is morally obliged to consider induced inverse square law relativity as a higher order explanation of the tides and the universe relative to their current mass multiplication gravity transmission through space. <break time="1.0s" />Beyond that moral mathematical obligation, the kicker is induced relativity says that not anything including multiplication propagates an inverse square law through all space.<break time="1.0s" /> Where you are seeing the large green arrow pointing.<break time="1.0s" /> It says terminated inverse square laws. <break time="1.0s" />A mathematician easily knows that the multiplication operation itself is terminated by zero.<break time="1.0s" />What this means is the subtractions of induced relativity say that an inverse square law, or fall rates, are finitely limited spatial extensions from a source particle.<break time="1.0s" />No particular inverse square law or any inverse square law at all is able to multiply its way through all space to all other masses as Mister Newton proposed to the mathematicians of his day. <break time="1.0s" />To finalize the importance of where the large green arrow points, honorably we can go to the country on earth considered to be the most democratic of all.<break time="1.0s" />With its mass multiplication view of the universe, the earth is currently on a very sticky wicket.<break time="1.0s" /> Before our next innings of thought begins, we need to adjust our batting strategy. <break time="1.0s" /> We need a jolly good cover drive.<break time="1.0s" /> As it were.<break time="3.0s" />edit off. <break time="2.0s" />
This diagram is for when the earth and moon are at their average separation. It is leaving the sun's inverse square law out of the picture. When brought into the picture, the sun's gravity may stand the world on its gravity thinking head. We will tread cautiously about that for now. As well as our Pacific Island friend saying the high tide is simply a consequence of the reduced fall rate that lies beneath where the earth inverse square law terminates along the earth moon axis, we now have these numbers to prove it. What we do is consider points equidistant from the center of the earth. One point is here on the earth moon axis. Then another two on an axis at a right angle to the earth moon axis. On the right angled axis, at a distance three hundred and forty six thousand and four hundred kilometers above the center of the earth, the rate of fall towards the earth is 0.0033 meter per second per second. At that same distance of three hundred and forty six thousand and four hundred kilometers above the center of the earth along the earth moon axis, the rate of fall towards the earth is zero. Beneath the zero rate of fall is a high tide. Beneath the fall rates of 0.0033 meter per second per second are the low tides. <break time="1.0s" />Thus to mathematically understand the high tide under the moon, a mathematician does subtraction. .<break time="1.0s" /> A mathematician does not do multiplication.<break time="1.0s" /> If anyone wishes to achieve an understanding of the high tide on the other side of the earth, you squeeze some balls. Norway considered the most democratic nation of all is perhaps more a reflection on other democracies. We have a super majority clause written into how our constitution can be changed. Democracy is only so with a simple majority. Super majorities are undemocratic An approach to total agreement may superficially seem more democratic. Always though it gives power to a minority over a simple majority. Many international bodies incorporate super majorities or veto power of a minority number. In theory protects a minority. In practice if a a simple majority does not have the interests of all at heart, humanity has no future. And perhaps it doesn't. It does seem though, that the world over, the simple majority does not wish to kill or harm or the simple minority. It is usually the other way around.
This diagram is for when the earth and moon are at their average separation. It is leaving the sun's inverse square law out of the picture. When brought into the picture, the sun's gravity may stand the world on its gravity thinking head. We will tread cautiously about that for now. As well as our Pacific Island friend saying the high tide is simply a consequence of the reduced fall rate that lies beneath where the earth inverse square law terminates along the earth moon axis, we now have these numbers to prove it. What we do is consider points equidistant from the center of the earth. One point is here on the earth moon axis. Then another two on an axis at a right angle to the earth moon axis. On the right angled axis, at a distance three hundred and forty six thousand and four hundred kilometers above the center of the earth, the rate of fall towards the earth is 0.0033 meter per second per second. At that same distance of three hundred and forty six thousand and four hundred kilometers above the center of the earth along the earth moon axis, the rate of fall towards the earth is zero. Beneath the zero rate of fall is a high tide. Beneath the fall rates of 0.0033 meter per second per second are the low tides. <break time="1.0s" />Thus to mathematically understand the high tide under the moon, a mathematician does subtraction. .<break time="1.0s" /> A mathematician does not do multiplication.<break time="1.0s" /> If anyone wishes to achieve an understanding of the high tide on the other side of the earth, you squeeze some balls. Norway considered the most democratic nation of all is perhaps more a reflection on other democracies. We have a super majority clause written into how our constitution can be changed. Democracy is only so with a simple majority. Super majorities are undemocratic An approach to total agreement may superficially seem more democratic. Always though it gives power to a minority over a simple majority. Many international bodies incorporate super majorities or veto power of a minority number. In theory protects a minority. In practice if a a simple majority does not have the interests of all at heart, humanity has no future. And perhaps it doesn't. It does seem though, that the world over, the simple majority does not wish to kill or harm or the simple minority. It is usually the other way around.
here in India we love a good cover drive. For heathens, a cover drive is a cricket shot of elegance racing through the covers with a fieldsman in pursuit. These day we also love a good moon shot. A good moon shot is also elegant. So It is important to India to understand these moon shot numbers. Don't be of extreme panic if you do not know the inverse square. It will be demonstrated shortly. Through progressive mathematical physics, the numbers indisputably show high and low tides are adjacent gravity fields inducing a relative fall rate effect into each other. Any professor or lunatic wishing to blindly push on with the mass multiplication view of the tides and the universe is welcome to be wrong until their dying days. It is teaching the mistake to future generations that is the concern. In basic mathematics the order of importance of operations is this. Addition first, then subtraction, followed by multiplication and lastly division. Induced relativity has subtraction in space at its base. Mutual gravitation endeavors to employ multiplication as the carrier through all space of all gravity from every mass in the universe to every other mass in the universe. The kicker is induced relativity says that not anything including multiplication carries gravity through all of space. The subtractions of induced relativity say that gravity is discontinuous. No particular gravity or any gravity at all is able to pervade all space as Sir Isaac proposed. So on operational order of importance alone, induced relativity is both the answer to the tides and a recognition that mutual gravitation or mass multiplication is junk. So it would not hurt if genius mathematicians were not taught to become lackeys of Sir Isaac's confounded mass multiplication mistake. This diagram is for when the earth and moon are at their average separation. It leaves the sun's gravity field out of the picture. When brought into the picture, the sun's gravity may stand the world on its thinking head. We will tread cautiously about that for a now. As well as our Pacific Island friend saying the high tide is simply a consequence of the mutual termination of adjacent gravity fields, we now have theses numbers saying it too. At points equal distance from the center of the earth calculations show a measurable difference in fall rates towards the earth. The points under consideration are at a right angle to each other. One on the earth axis. Then two on an axis at a right angle where the earth figures are the low tides. On the right angled axis, at a distance three hundred and forty six thousand and four hundred kilometers above the center of the earth, the rate of fall towards the earth is 0.0033 meter per second per second. At that same distance of three hundred and forty six thousand and four hundred kilometers above the center of the earth along the earth moon axis, the rate of fall towards the earth is zero. To understand the high tide under the moon you do not multiply the mass of the earth by the mass of the moon. You perform rigorous subtraction along the earth moon axis and compare your answer to an application of the the inverse square law along the axis that runs at a right angle to the earth moon axis.
