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General: 1RA IMAGEN TV SE TRANSMITE A LAS 2:54:00 GMT-11/9=254 GREGORIANO=25/4 SAN MARCOS
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Reply  Message 1 of 14 on the subject 
From: BARILOCHENSE6999  (Original message) Sent: 08/04/2018 04:08
Resultado de imagen para 22 DE JULIO APOLO 11


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Reply  Message 2 of 14 on the subject 
From: BARILOCHENSE6999 Sent: 26/07/2018 14:44
Resultado de imagen para torres gemelas 911
 
 
25/4=DIA DE SAN MARCOS
 

DÍAS DE CELEBRACIÓN DE π

pi aproximacion

Entre los que se encuentran el mismo 22 de Julio (22/7=3.1428), y curiosamente también el 21 de diciembre…

pi

Pero el día oficial de π es el 3-14…

 

 

 
25/4 es el dia de SAN JUAN MARCOS, DIA NUMERO 227 DEL CALENDARIO COPTO
 

858. 1 Corintios 11:9: y tampoco el varón fue creado por causa de la MUJER, sino la MUJER por causa del varón.

63. Marcos 2:27:

Marcos 2:27: También les dijo: El DÍA DE REPOSO fue hecho por causa del hombre, y no el hombre por causa del DÍA DE REPOSO.

OBSERVA ESTA DOS VERSICULOS. EL VARON FUE CREADO POR CAUSA DE LA MUJER Y NO LA MUJER POR CAUSA DEL VARON. (MARCO 11/9 O 9/11)
 
OBSERVA TAMBIEN MARCOS 2:27 (22/7=DIA DE MARIA MAGDALENA) CONFIRMA QUE EL DIA DE REPOSO FUE HECHO POR CAUSA DEL HOMBRE Y NO EL HOMBRE POR CAUSA DEL DIA DE REPOSO.
 
SILOGISMO=LA MUJER ES EL MISMO DIA DE REPOSO.
 
MARCOS 9/11 Y MARCO DIA DE MARIA LA MAGDALENA 22/7

 

 
INSISTO ¿PORQUE LAS BODAS DE CANA FUERON EN UN SEPTIMO DIA?
 
ES OBVIO EN ESTE MARCO QUE LA BODA FUE DEL MISMO CRISTO CON MARIA LA MAGDALENA.
 
LA UBICACION DE NUEVA YORK (74 OESTE O 254 DESDE EL MERIDIANO DE CAMBIO DE DIA ESTA INTERRELACIONADA CON LOS 254 DIAS QUE HAY DESDE EL PRIMERO DE ENERO HASTA EL 11 DE SEPTIEMBRE)
City Coordinates: 40°43′N 74°0′W
φ Latitude, λ Longitude (of Map center):
 

Above:  On Google Earth you can see the peak of Mt. Sinai in Saudi Arabia.  Encampment is to the right of peak.

http://www.arkdiscovery.com/mt__sinai_found.htm


Reply  Message 3 of 14 on the subject 
From: minkoo Sent: 25/08/2021 09:35
Your article is very good, I have read a lot of articles but I am really impressed with your writing style. I will review this post.