hello ((⏱️=1000))Can please be excusing my English. ((⏱️=1000))So the fence blocking understanding tides is Newton mutual gravity theory. ((⏱️=1000))So professor encourage publication against the Sir Isaac gravity.((⏱️=1000)) <emphasis level="strong">Professor important person</emphasis>.((⏱️=1000))Publish must be try.((⏱️=1000)) So you see ball being squeezed. ((⏱️=1000))That is what professor would want publish after old Australian man meeting. ((⏱️=1000))Put to professor that tides of round planet understood by ball squeezing principle. ((⏱️=1000))Through Newton third law. ((⏱️=1000))Not his mutual gravity theory at all. ((⏱️=1000))Professor told tides are equal and opposite force reaction across center of round planet. ((⏱️=1000)) This understanding fit with high and low tides we observe here on round planet. ((⏱️=1000))But definitely not fit with Sir Isaac multiply the mass theory of whole universe.((⏱️=1000)) Also we help people of North Korea that is good and, Pacific island Tahiti we go to you to begin the moon not pull an ocean for high tide under moon.((⏱️=1000))Correcting the subtle enormous school teacher mistake about first high tide must begin naturally somewhere.((⏱️=2000)). edit off
hello[long pause] Sorry boys and girls. [short pause][seductively]Your teacher is wrong. [pause][smiling]The good [sexily]news. [pause]What was just murmured [loving the world]on the Asian continent.[highly sexily][emphatic]THE MOON DOES NOT PULL THIS OCEAN AT ALL.[pause] [curious love]The moon only causes this ocean to be weighted less towards the center of our earth.[pause][emphatic][raised voice]WITHOUT BEING A WEIGHT TOWARDS THAT MOON AT ALL. [pause]What our wonderful tidal scientists need to mathematically do is apply rigorous subtraction along the earth moon axis.[pause] When we do this we clearly see [extremely sexily]that the tidal role [short pause][sexily]of the moon and earth gravity fields is a mutual subtraction.[pause]This results in a mutual termination of both gravity fields.[pause] The point of termination is not at a fixed distance from either body. [pause]It is where a capsule will leave our earth gravity field and enter the moon gravity field. [pause]On our side of the termination is the lesser ocean weight resting on an ocean floor under the moon that we call a high tide. [pause]What's more, the ball [highly sexily]squeezing demonstration that we have just seen does say [romantic]the lesser weight is traceable right down to and [emphasis][sexily][short pause]ACROSS [short pause] the center of a round planet like ours is. [pause]It must be stated that we are ignoring[short pause][very sexily] the sun's gravity for this simple gravity termination demonstration about why we observe a high tide [sexily]under the moon. [pause]Which, incidentally, we do not observe here on Tahiti.[pause] That is a story of ocean currents. [short pause]Not a story directly of the earth moon relationship. [pause]As you can see, the [romantically]Nasa image has our earth and moon gravity fields as distinct separate and terminating entities. [pause]The Newtonian gravity science extension by multiplication of earth and moon masses is [seductively]nowhere to be seen and never ever will be [pause]We will now cross to a country that is also very keen on moonshots[seductively, sexy]for further diagrams and comment. [pause][sexily] Figuratively I need to snorkel before [seductively] Captain James Cook drops anchor [short pause][romantically, sexily]here for a Venus transit..[pause] If we were to see James in this day and age, we could be telling him it looks like the impetus for the Venus gravity field to turn backwards comes from the earth sun tidal axis passing through the Venus gravity field during an alignment of the three bodies. [long pause]I must[I love you feeling] be quick. [long pause] edit off
hello[long pause] Sorry boys and girls. [short pause][seductively]Your teacher is wrong. [pause][smiling]The plus side. [pause]What was just murmured at the great wall of China. [highly sexily]That is absolute candy for the future intellectual eye of the whole world. [long pause][emphatic]THE MOON DOES NOT PULL AN OCEAN AT ALL.[pause] [curious love]The moon only causes an ocean to be weighted less towards the center of our earth.[pause][emphatic][raised voice]WITHOUT BEING WEIGHTED TOWARDS THAT MOON AT ALL. [pause]What tidal scientists need to mathematically do is apply subtraction along the earth moon axis.[pause] When we do this we clearly see [extremely sexily]that the tidal role [short pause][sexily]of the moon and earth gravity fields is a mutual subtraction.[pause] This results in a mutual termination of a direction of fall towards both bodies. [pause] The moon is [loud]NOT magically reaching down to our earth to pull an ocean towards itself as teachers have been saying for a little too long now.[pause] The point of terminations is not at a fixed distance from either body. [pause]It is where a capsule will leave our earth gravity field and enter the moon gravity field. [pause]On our side of the termination is the lesser ocean weight resting on an ocean floor under the moon that we call a high tide. [pause]What's more, the ball [highly sexily]squeezing demonstration does say [romantic]the lesser weight is traceable right down to and [emphasis][sexily][short pause]ACROSS [short pause] the center of a round planet like ours is. [pause]It must be stated that we are ignoring[short pause][very sexily] the sun's gravity for this simple subtraction demonstration about why we observe a high tide [sexily]under the moon. [pause]Which, incidentally, we do not observe here on Tahiti.[pause] That is a story of ocean currents. [short pause]Not a story directly of the earth moon relationship. [pause]As you can see, the [romantically]Nasa image has our earth and moon gravity fields as distinct separate and terminating entities. [pause]The Newtonian gravity science extension by multiplication of earth and moon gravity fields is [seductively]nowhere to be seen and never ever will be [pause]We will now cross to India [seductively, sexy]for further diagrams and comment. [pause][sexily] I need a quick swim before [seductively] Captain James Cook drops anchor [short pause][romantically, sexily]here for a Venus transit..[pause] If you see James, tell him it looks like the impetus for the Venus gravity field to turn backwards comes from the earth sun tidal axis passing through the Venus gravity field during an alignment of the three bodies. [long pause]I must[I love you feeling] be quick. [long pause] edit off
hello[long pause] Sorry boys and girls. [short pause][seductively]Your teacher is wrong. [pause][smiling]The plus side. hello[long pause] Sorry boys and girls. [short pause][seductively]Your teacher is wrong. [pause][smiling]The plus side. [pause]What was just murmured at the great wall of China. [highly sexily]That is absolute candy for the future intellectual eye of the whole world. [long pause][emphatic]THE MOON DOES NOT PULL AN OCEAN AT ALL.[pause] [curious love]The moon only causes an ocean to be weighted less towards the center of our earth.[pause][emphatic][raised voice]WITHOUT BEING WEIGHTED TOWARDS THAT MOON AT ALL. [pause]What we mathematically do is apply subtraction along the earth moon axis.[pause] When we do this we clearly see [extremely sexily]that the tidal role [short pause][sexily]of the moon gravity field is subtraction from the earth's gravity field. Not an actual reach down to our earth pull towards the moon. At the same the earth is subtracting from the moon gravity field. The net result being a termination of both gravity fields[short pause] [coyly, sexily] along the axis that runs between the earth and the moon centers [pause]The point of termination is not at a fixed distance from either body. [pause]It is where a capsule will leave our earth gravity field and enter the moon gravity field. [pause]On our side of the termination is a lesser ocean weight resting on an ocean floor under the moon. [pause]Which is, of course, a high tide. [pause]What's more, the ball [highly sexily]squeezing demonstration does say [romantic]the lesser weight is traceable right down to and [emphasis][sexily][short hello[long pause] Sorry boys and girls. [short pause][seductively]Your teacher is wrong. [pause][smiling]The plus side. [pause]What was just murmured at the great wall of China. [highly sexily]That is absolute candy for the future intellectual eye of the whole world. [long pause][emphatic]THE MOON DOES NOT PULL AN OCEAN AT ALL.[pause] [curious love]The moon only causes an ocean to be weighted less towards the center of our earth.[pause][emphatic][raised voice]WITHOUT BEING WEIGHTED TOWARDS THAT MOON AT ALL. [pause]What scientists need to mathematically do is apply subtraction along the earth moon axis.[pause] When we do this we clearly see [extremely sexily]that the tidal role [short pause][sexily]of the moon and earth gravity fields is a mutual subtraction which results in a mutual termination of both gravity fields.[pause] The moon does [loud]NOT magically reach down to our earth to pull an ocean towards itself as your teacher has been saying for a little too long now.[pause] The net mathematical come physical result is a mutual termination of both earth and moon gravity fields[short pause] [coyly, sexily] along the axis that runs between the earth and the moon centers. [pause]The point of termination is not at a fixed distance from either body. [pause]It is where a capsule will leave our earth gravity field and enter the moon gravity field. [pause]On our side of the termination is the lesser ocean weight resting on an ocean floor under the moon that we call a high tide. [pause]What's more, the ball [highly sexily]squeezing demonstration does say [romantic]the lesser weight is traceable right down to and [emphasis][sexily][short pause]ACROSS [short pause] the center of a round planet like ours is. [pause]It must be stated that we are ignoring[short pause][very sexily] the sun's gravity for this simple subtraction demonstration about why we observe a high tide [sexily]under the moon. [pause]Which, incidentally, we do not observe here on Tahiti.[pause] That is a story of ocean currents. [short pause]Not a story directly of the earth moon relationship. [pause]As you can see, the [romantically]Nasa image has our earth and moon gravity fields as distinct separate and terminating entities. [pause]The Newtonian gravity science extension by multiplication of earth and moon masses is [seductively]nowhere to be seen and never ever will be [pause]We will now cross to India [seductively, sexy]for further diagrams and comment. [pause][sexily] I need to snorkel before [seductively] Captain James Cook drops anchor [short pause][romantically, sexily]here for a Venus transit..[pause] If you see James, tell him it looks like the impetus for the Venus gravity field to turn backwards comes from the earth sun tidal axis passing through the Venus gravity field during an alignment of the three bodies. [long pause]I must[I love you feeling] be quick. [long pause] edit off