Reply  Message 4 of 14 on the subject 
From: BARILOCHENSE6999 Sent: 17/09/2021 00:53
Resultado de imagen para torres gemelas 911
The amount of days in a solar year plus the proportions for the Equatorial circumference of the Earth and the proportions of the Great Pyramid of Giza according to Golden Pi = 4/√φ = 3.144605511029693144: The Great Pyramid of Giza is a geodetic model of Planet Earth. The measurements mentioned below are the ideal measurements. A meter is equal to 100 centimeters 1 Solon cubit = 40 times √φ = 50.88078598056276 centimeters. If 1 Solon cubit is divided into 20 equal units of measure then 20 inches can be derived because 1 Solon cubit is equal to 20 inches. 1 Saylen cubit = 50 times √φ = 63.60098247570345 centimeters. If 1 Saylen cubit is divided into 25 equal units of measure then 25 inches can be derived because 1 Saylen cubit is equal to 25 inches. 1 inch = 2 times √φ = 2.544039299028138 centimeters. 1 foot = 12 inches. 1 foot = 24 times √φ = 30.528471588337656 centimeters. If the shortest edge length of a Kepler right triangle is equal to 1 then the hypotenuse of the Kepelr right triangle is equal to The Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 according to the Pythagorean theorem. The Golden ratio in Trigonometry = (cosine (36 degrees) times 2) = 1.618033988749895. If the shortest edge length of a Kepler right triangle is equal to 1 then second longest edge length of the Kepelr right triangle is the square root of the Golden ratio = √φ = 1.272019649514069 according to the Pythagorean theorem. The width for the square base of the Great Pyramid of Giza is equal to 756 feet. • If the shortest edge length of a Kepler right triangle is equal to 1 foot and then the second edge length of the Kepler right triangle is multiplied 378 equal times the result will be the height of the Great Pyramid of Giza = 378 times √φ = 480.823427516318082 feet according to Golden Pi = 4/√φ = 3.144605511029693144. • If the shortest edge length of a Kepler right triangle is equal to 1 foot and then the hypotenuse of the Kepler right triangle is multiplied 378 equal times the result will be the slant height of the Great Pyramid of Giza = 378 times φ = 611.61684774746031 feet according to Golden Pi = 4/√φ = 3.144605511029693144. • If the shorter edge length of a Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 rectangle is equal to 1 foot and then the diagonal of the Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 rectangle is multiplied 378 equal times the result will be the edge height of the Great Pyramid of Giza = 378 times = Cosine (18) degrees times 2 = 1.902113032590307 = 718.998726319136046 feet according to Golden Pi = 4/√φ = 3.144605511029693144.Cosine (18) degrees times 2 = 1.902113032590307. Cosine (18) degrees times 2 = 1.902113032590307 squared = φ plus 2 = 3.618033988749895. • If the shortest edge length of a Kepler right triangle is equal to 1 foot = 24 times √φ = 30.528471588337656 centimeters then the second longest edge length of that Kepler right triangle is equal to 38.832815729997479 centimeters.24 times √φ = 30.528471588337656 centimeters times the square root of the Golden ratio = √φ = 1.272019649514069 = 38.832815729997479 centimeters. 1 foot = 24 times √φ = 30.528471588337656 centimeters times the square root of the Golden ratio = √φ = 1.272019649514069 = 38.832815729997479 centimeters times 378 = the height of the Great Pyramid of Giza of Giza = 14678.804345939047062 centimeters. The height of the Great Pyramid of Giza = 14678.804345939047062 centimeters divided by 24 times √φ = 30.528471588337656 centimeters = the height of the Great Pyramid of Giza = 480.823427516318088 feet. 378 times √φ = 1.272019649514069 = 480.823427516318088. • If the shortest edge length of a Kepler right triangle is equal to 1 foot = 24 times √φ = 30.528471588337656 centimeters then the hypotenuse of that Kepler right triangle is equal to 49.39610465451582 centimeters. 24 times √φ = 30.528471588337656 centimeters times the Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 = 49.39610465451582 centimeters. 1 foot = 24 times √φ = 30.528471588337656 centimeters times the Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 378 = 49.39610465451582 centimeters times 378 = slant the height of the Great Pyramid of Giza = 18671.727559406979971centimeters. The Slant height of the Great Pyramid = 18671.727559406979971 centimeters divided by 24 times √φ = 30.528471588337656 centimeters = the slant height of the Great Pyramid of Giza = 611.61684774746031 feet. 378 times √φ = 1.272019649514069 = 611.61684774746031. • If the shortest edge length of a Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 rectangle is equal to 1 foot = 24 times √φ = 30.528471588337656 centimeters then the length of the diagonal of that Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 rectangle is equal to 58.068603673239965 centimeters. 