hello[long pause] What was just said at the great wall of China is [highly sexily]candy for the intellectual eye of the world. [pause]The human mind of all nations and class rooms should be able to [loving sex romance]now breathe and even glow afresh. [long pause][emphatic]THE MOON DOES NOT PULL AN OCEAN AT ALL.[pause] [curious love]Believing and teaching that it does has been a[short pause][flirting, sexily] classic mistake of worldly intellectual history and [short pause][wonderful love]hubris. [pause]A mathematical analysis clearly shows [extremely sexily]that the tidal role [short pause][sexily]of the moon gravity field is to cause an ocean under the moon to[short pause] [coyly, sexily] ONLY and simply only weigh less as rests upon an ocean floor. [pause]Our Nasa friend provided this image. [short pause]Thank you friend. [pause]This time we see it with the capsule [highly sexily] about to leave the earth's gravity field. [pause]It must be stated that we are ignoring[short pause][very sexily] the sun's gravity for this simple mathematical demonstration about why we observe a high tide [sexily]under the moon. [pause]Which, incidentally, we do not observe here on Tahiti.[pause] That is a story of ocean currents. [short pause]Not one directly of the earth moon relationship. [pause]As you can see, the [romantically]Nasa image has the earth and moon gravity fields as distinct separate entities. [pause]The Newtonian joining by multiplication of the earth and moon masses is [seductively]nowhere to be seen. [pause]We will now go to India [seductively, sexy]for further mathematical physics comment. [pause]As you can see, [sexily] I need a swim before [seductively] Captain Cook drops anchor here for a Venus transit.. Or has he already. [pause]I must[I love you feeling] be quick. [long pause] edit off
hello <break time="1.0s" />Can please be excusing my English. <break time="1.0s" />So wall blocking understanding tides is Newton mutual law of gravity. <break time="1.0s" />So professor encourage publication against <break time="0.2s" />the Sir Isaac <break time="0.7s" />gravity, <break time="0.5s" /> then obligation is known. <break time="1.0s" />So you see ball <break time="0.5s" />being <break time="0.4s" />squeezed. <break time="1.0s" /> That is what professor would want publish after meeting old Australian man. <break time="1.0s" />Put to professor that tides of round planet understood by<break time="0.5s" /> ball squeezing <break time="0.5s" /> principle. <break time="1.0s" />Through equal and opposite force reaction across center of round planet. <break time="1.0s" />Yes. <break time="0.5s" />This understanding fit with the high and low tides we observe here on <break time="0.3s" />round planet. <break time="1.0s" />But definitely not fit with Sir Isaac mass multiply theory of gravity of universe.<break time="1.0s" /> Also we must help the people of North Korea, we really must<break time="1.0s" /> and, Tahiti here we come, the moon does not pull an ocean. <break time="2.0s" />....edit off
Subtle facial movements, mouth synchronization, stiff body, stationary shoulders, focus on head, talking face, no arm raising. hands on legs. some figure gestures no arm movements
A speaking photo of the woman from image_0.png, where her hand rests on the table with only a slight natural tilt during pauses. She maintains eye contact with a gentle, expressive smile, using subtle eyebrow raises and focused gaze shifts to convey emotion. All other movement is minimized, keeping her hands calm as she talks directly to the camera.
A speaking photo of the woman from image_0.png, where her hand rests on the table with only a slight natural tilt during pauses. She maintains eye contact with a gentle, expressive smile, using subtle eyebrow raises and focused gaze shifts to convey emotion. All other movement is minimized, keeping her hands calm as she talks directly to the camera.
Beautiful, smiling, shapely, full breasted, Norwegian blonde model, in a stately hall. She is showing some cleavage wearing flowing white mid length dress with black shoes with medium heels. [0-7s]: The model walks gracefully toward the camera in the stately hall, covering distance with each step. [7-10s]: The model comes to a complete, stable stop, stands tall, and maintains direct eye contact with a confident smile. The camera remains static once the person stops.
[thoughtful]So the title of our video states that the moon does not pull an ocean. [short pause] At this point we have elected to demonstrate the two gravity field reasoning behind this. Laying testimony to why Sir Isaac Newton's multiplying the earth by an apple is [sexy]devoid of any sort of reasoning at all will come later. [short pause] Now perhaps you are saying, [surprised] "How can the moon not be pulling an ocean? The tides go around the earth as the moon goes around the earth." That is true. For those not so aware, what you will see here shows the way we observe the high tides of the moon.[happy] Of course the magnitude of the bulges is exaggerated. [inquisitive]There is another caveat. The high tide bulges do not sit perfectly on the Earth Moon axis. They are in front of it by a few degrees.[matter of fact] Discussion about the reason why of this advancement can be entered into later. [happy]As well, to do with the turning of the earth on its central axis, the bulwarks of the continents are causing the bulges to disperse into a mosaic of high tides around the world. Mostly this produces rearranged twice daily high tides along the shore lines of the continents and islands of the world. [flirtatious]Due to the capricious nature of a fluid mosaic amidst a series of irregular barricades, in some cases shorelines only experience one high and one low tide a day. [pause]At this early stage you can begin to see why ball squeezing would be employed to explain to a professor the equal and opposite tidal bulges that are witnessed around the earth.[smile]
[serious tone]So our journey begins at the broken chair.[pause] It is a reminder. [beat]Of what we have to do. [deliberate][serious]Something else we have to do is look at how professors and school teachers [incredulous][emphasized]can NEVER multiply the Earth by an [intense smile]apple and [intense smile]expect to give their students a responsible or rational answer to such an [intense smile]unconsidered product of a piece of fruit and a planet. [pause] [Breezy]As we zig zag around the world, a picture of why the full structure of what is known as Newton's law of gravity is handicapping the world against its own best interest will [bright smile]emerge. [shift to in control of conversation]Elements of the law, [obvious]of course, are a testament to the fine acumen of mankind.[biting tone] But the multiplication of two masses? [beat]That is an impaired human race ACTING against its own best interest. [short pause] As we [sweet]embark, here is something that you might find a touch complex. [enthusiastic]But it may be the very thing that unscrambles the Newtonian egg and puts it back in its shell. [pause][spoken with conviction][measured] "If there is a direct relationship between mass and gravity strength and if we partition a particular mass in various ways and then [loud]APPLY Newton’s law of gravity to the variety of splits we make, we find an unresolvable conflict between mass multiplication and a direct relationship between mass and gravity strength". [pause][cunningly]Well, now that these words have been [light chuckle][self aware tone]blurted out into [crisp]European airspace, how does a quick transportation to Costa Rica sound for our gravity anomaly demonstration. [playfully] In a stroke of stunning cunning, Costa Rica has no army.[Serious] [Grounded] So it is the perfect place to begin a serious journey of [sexy]loving the world through, believe it or not, [sexy]the tides.[Serious][Grounded] Let’s see where this [Leans into word]trajectory [slight breath] leads (...) the acumen (...) of mankind. [soft exhale][pause] truly. how's life edit this off.
[serious tone]So now we are at the broken chair.[pause] It is a reminder. [beat]Of what we have to do. [deliberate][serious]Something else we have to do is look at how professors and school teachers [incredulous][emphasized]can NEVER multiply the Earth by an [intense smile]apple and [intense smile]expect to give their students a responsible or rational answer to such an [intense smile]unconsidered product. [pause] [Breezy]As we go around the world, a picture of why the full structure of what is known as Newton's law of gravity is handicapping the world against its own best interest will [bright smile]emerge. [shift to in control of conversation]Elements of the law are a testament to the fine acumen of mankind.[biting tone] But the multiplication of two masses? [beat]That is an impaired human race ACTING against its own best interest. [short pause] To begin the journey, here is something that you might find a touch complex. [enthusiastic]But it may be the very thing that unscrambles the Newtonian egg and puts it back in its shell.[spoken with conviction][measured] "If there is a direct relationship between mass and gravity strength and if we partition a particular mass in various ways and then apply Newton’s law of gravity to the variety of splits we make, we find an unresolvable conflict between mass multiplication and a direct relationship between mass and gravity strength". [cunningly]Well, now that these words have been [light chuckle][self aware tone]blurted out into [crisp]European atmosphere, how does Costa Rica sound for the anomaly demonstration. [playfully] In a stroke of stunning cunning, Costa Rica has no army.[Serious] [Grounded] It is the perfect place to begin a serious world journey.[Serious][Grounded] Let’s see where this [Leans into word]trajectory [slight breath] leads (...) the acumen (...) of mankind. [soft exhale][pause] truly.
[serious tone]So now we are at the broken chair.[pause] It is a reminder. [beat]Of what we have to do. [deliberate][serious]Something else we have to do is look at how professors and school teachers [incredulous][emphasized]can NEVER multiply the Earth by an [intense smile]apple and [intense smile]expect to give their students a responsible or rational answer to such an [intense smile]unconsidered product. [pause] [Breezy]As we go around the world, a picture of why the full structure of what is known as Newton's law of gravity is handicapping the world against its own best interest will [bright smile]emerge. [shift to in control of conversation]Elements of the law are a testament to the fine acumen of mankind.[biting tone] But the multiplication of two masses? [beat]That is an impaired human race ACTING against its own best interest. [short pause] To begin the journey, here is something that you might find a touch complex. [enthusiastic]But it may be the very thing that unscrambles the Newtonian egg and puts it back in its shell.[spoken with conviction][measured] "If there is a direct relationship between mass and gravity strength and if we partition a particular mass in various ways and then apply Newton’s law of gravity to the variety of splits we make, we find an unresolvable conflict between mass multiplication and a direct relationship between mass and gravity strength". [cunningly]Well, now that these words have been [light chuckle][self aware tone]blurted out into [crisp]European atmosphere, how does Costa Rica sound for the anomaly demonstration. [playfully] In a stroke of stunning cunning, Costa Rica has no army.[Serious] [Grounded] It is the perfect place to begin a serious world journey.[Serious][Grounded] Let’s see where this [Leans into word]trajectory [slight breath] leads (...) the acumen (...) of mankind. [soft exhale][pause] truly.
Yes. No army here in Costa Rica . And, after a slog, Costa Rica has been categorized as land mine free. Now, it should not be unedifying to state that multiplying a large mass by a small mass to understand the universe is just as stupid as land mine laying. We take 10 kilograms of mass. etcetera.
69dc6a3dd804ffdba3526bcasexy]Hello.[long pause][serious tone]So our journey begins at the [sad]broken chair.[pause] It is a reminder. [beat]Of what we have to do. [long pause][deliberate][serious]Largely unbeknownst, there is something else as well that we just have to make a start on.[short pause]Discussing how professors and school teachers [incredulous][emphasized]can NEVER multiply the Earth by an [intense smile]apple and [intense smile]expect to give their students a responsible or [incredulous]rational answer to such an [intense smile]unconsidered product of a [smart smile]piece of fruit and a planet. [pause] That is what we have to be doing as well.[pause][Breezy]Now. [short pause]As we zig zag around the world, a picture of how and why the world is using a false physics concept to educationally handicap itself will be emerging. [pause][knowingly]Teaching adolescents the full structure of what is known as Newton's law of gravity as the truth of the universe[bright smile] has become an impediment to the well being of, [it's obvious]well, everybody.[long pause][shift to in control of conversation]Elements of the law, [obvious]of course, are a testament to the fine acumen of mankind.[pause][biting tone] But the multiplication of two masses? [short pause][beat]That is the human race ACTING against its own best interest. [long pause] As we [sweet]embark, here is something quite pertinent. [pause] Perhaps a touch complex as it is first uttered. [short pause][enthusiastic]But when the numbers appear, [SUCCESS] [LOUD] it may be the very thing that unscrambles the Newtonian universal egg and puts it back in its unneeded shell. [long pause]So here it goes.[long pause][spoken with conviction][measured] "If there is a direct relationship between mass and gravity strength and if we partition a particular mass in various ways and then [loud] [emphasized]APPLY Newton’s mass multiplication to the variety of divisions we make, we find an [loud][emphasized]UNRESOLVABLE CONFLICT between mass multiplication and a direct relationship between mass and gravity strength". [long pause][cunningly]Well, now that those words has been [light chuckle][self aware tone]blurted out,[crisp] how does a quick transportation to Costa Rica sound for our Newton law of gravity anomaly demonstration. [short pause][playfully] Stunningly and perhaps cunningly, Costa Rica has no army.[short pause][Serious] [Grounded] So it is the perfect place to begin a serious journey of [sexily]loving the world through, believe it or not, [sexily]the tides and even why [extremely sexily]Venus is turning backwards as the world is moving forward around the Milky way Galaxy in the sun's gravity field.[long pause][Serious][Grounded] Let’s see where this [Leans into word]trajectory [slight breath] leads [short pause][sexy] the acumen [short pause][sexy] of mankind. [soft exhale][long pause] truly. how's life edit this off.
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[pause] Hello. [long pause]So here we have [sexy] 10 kilograms of mass and [very serious]no land mines left as far as is known. [pause][glowing smile] Not here in COSTA RICA [long paise] Now. [pause][informative] At this stage our video is more for those [strong emphasis] living and dying by Sir Isaac’s mass multiplication gravity formula.[pause] [matter of fact]There is the formula on your screen now. [pause] If you have not known the formula, the luck is yours. [pause] When our travels reach the tides, ... not be far ahead, ... you can expect your [sexily] pleasure to [smile] mount. [long pause]Now. [pause][educationally] We presume our 10 kilograms has a gravity strength directly relating to that measure. [pause] In Newton’s mass multiplication view of the universe that should be mildly questioned. [pause] 10 kilograms multiplied by the absence of another mass and divided by an absence of distance squared leaves the gravity strength of our 10 kilograms as mathematically indeterminate. [pause]That might be a little too cute and simple for the emotions of the world to gather its gravity wits afresh from. [long paise] [thoughtful] It does not pass comfortably through a rigorous session of gravity thinking, though. [pause] So we start our experiment by melting our 10 kilograms down. Then we recast it as 9 kilograms and one kilogram ingots. Still 10 kilograms in total. Whatever the gravity strength of 10 kilograms of Newtonian mass absent from all other masses, using Newton’s gravity formula and setting the 9 and 1 kilograms ingots a meter apart, the gravity strength of our 10 kilograms is now definitely part of Newton’s mutual gravity view of the universe. The 10 kilograms is yielding a mutual gravity that is a factor 9 by 1 divided by 1 squared = 9. Back to the furnace, melting these ingots down. Then recasting them freshly as ingots measuring 6 and also 4 kilograms. We also place these ingots 1 metre apart. When apply Newton’s mutual gravity formula, the 10 kilograms is now producing a mutual factor of 24. Our Swiss friend described this conflict as unresolvable. Everybody knows that you have to watch the Swiss. Seriously, the recent mon venture was not a landing on the moon. But earth mass left the earths gravity field. And entered the moon’s gravity field. According to Newton’s formula, this increased the mutual attraction between the earth and the moon. There was a transfer of mass from a larger mass. To a smaller mass. Many successful space ventures have been undertaken over the last 75 years. None have depended on Newtons underlying logic of multiplying the earth by an apple. Has that old Australian man made his nervous phone call yet. It’s about time he did.
So, here we have 10 kilograms of mass—and, incidentally, no land mines left as far as is known. Not here in Costa Rica.
At this stage our video is for those living and dying by Sir Isaac’s mass multiplication formula. There it is on your screen now. If you have not known this formula until now, the luck is yours. But as our travels reach the tides—which are not far ahead—you can expect your pleasure to mount if you return then.
Now, according to standard and accepted measures, our 10 kilograms has a gravity strength directly relating to its mass measure of 10. Yet, in a true professor's workshop, that is subject to a severe mathematical questioning. Newton's dual mass formula applied to a mass in isolation rids the isolated mass of a meaningful gravity field. This isolated 10 kilograms, multiplied by a zero mass magnitude of the other or non existent mass and divided by either an absence of distance squared or an infinite distance squared leaves the isolated 10 kilograms with a mathematically indeterminate gravity field strength. That might be a little too 'cute' for the world to gather its post universal gravitation wits afresh from... but applying Newton's formula to an isolated mass does implant unavoidable Newtonian gravity discomfort amidst true gravity thinking.
The Experiment:
We start by melting our 10 kilograms down. We recast it as a 9 kilogram ingot and a 1 kilogram ingot. Still 10 kilos in total. We place these castings one meter apart. Suddenly, our mass is part of Newton's supposed 'mutual gravity' universe. His formula tells us the mutual factor of this arrangement is 9 times 1, divided by 1 squared. The result is this former 10 kilograms has produced a mutual attraction factor of 9.
Back to the furnace we go. This time we recast the 10 kilograms as a 6 kilogram and a 4 kilogram ingot. Again, we place our masses one meter apart. We apply Newton's formula to the fresh arrangement. 6 multiplied by 4 and divided by 1 squared has the numbers inserted into the formula. The mutual attraction factor of the 10 kilograms is now 24, though. So, with the same base 10 kilograms of mass, Newtonian mutual gravitation has more than doubled. Our Swiss friend described this conflict of numbers as unresolvable. At this stage, it should be fair to say multiplying masses together to understand the universe is highly questionable. Putting it like that leaves room for a friendly professor or two to explain how such could be done.
Next look at the recent or any Moon venture. The recent one did not involve a moon landing. But, courtesy of the capsule and its on board astronauts, Earth-mass, left the Earth’s gravity field and entered the Moon’s gravity field. According to Newton's formula, this transfer of mass from a larger body like the earth to a smaller one like the moon increased the mutual attraction between those two bodies for the duration of the capsules time in the moon's gravity field. Suffice to say many space ventures have succeeded in the last 75 years. None have depended on the science of a moon shot increasing the mutual attraction between the earth and the moon.. Morally and pointedly, if Newton's mass multiplication gravity formula is to be taught as the truth of the universe, school teachers and professors need to be able to explain how a successful moon shot increases the power of attraction between the earth and the moon while the shot is in the moon's gravity field. Most everybody should be able to see that this part of Newton's gravity work simply is not able to make class room sense.