24 times √φ = 30.528471588337656 centimeters times Cosine (18) degrees times 2 = 1.902113032590307 = 58.068603673239965 centimeters. Cosine (18) degrees times 2 = 1.902113032590307 squared = φ plus 2 = 3.618033988749895. 1 foot = 24 times √φ = 30.528471588337656 centimeters times = Cosine (18) degrees times 2 = 1.902113032590307 = 58.068603673239965 centimeters times 378 = the edge height of the Great Pyramid of Giza of Giza = 21949.932188484706835 centimeters. The edge height of the Great Pyramid = 21949.932188484706835 centimeters divided by 24 times √φ = 30.528471588337656 centimeters = the edge height of the Great Pyramid of Giza = 718.998726319136046 feet. 378 times Cosine (18) degrees times 2 = 1.902113032590307 = 718.998726319136046. Cosine (18) degrees times 2 = 1.902113032590307. Cosine (18) degrees times 2 = 1.902113032590307 squared = φ plus 2 = 3.618033988749895. A Kepler right triangle can be created from the construction of a Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 rectangle by using Compass and straight edge and obviously a marker for the drawing surface. The amount of days in a Solar year = 4/√φ times 7920 times 5280/(10 ^ 3 times 360) = 365.277376161209156. The amount of days in a Solar year = 4/√φ = 3.144605511029693144 times 7920 times 5280/(10 ^ 3 times 360) = 365.277376161209156. The equatorial circumference of planet Earth = 10 ^ 3 times 360 times 365.277376161209156 = 131499855.41803529616 feet. The equatorial circumference of planet Earth = 4/√φ = 3.144605511029693144 times 7920 = 24905.275647355169727 statute miles. 131499855.41803529616 feet divided by 86400 = half the perimeter of the socle of the Great Pyramid of Giza = 1521.989067338371483 feet. Half the perimeter of the socle of the Great Pyramid of Giza times 86400 is also equal to the equatorial circumference of planet Earth = 131499855.41803529616 feet. 484 divided by √φ times 2 = the width of the socle of the Great Pyramid of Giza = 760.99453366918572 feet. Half the width of the socle of the Great Pyramid of Giza = 380.49726683459286 feet times √φ = 484 feet. 484/√φ times 2 times 2 times 86400 = 131499855.41803529616 feet. 131499855.41803529616 feet divided by 5280 = The perimeter of the socle of the Great Pyramid of Giza = 484/√φ times 8 = 3043.978134676742966 feet. 484 feet /√φ times 8 = 3043.978134676742966 feet times 12 = 24905.275647355169727 statute miles. 24905.275647355169727 statute miles divided by 7920 statute miles = Golden Pi = 4/√φ = 3.144605511029693144. There are 929.28 meters in the square perimeter of the socle of the Great Pyramid of Giza according to Golden Pi = 4/√φ = 3.144605511029693144. 484/√φ times 8 = 3043.978134676742966 times 12 = 36527.737616120915592 divided by 100 = the exact amount of days in a solar year = 365.277376161209156. The equatorial diameter of our planet Earth = 41817600 feet. 41817600 feet divided 86400 = the height of the Great Pyramid of Giza = 378 times √φ = 480.823427516318082 feet plus the height of the socle of the Great Pyramid of Giza = 3.176572483681918 feet. 10 ^ 3 times 360 times 484/(√φ) times 8 times 12/(100) = 131499855.41803529616 feet. The height of the Great Pyramid if Giza is 378 times √φ = 480.823427516318082 feet. The width of the square base of the Great Pyramid of Giza is 756 feet. The perimeter of the square base of the Great Pyramid of Giza = 3024 feet. 9 factorial = 362880. At 10 degrees latitude the length of a degree is 9 factorial =362880 feet. The amount of inches in the perimeter of the square of the Great Pyramid of Giza = 36288. 36288 times 10 = 362880. The width for the square base of the Great Pyramid of Giza = 756 feet. The perimeter of the square base of the Great Pyramid of Giza = 3024 feet. There are 36288 inches in the perimeter of the square base of the Great Pyramid of Giza. 3024 times 12 = 36288. 756 times 4 times 12 = 36288. (9!)/10 = 36288. The equatorial circumference of planet Earth: https://joedubs.com/four-earthly-elements/equatorial-circumference-of-earth/ Kepler right triangle diagram with squares upon the edges of the Kepler right triangle: https://drive.google.com/file/d/1iBtXYy06yv9UWtGP5mwMXyt80vaysFvR/view?usp=sharing Kepler right triangle construction method: https://drive.google.com/file/d/15DNXB_xNP2f2jCroC0FyNUyBYGhVAA2J/view?usp=sharing PYTHAGOREAN THEOREM: https://en.wikipedia.org/wiki/Pythagorean_theorem Golden ratio: https://en.wikipedia.org/wiki/Golden_ratio The history of the meter: The history of the meter: https://www.factinate.com/editorial/meter-history/ The meter: https://en.wikipedia.org/wiki/Metre The meter is based now on the speed of light: https://www.youtube.com/watch?v=vgqUyFaUDcI