Now has that old Australian man made his considered phone call to a university yet? It’s about time he did. Or has he gone on another trip to engage his retiree hobby. Let's see
At this stage our video is for those living and dying by Sir Isaac’s mass multiplication formula. There it is on your screen now. If you have not known this formula until now, the luck is yours. But as our travels reach the tides—which are not far ahead—you can expect your pleasure to mount if you return then.
Now, according to standard and accepted measures, our 10 kilograms has a gravity strength directly relating to its mass measure of 10. Yet, in a true professor's workshop, that is subject to a severe mathematical questioning. Newton's dual mass formula applied to a mass in isolation rids the isolated mass of a meaningful gravity field. This isolated 10 kilograms, multiplied by a zero mass magnitude of the other or non existent mass and divided by either an absence of distance squared or an infinite distance squared leaves the isolated 10 kilograms with a mathematically indeterminate gravity field strength. That might be a little too 'cute' for the world to gather its post universal gravitation wits afresh from... but applying Newton's formula to an isolated mass does implant unavoidable Newtonian gravity discomfort amidst true gravity thinking.
The Experiment:
We start by melting our 10 kilograms down. We recast it as a 9 kilogram ingot and a 1 kilogram ingot. Still 10 kilos in total. We place these castings one meter apart. Suddenly, our mass is part of Newton's supposed 'mutual gravity' universe. His formula tells us the mutual factor of this arrangement is 9 times 1, divided by 1 squared. The result is this former 10 kilograms has produced a mutual attraction factor of 9.
Back to the furnace we go. This time we recast the 10 kilograms as a 6 kilogram and a 4 kilogram ingot. Again, we place our masses one meter apart. We apply Newton's formula to the fresh arrangement. 6 multiplied by 4 and divided by 1 squared has the numbers inserted into the formula. The mutual attraction factor of the 10 kilograms is now 24, though. So, with the same base 10 kilograms of mass, Newtonian mutual gravitation has more than doubled. Our Swiss friend described this conflict of numbers as unresolvable. At this stage, it should be fair to say multiplying masses together to understand the universe is highly questionable. Putting it like that leaves room for a friendly professor or two to explain how such could be done.
Next look at the recent or any Moon venture. The recent one did not involve a moon landing. But, courtesy of the capsule and its on board astronauts, Earth-mass, left the Earth’s gravity field and entered the Moon’s gravity field. According to Newton's formula, this transfer of mass from a larger body like the earth to a smaller one like the moon increased the mutual attraction between those two bodies for the duration of the capsules time in the moon's gravity field. Suffice to say many space ventures have succeeded in the last 75 years. None have depended on the science of a moon shot increasing the mutual attraction between the earth and the moon.. Morally and pointedly, if Newton's mass multiplication gravity formula is to be taught as the truth of the universe, school teachers and professors need to be able to explain how a successful moon shot increases the power of attraction between the earth and the moon while the shot is in the moon's gravity field. Most everybody should be able to see that this part of Newton's gravity work simply is not able to make class room sense.
Now has that old Australian man made his considered phone call to a university yet? It’s about time he did. Or has he gone on another trip to engage his retiree hobby. Let's see
Hello. [long pause][smiling]So, here we have 10 kilograms of mass—and, [explaining]incidentally, no land mines left as far as is known.[love to the world] Not here in Costa Rica.[long pause]
[explanatory]At this stage our video is for those living and [in shock]dying in belief[relief]of Sir Isaac’s mass multiplication notion of the universe. [pause]There is his formula on your screen. [sexy emphasis]... now.[smile to the world]If you have not known this formula until now, [flirt, I love you] the luck is yours.[pause] But as our travels reach the tides—which are not far ahead—you can expect your pleasure to mount if you return to this video[sexily] then.[long pause]
[thoughtful]According to standard and accepted measures, our 10 kilograms has a gravity strength [push the words out]directly relating to its mass measure of 10. [pause]Yet, in a true professor's workshop, at first base this does not fit with Newton's formula.[pause] Not if the 10 kilograms is looked at in isolation.[pause]An isolated mass, multiplied by a zero mass magnitude of the other or [this is all weird]the non existent mass and divided by either an absence of distance squared or an infinite distance squared, [short pause]which of those depends on where the non existent mass is considered to not [smiling love]be, [short pause] leaves the isolated 10 kilograms with a mathematically indeterminate gravity field strength.[pause] That might be a little too 'cute' for our planet to be gathering its post universal gravitation wits afresh from... but applying Newton's formula to an isolated mass is [distressed] mathematically uncomfortable to say the very least. [long paise]
So we move past this unresolved pure mathematical dilemma and enter actual numbers into Sir Isaac's formula.[very sexily]We start by melting our 10 kilograms down. [pause] [longing appreciation] Then we recast it as a 9 kilogram ingot and a 1 kilogram ingot as we see here. [pause]Still 10 kilograms of mass in total. [pause]We place these masses one meter apart. [pause][wizard of oz] We now apply Newton's 'mutual gravity' formula.[pause] When we do this his formula is saying to us the mutual factor of this [very sexy]arrangement is 9 times 1 divided by 1 squared. [pause] If Sir Isaac's law of gravity is correct, [dedicated to the world]the result is this 10 kilograms partitioned in this particular way, is producing a mutual attraction factor of 9.
[Hello. [long pause][smiling]So, here we have 10 kilograms of mass—and, [explaining]incidentally, no land mines left as far as is known.[love to the world] Not here in Costa Rica.[long pause]
[explanatory]At this stage our video is for those living and [in shock]dying in belief[relief]of Sir Isaac’s mass multiplication notion of the universe. [pause]There is his formula on your screen. [sexy emphasis]... now.[smile to the world]If you have not known this formula until now, [flirt, I love you] the luck is yours.[pause] But as our travels reach the tides—which are not far ahead—you can expect your pleasure to mount if you return to this video[sexily] then.[long pause]
[thoughtful]According to standard and accepted measures, our 10 kilograms has a gravity strength [push the words out]directly relating to its mass measure of 10. [pause]Yet, in a true professor's workshop, at first base this does not fit with Newton's formula.[pause] Not if the 10 kilograms is looked at in isolation.[pause]An isolated mass, multiplied by a zero mass magnitude of the other or [this is all weird]the non existent mass and divided by either an absence of distance squared or an infinite distance squared, [short pause]which of those depends on where the non existent mass is considered to not [smiling love]be, [short pause] leaves the isolated 10 kilograms with a mathematically indeterminate gravity field strength.[pause] That might be a little too 'cute' for our planet to be gathering its post universal gravitation wits afresh from... but applying Newton's formula to an isolated mass is [distressed] mathematically uncomfortable to say the very least. [long paise]
So we move past this unresolved pure mathematical dilemma and enter actual numbers into Sir Isaac's formula.[very sexily]We start by melting our 10 kilograms down. [pause] [longing appreciation] Then we recast it as a 9 kilogram ingot and a 1 kilogram ingot as we see here. [pause]Still 10 kilograms of mass in total. [pause]We place these masses one meter apart. [pause][wizard of oz] We now apply Newton's 'mutual gravity' formula.[pause] When we do this his formula is saying to us the mutual factor of this [very sexy]arrangement is 9 times 1 divided by 1 squared. [pause] If Sir Isaac's law of gravity is correct, [dedicated to the world]the result is this 10 kilograms partitioned in this particular way, is producing a mutual attraction factor of 9.
[pause]Next we recast our 10 kilograms. [pause]This time as a 6 kilogram ingot and a 4 kilogram ingot. [pause]Again, we place our masses one meter apart. [pause]We apply Newton's formula to the new arrangement. [pause] 6 multiplied by 4 and divided by 1 squared has the numbers inserted. [pause]As you can see the mutual attraction factor of the fresh partition has now risen to 24. [pause]If Newton's formula is real, the mutual force of attraction contained within the 10 kilogram quantity of mass has more than [shout emphasis]DOUBLED. [pause]How could that ever be. [pause]Our Swiss friend described this conflict of numbers as unresolvable. [pause]At this stage, it maybe more diplomatic to say to professors that multiplying masses together to understand the universe is highly questionable. [pause][questioningly]
[long pause]Next, for a bit of interesting beach time banter, let's look at the recent or, [very sexy]for that matter, any Moon venture.[pause] The recent one did not [love the audience]involve a moon landing. [pause]But, courtesy of the capsule and its on board [big] astronauts, Earth-mass left the Earth’s gravity field and entered the Moon’s gravity field. [pause]According to Newton's formula, this transfer of mass from a larger body like the earth to a smaller one like the moon increased earth - moon mutual attraction for the duration of the capsule's time in the moon's gravity field. So,...Suffice to say, in the last 75 years,[sexy love] many space ventures have succeeded.[pause] None have depended on the science [aghast][emphasis]OF A MOON SHOT INCREASING THE MUTUAL ATTRACTION BETWEEN THE EARTH AND THE MOON. [pause] Morally and pointedly, if Newton's mass multiplication gravity formula is to be taught as the truth of the universe,[very serious] school teachers and professors need to be able to explain how a successful moon shot increases the power of attraction between the earth and the moon while the shot is in the moon's gravity field. [pause]Most everybody should be able to see that the mass multiplication part of Newton's gravity work is need of a professor's clear clarification. [long pause]...
Now has that OLD AUSTRALIAN[love in voice] MAN made his hesitant phone call to a university. [pause] It would be about time he did. [pause][oh dear]Or has he gone on another trip to engage his get away from it all hobby. [short pause]Let's see. [smile]if it happens, [sweet love]the future of the world tidal education maybe dependent on this phone call. [long pause] edit
[explanatory]At this stage our video is for those living and [in shock]dying in belief[relief]of Sir Isaac’s mass multiplication notion of the universe. [pause]There is his formula on your screen. [sexy emphasis]... now.[smile to the world]If you have not known this formula until now, [flirt, I love you] the luck is yours.[pause] But as our travels reach the tides—which are not far ahead—you can expect your pleasure to mount if you return to this video[sexily] then.[long pause]
[thoughtful]According to standard and accepted measures, our 10 kilograms has a gravity strength [push the words out]directly relating to its mass measure of 10. [pause]Yet, in a true professor's workshop, at first base this does not fit with Newton's formula.[pause] Not if the 10 kilograms is looked at in isolation.[pause]An isolated mass, multiplied by a zero mass magnitude of the other or [this is all weird]the non existent mass and divided by either an absence of distance squared or an infinite distance squared, [short pause]which of those depends on where the non existent mass is considered to not [smiling love]be, [short pause] leaves the isolated 10 kilograms with a mathematically indeterminate gravity field strength.[pause] That might be a little too 'cute' for our planet to be gathering its post universal gravitation wits afresh from... but applying Newton's formula to an isolated mass is [distressed] mathematically uncomfortable to say the very least. [long paise]
So we move past this unresolved pure mathematical dilemma and enter actual numbers into Sir Isaac's formula.[very sexily]We start by melting our 10 kilograms down. [pause] [longing appreciation] Then we recast it as a 9 kilogram ingot and a 1 kilogram ingot as we see here. [pause]Still 10 kilograms of mass in total. [pause]We place these masses one meter apart. [pause][wizard of oz] We now apply Newton's 'mutual gravity' formula.[pause] When we do this his formula is saying to us the mutual factor of this [very sexy]arrangement is 9 times 1 divided by 1 squared. [pause] If Sir Isaac's law of gravity is correct, [dedicated to the world]the result is this 10 kilograms partitioned in this particular way, is producing a mutual attraction factor of 9.
[Hello. [long pause][smiling]So, here we have 10 kilograms of mass—and, [explaining]incidentally, no land mines left as far as is known.[love to the world] Not here in Costa Rica.[long pause]
[explanatory]At this stage our video is for those living and [in shock]dying in belief[relief]of Sir Isaac’s mass multiplication notion of the universe. [pause]There is his formula on your screen. [sexy emphasis]... now.[smile to the world]If you have not known this formula until now, [flirt, I love you] the luck is yours.[pause] But as our travels reach the tides—which are not far ahead—you can expect your pleasure to mount if you return to this video[sexily] then.[long pause]
[thoughtful]According to standard and accepted measures, our 10 kilograms has a gravity strength [push the words out]directly relating to its mass measure of 10. [pause]Yet, in a true professor's workshop, at first base this does not fit with Newton's formula.[pause] Not if the 10 kilograms is looked at in isolation.[pause]An isolated mass, multiplied by a zero mass magnitude of the other or [this is all weird]the non existent mass and divided by either an absence of distance squared or an infinite distance squared, [short pause]which of those depends on where the non existent mass is considered to not [smiling love]be, [short pause] leaves the isolated 10 kilograms with a mathematically indeterminate gravity field strength.[pause] That might be a little too 'cute' for our planet to be gathering its post universal gravitation wits afresh from... but applying Newton's formula to an isolated mass is [distressed] mathematically uncomfortable to say the very least. [long paise]
So we move past this unresolved pure mathematical dilemma and enter actual numbers into Sir Isaac's formula.[very sexily]We start by melting our 10 kilograms down. [pause] [longing appreciation] Then we recast it as a 9 kilogram ingot and a 1 kilogram ingot as we see here. [pause]Still 10 kilograms of mass in total. [pause]We place these masses one meter apart. [pause][wizard of oz] We now apply Newton's 'mutual gravity' formula.[pause] When we do this his formula is saying to us the mutual factor of this [very sexy]arrangement is 9 times 1 divided by 1 squared. [pause] If Sir Isaac's law of gravity is correct, [dedicated to the world]the result is this 10 kilograms partitioned in this particular way, is producing a mutual attraction factor of 9.
[pause]Next we recast our 10 kilograms. [pause]This time as a 6 kilogram ingot and a 4 kilogram ingot. [pause]Again, we place our masses one meter apart. [pause]We apply Newton's formula to the new arrangement. [pause] 6 multiplied by 4 and divided by 1 squared has the numbers inserted. [pause]As you can see the mutual attraction factor of the fresh partition has now risen to 24. [pause]If Newton's formula is real, the mutual force of attraction contained within the 10 kilogram quantity of mass has more than [shout emphasis]DOUBLED. [pause]How could that ever be. [pause]Our Swiss friend described this conflict of numbers as unresolvable. [pause]At this stage, it maybe more diplomatic to say to professors that multiplying masses together to understand the universe is highly questionable. [pause][questioningly]
[long pause]Next, for a bit of interesting beach time banter, let's look at the recent or, [very sexy]for that matter, any Moon venture.[pause] The recent one did not [love the audience]involve a moon landing. [pause]But, courtesy of the capsule and its on board [big] astronauts, Earth-mass left the Earth’s gravity field and entered the Moon’s gravity field. [pause]According to Newton's formula, this transfer of mass from a larger body like the earth to a smaller one like the moon increased earth - moon mutual attraction for the duration of the capsule's time in the moon's gravity field. So,...Suffice to say, in the last 75 years,[sexy love] many space ventures have succeeded.[pause] None have depended on the science [aghast][emphasis]OF A MOON SHOT INCREASING THE MUTUAL ATTRACTION BETWEEN THE EARTH AND THE MOON. [pause] Morally and pointedly, if Newton's mass multiplication gravity formula is to be taught as the truth of the universe,[very serious] school teachers and professors need to be able to explain how a successful moon shot increases the power of attraction between the earth and the moon while the shot is in the moon's gravity field. [pause]Most everybody should be able to see that the mass multiplication part of Newton's gravity work is need of a professor's clear clarification. [long pause]...
Now has that OLD AUSTRALIAN[love in voice] MAN made his hesitant phone call to a university. [pause] It would be about time he did. [pause][oh dear]Or has he gone on another trip to engage his get away from it all hobby. [short pause]Let's see. [smile]if it happens, [sweet love]the future of the world tidal education maybe dependent on this phone call. [long pause] edit
Hello. [long pause][smiling]So, here we have 10 kilograms of mass and [chuckle] maybe it is sitting on a volcano at the moment. [short paise][explaining]And, incidentally, we also have no land mines left as far as is known.[love to the world] Not here in Costa Rica.[long pause] [explanatory]At this stage our video is for those living and [in shock]dying in belief[relief]of Sir Isaac’s mass multiplication theory of the universe. [pause]You can now see his formula and directly we will apply it to our 10 kilograms of mass in[sexy emphasis]isolation.[long pause]Sometimes the formula is tidied up to be like this next illustration here is showing.[pause]Then a mutual force becomes two separate equal and opposite forces.[pause] Regardless, the fundamental issue is multiplying two [sexily, loving]scalar masses to produce a vector force. [pause] [sexily]Particularly as the [very sexy]distance in the formula is also not a vector. [pause] Fairly and squarely, the ill considered production of a vector out of nowhere is where the world of Newton has, [throat clear]ahem, [sexy smile] a problem of world school book significance lying at its notorious feet[frowning]if it ever cares to look down [now sexy]at them and it.[medium pause] [smile to the world]Anyway, if you have avoided this formula until now, [flirt, I love you] the luck is yours forever.[pause] But as our travels reach the tides—which are not far ahead—you can expect your pleasure to [big flirt]mount if you return to this video[sexily] then.[long pause] [thoughtful]According to standard and accepted measures, when considered in isolation, our 10 kilograms has a gravity strength [push the words out]DIRECTLY RELATING TO ITS MASS MEASURE OF 10. [pause]Yet [questioningly]when the ten kilograms is considered in isolation, this consideration destroys the mass multiplication part of Newton's formula.[pause]When isolated, the 10 kilograms gets multiplied by the zero mass magnitude of another or [this is all weird] non existent mass. [pause] This then gets divided by either an absence of distance squared or an infinite distance squared. [short pause]Which of those depends on where the non existent mass is considered to not [smiling love]be. [pause] This leaves the isolated 10 kilograms with a mathematically indeterminate Newtonian gravity field strength.[pause] Not one relating to [extremely sexily]] its 10 kilogram of mass at all. [pause]That might be a little too 'cute' for our [sexily]natural world to be gathering its post universal gravitation wits afresh from... but applying Newton's full formula to an isolated mass is [distressed] mathematically traumatic to say the very least.[pause]Let's see what is being said about this over in Singapore. [pause] [sexily] Mathematics on that island state is known for being done good, better, and always best.[long pause] edit off.
So we move past this unresolved pure mathematical dilemma and enter actual numbers into Sir Isaac's formula.[very sexily]We start by melting our 10 kilograms down. [pause] [longing appreciation] Then we recast it as a 9 kilogram ingot and a 1 kilogram ingot as we see here. [pause]Still 10 kilograms of mass in total. [pause]We place these masses one meter apart. [pause][wizard of oz] We now apply Newton's 'mutual gravity' formula.[pause] When we do this his formula is saying to us the mutual factor of this [very sexy]arrangement is 9 times 1 divided by 1 squared. [pause] If Sir Isaac's law of gravity is correct, [dedicated to the world]the result is this 10 kilograms partitioned in this particular way, is producing a mutual attraction factor of 9.
[pause]Next we recast our 10 kilograms. [pause]This time as a 6 kilogram ingot and a 4 kilogram ingot. [pause]Again, we place our masses one meter apart. [pause]We apply Newton's formula to the new arrangement. [pause] 6 multiplied by 4 and divided by 1 squared has the numbers inserted. [pause]As you can see the mutual attraction factor of the fresh partition has now risen to 24. [pause]If Newton's formula is real, the mutual force of attraction contained within the 10 kilogram quantity of mass has more than [shout emphasis]DOUBLED. [pause]How could that ever be. [pause]Our Swiss friend described this conflict of numbers as unresolvable. [pause]At this stage, it maybe more diplomatic to say to professors that multiplying masses together to understand the universe is highly questionable. [pause][questioningly]
[long pause]Next, for a bit of interesting beach time banter, let's look at the recent or, [very sexy]for that matter, any Moon venture.[pause] The recent one did not [love the audience]involve a moon landing. [pause]But, courtesy of the capsule and its on board [big] astronauts, Earth-mass left the Earth’s gravity field and entered the Moon’s gravity field. [pause]According to Newton's formula, this transfer of mass from a larger body like the earth to a smaller one like the moon increased earth - moon mutual attraction for the duration of the capsule's time in the moon's gravity field. So,...Suffice to say, in the last 75 years,[sexy love] many space ventures have succeeded.[pause] None have depended on the science [aghast][emphasis]OF A MOON SHOT INCREASING THE MUTUAL ATTRACTION BETWEEN THE EARTH AND THE MOON. [pause] Morally and pointedly, if Newton's mass multiplication gravity formula is to be taught as the truth of the universe,[very serious] school teachers and professors need to be able to explain how a successful moon shot increases the power of attraction between the earth and the moon while the shot is in the moon's gravity field. [pause]Most everybody should be able to see that the mass multiplication part of Newton's gravity work is need of a professor's clear clarification. [long pause]...
Now has that OLD AUSTRALIAN[love in voice] MAN made his hesitant phone call to a university. [pause] It would be about time he did. [pause][oh dear]Or has he gone on another trip of anticipation. [short pause]Let's see. [smile]if it happens, [sweet love]the future of the world tidal education maybe dependent on this phone call. [long pause] edit
So we move past this unresolved pure mathematical dilemma and enter actual numbers into Sir Isaac's formula.[very sexily]We start by melting our 10 kilograms down. [pause] [longing appreciation] Then we recast it as a 9 kilogram ingot and a 1 kilogram ingot as we see here. [pause]Still 10 kilograms of mass in total. [pause]We place these masses one meter apart. [pause][wizard of oz] We now apply Newton's 'mutual gravity' formula.[pause] When we do this his formula is saying to us the mutual factor of this [very sexy]arrangement is 9 times 1 divided by 1 squared. [pause] If Sir Isaac's law of gravity is correct, [dedicated to the world]the result is this 10 kilograms partitioned in this particular way, is producing a mutual attraction factor of 9.
[pause]Next we recast our 10 kilograms. [pause]This time as a 6 kilogram ingot and a 4 kilogram ingot. [pause]Again, we place our masses one meter apart. [pause]We apply Newton's formula to the new arrangement. [pause] 6 multiplied by 4 and divided by 1 squared has the numbers inserted. [pause]As you can see the mutual attraction factor of the fresh partition has now risen to 24. [pause]If Newton's formula is real, the mutual force of attraction contained within the 10 kilogram quantity of mass has more than [shout emphasis]DOUBLED. [pause]How could that ever be. [pause]Our Swiss friend described this conflict of numbers as unresolvable. [pause]At this stage, it maybe more diplomatic to say to professors that multiplying masses together to understand the universe is highly questionable. [pause][questioningly]
[long pause]Next, for a bit of interesting beach time banter, let's look at the recent or, [very sexy]for that matter, any Moon venture.[pause] The recent one did not [love the audience]involve a moon landing. [pause]But, courtesy of the capsule and its on board [big] astronauts, Earth-mass left the Earth’s gravity field and entered the Moon’s gravity field. [pause]According to Newton's formula, this transfer of mass from a larger body like the earth to a smaller one like the moon increased earth - moon mutual attraction for the duration of the capsule's time in the moon's gravity field. So,...Suffice to say, in the last 75 years,[sexy love] many space ventures have succeeded.[pause] None have depended on the science [aghast][emphasis]OF A MOON SHOT INCREASING THE MUTUAL ATTRACTION BETWEEN THE EARTH AND THE MOON. [pause] Morally and pointedly, if Newton's mass multiplication gravity formula is to be taught as the truth of the universe,[very serious] school teachers and professors need to be able to explain how a successful moon shot increases the power of attraction between the earth and the moon while the shot is in the moon's gravity field. [pause]Most everybody should be able to see that the mass multiplication part of Newton's gravity work is need of a professor's clear clarification. [long pause]...
Now has that OLD AUSTRALIAN[love in voice] MAN made his hesitant phone call to a university. [pause] It would be about time he did. [pause][oh dear]Or has he gone on another trip of anticipation. [short pause]Let's see. [smile]if it happens, [sweet love]the future of the world tidal education maybe dependent on this phone call. [long pause] edit
young beautiful exquisitely smiling shapely Spanish Costa Rica full chested woman in a high neck red halter top and blue shorts with a bare midriff. She is standing right in front of some villas. she is looking out to seaa nd standing near a table on a Costa Rica beach. The ocean cannot be seen. The villas are facing the beach but the oceab cannobe seen. . Her legs are long and eye catching beautiful. Her arms are delectable with soft skin and hanging by her sides. She is looking at the viewer. The table can be seen and there is nothing on it. The woman and the table are not central. they are on right hand side of the image. There is room on the left hand side of the image for overlays
So we move past this unresolved pure mathematical dilemma and enter actual numbers into Sir Isaac's formula.[very sexily]We start by melting our 10 kilograms down. [pause] [longing appreciation] Then we recast it as a 9 kilogram ingot and a 1 kilogram ingot as we see here. [pause]Still 10 kilograms of mass in total. [pause]We place these masses one meter apart. [pause][wizard of oz] We now apply Newton's 'mutual gravity' formula.[pause] When we do this his formula is saying to us the mutual factor of this [very sexy]arrangement is 9 times 1 divided by 1 squared. [pause] If Sir Isaac's law of gravity is correct, [dedicated to the world]the result is this 10 kilograms partitioned in this particular way, is producing a mutual attraction factor of 9.
[pause]Next we recast our 10 kilograms. [pause]This time as a 6 kilogram ingot and a 4 kilogram ingot. [pause]Again, we place our masses one meter apart. [pause]We apply Newton's formula to the new arrangement. [pause] 6 multiplied by 4 and divided by 1 squared has the numbers inserted. [pause]As you can see the mutual attraction factor of the fresh partition has now risen to 24. [pause]If Newton's formula is real, the mutual force of attraction contained within the 10 kilogram quantity of mass has more than [shout emphasis]DOUBLED. [pause]How could that ever be. [pause]Our Swiss friend described this conflict of numbers as unresolvable. [pause]At this stage, it maybe more diplomatic to say to professors that multiplying masses together to understand the universe is highly questionable. [pause][questioningly]
[long pause]Next, for a bit of interesting beach time banter, let's look at the recent or, [very sexy]for that matter, any Moon venture.[pause] The recent one did not [love the audience]involve a moon landing. [pause]But, courtesy of the capsule and its on board [big] astronauts, Earth-mass left the Earth’s gravity field and entered the Moon’s gravity field. [pause]According to Newton's formula, this transfer of mass from a larger body like the earth to a smaller one like the moon increased earth - moon mutual attraction for the duration of the capsule's time in the moon's gravity field. So,...Suffice to say, in the last 75 years,[sexy love] many space ventures have succeeded.[pause] None have depended on the science [aghast][emphasis]OF A MOON SHOT INCREASING THE MUTUAL ATTRACTION BETWEEN THE EARTH AND THE MOON. [pause] Morally and pointedly, if Newton's mass multiplication gravity formula is to be taught as the truth of the universe,[very serious] school teachers and professors need to be able to explain how a successful moon shot increases the power of attraction between the earth and the moon while the shot is in the moon's gravity field. [pause]Most everybody should be able to see that the mass multiplication part of Newton's gravity work is need of a professor's clear clarification. [long pause]...
Now has that OLD AUSTRALIAN[love in voice] MAN made his hesitant phone call to a university. [pause] It would be about time he did. [pause][oh dear]Or has he gone on another trip of anticipation. [short pause]Let's see. [smile]if it happens, [sweet love]the future of the world tidal education maybe dependent on this phone call. [long pause] edit
[pause]Next we recast our 10 kilograms. [pause]This time as a 6 kilogram ingot and a 4 kilogram ingot. [pause]Again, we place our masses one meter apart. [pause]We apply Newton's formula to the new arrangement. [pause] 6 multiplied by 4 and divided by 1 squared has the numbers inserted. [pause]As you can see the mutual attraction factor of the fresh partition has now risen to 24. [pause]If Newton's formula is real, the mutual force of attraction contained within the 10 kilogram quantity of mass has more than [shout emphasis]DOUBLED. [pause]How could that ever be. [pause]Our Swiss friend described this conflict of numbers as unresolvable. [pause]At this stage, it maybe more diplomatic to say to professors that multiplying masses together to understand the universe is highly questionable. [pause][questioningly]
[long pause]Next, for a bit of interesting beach time banter, let's look at the recent or, [very sexy]for that matter, any Moon venture.[pause] The recent one did not [love the audience]involve a moon landing. [pause]But, courtesy of the capsule and its on board [big] astronauts, Earth-mass left the Earth’s gravity field and entered the Moon’s gravity field. [pause]According to Newton's formula, this transfer of mass from a larger body like the earth to a smaller one like the moon increased earth - moon mutual attraction for the duration of the capsule's time in the moon's gravity field. So,...Suffice to say, in the last 75 years,[sexy love] many space ventures have succeeded.[pause] None have depended on the science [aghast][emphasis]OF A MOON SHOT INCREASING THE MUTUAL ATTRACTION BETWEEN THE EARTH AND THE MOON. [pause] Morally and pointedly, if Newton's mass multiplication gravity formula is to be taught as the truth of the universe,[very serious] school teachers and professors need to be able to explain how a successful moon shot increases the power of attraction between the earth and the moon while the shot is in the moon's gravity field. [pause]Most everybody should be able to see that the mass multiplication part of Newton's gravity work is need of a professor's clear clarification. [long pause]...
Now has that OLD AUSTRALIAN[love in voice] MAN made his hesitant phone call to a university. [pause] It would be about time he did. [pause][oh dear]Or has he gone on another trip of anticipation. [short pause]Let's see. [smile]if it happens, [sweet love]the future of the world tidal education maybe dependent on this phone call. [long pause] edit
Hello[long pause] Welcome to the Garden City. [pause][extremely sexily]Like these gardens, [big sex]Singapore is built on a foundation of [sexily]order and calculated design. [pause] When we look at Newton’s formula, we see[i love you voice]disorderly and, frankly, incomprehensible mass multiplied by mass logic.[pause][i love you voice]Most of the world has simply [frustrated] ignored this [sexily]troublesome adjunct.[pause] But in a place where every millimeter is [highly sexy]measured, [flirting][wisdom]we can not simply sweep such a bewildering [flirting sexy]multiplication under [sex emphasis]the rug of more sensible mathematical [love]conduct. [pause]So let’s look at the numbers. [pause][smiling]Just arrived at port is a 10 kilogram mass alloy ball from[sexily] Central America. [pause]We move past that quirky [sexily] and unresolved dilemma relating to Newton and the absence of one [moving on] mass from his formula. [very sexily]We start by melting this 10 kilograms down. [pause] [longing appreciation] It is recast as a 9 kilogram ingot and a 1 kilogram ingot as depicted here. [pause]Still 10 kilograms of mass in total. [pause]We place these masses one meter apart[very short pause][wizard of oz] and now apply Newton's 'mutual gravity' formula.[pause] [sexy]When we do this his formula is saying to us the mutual attraction factor of this [very sexy]arrangement is[sexy] G times 9 times 1 and divided by 1 squared. [pause] If Sir Isaac's law of gravity is correct, [dedicated to the world]that is the result. [pause]At a given distance of internal separation, 10 kilograms of mass has a mutual [very sexy]attraction factor of 9G within itself.[pause][big flirt]Next, we recast this 10 kilograms. [pause]This time as a 6 kilogram ingot and a 4 kilogram ingot. [pause]Again, a total of 10 kilograms and, again, [sexily]we place these masses one meter apart. [pause]So the distance as well as the G of the formula is a constant.[serious] Newton's mutual formula is [sexily]applied to this new arrangement. [pause] G multiplied by 6 then multiplied by 4 and divided by 1 squared has the numbers inserted. [pause]As you can see the mutual attraction factor contained within the 10 kilograms has now [sexily]risen to 24G. [pause]That is over [loud]DOUBLE the mutual attraction of the 9[short pause] 1 split that the 10 kilograms of mass was able to produce.[pause]Obviously, [sexily]if there is a direct relationship between quantity and the gravity strength of a particular quantity, [confused, sexily]9 would have to equal 24. [pause]There is a mistake [highly sexily]somewhere. [pause]Our Swiss friend described this Newtonian conflict of numbers and physics as unresolvable. [pause]At this stage, it maybe more diplomatic and constructive to say to our professors that multiplying masses [so sexy]together to understand the universe doesn't match the standard of your own intelligence.[pause][love in eyes] And you have a job of high [highly sexily]school correction on your [love in voice]capable hands. Excuse me[long pause]....[long pause] edit this off.
hello[long pause]In light of what is being said in [very sexily] beautiful Singapore, it is our duty here at NASA to explain that a moonshot [very sexy]disavows mutual gravitation. [pause]Here is what can be regarded as Newton's true law of gravity. [pause]Only one [sexy]mass involved. [pause]Whether or not this was Newton's [smiling sex] original work can be [smiling sex]debated. [pause]It is all we ever use in our celestial determinations. [pause]Some exceptions maybe discussed. [pause]The recent moon shot did not involve a moon[sexy] landing. [pause]Courtesy of the capsule and its on board astronauts, Earth-mass left the Earth’s gravity field and entered the [smiling sex]Moon’s gravity field. [pause]According to Newton's formula, this transfer of mass from a larger [smiling sex]body like the earth to a smaller one like the moon increased the mutual attraction between those [sexily]two bodies while the [sexy]capsule was in the moon's gravity field.[long pause] [smiling sex]Suffice to say many space ventures have succeeded in the last [very sexy]75 years. [pause]None have depended on the science of a moon shot increasing the mutual attraction between the earth and the moon.. [pause] Morally and pointedly, if Newton's mass multiplication gravity formula is to be taught as the [smiling sex]truth of the universe, [smiling sex]school teachers and [flirting] professors need to be able to explain how a [smiling sexily]successful moon shot increases the power of [I want you]attraction between the earth and the moon while the shot is in the [smiling sex]moon's gravity field. [pause]Most everybody should be able to see that this part of Newton's gravity work simply is not able to make class room sense. [long pause] Now has that OLD AUSTRALIAN[love in voice] MAN made his [flirting] hesitant phone call to a university. [pause][smiling sex] It would be about time he did. [pause][oh dear][smiling sex]Or has he gone on another trip of his football anticipation. [short pause][smiling sexily]His team is as useless as Newton's full law of gravity [smiling sex] probably forever. [pause]Let's see. [smile]If his phone call happens[sweet love]world tidal education may be able to take a [very sexily]turn for the [very sexily]very much better.[long pause] edit