Respuesta  Mensaje 13 de 14 en el tema 
De: BARILOCHENSE6999 Enviado: 16/09/2021 21:15
Inches to Centimeters Converter - MarkCalculate

Respuesta  Mensaje 14 de 14 en el tema 
De: BARILOCHENSE6999 Enviado: 16/09/2021 21:19
La Gran Pirámide de Giza – ReydeKish – Historias de la Antigüedad

Reply  Message 5 of 14 on the subject 
From: BARILOCHENSE6999 Sent: 17/09/2021 02:10


Reply  Message 6 of 14 on the subject 
From: BARILOCHENSE6999 Sent: 17/09/2021 02:15


Reply  Message 7 of 14 on the subject 
From: BARILOCHENSE6999 Sent: 17/09/2021 23:46
MARIANO F. URRESTI "PRESUNTO HIJO DE JESUS Y MARIA MAGDALENA SERIA JUAN  MARCOS" - DESENMASCARANDO LAS FALSAS DOCTRINAS - Gabitos
Resultado de imagen para einstein estupidez infinita
Resultado de imagen para MARTIN MC FLY BABY
Resultado de imagen para GALLINA BACK TO THE FUTURE
Back to the Future 9/11 conspiracy - YouTube
 
 
patagonia=911=volver al futuro
 
BACK TO THE FUTURE 9/11 prediction !!! Illuminati Conspiracy - YouTube
 
 
 
Back To The Future: Did the time travel film predict the 9/11 attacks? |  Metro News
Resultado de imagen para torres gemelas 911
The amount of days in a solar year plus the proportions for the Equatorial circumference of the Earth and the proportions of the Great Pyramid of Giza according to Golden Pi = 4/√φ = 3.144605511029693144: The Great Pyramid of Giza is a geodetic model of Planet Earth. The measurements mentioned below are the ideal measurements. A meter is equal to 100 centimeters 1 Solon cubit = 40 times √φ = 50.88078598056276 centimeters. If 1 Solon cubit is divided into 20 equal units of measure then 20 inches can be derived because 1 Solon cubit is equal to 20 inches. 1 Saylen cubit = 50 times √φ = 63.60098247570345 centimeters. If 1 Saylen cubit is divided into 25 equal units of measure then 25 inches can be derived because 1 Saylen cubit is equal to 25 inches. 1 inch = 2 times √φ = 2.544039299028138 centimeters. 1 foot = 12 inches. 1 foot = 24 times √φ = 30.528471588337656 centimeters. If the shortest edge length of a Kepler right triangle is equal to 1 then the hypotenuse of the Kepelr right triangle is equal to The Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 according to the Pythagorean theorem. The Golden ratio in Trigonometry = (cosine (36 degrees) times 2) = 1.618033988749895. If the shortest edge length of a Kepler right triangle is equal to 1 then second longest edge length of the Kepelr right triangle is the square root of the Golden ratio = √φ = 1.272019649514069 according to the Pythagorean theorem. The width for the square base of the Great Pyramid of Giza is equal to 756 feet. • If the shortest edge length of a Kepler right triangle is equal to 1 foot and then the second edge length of the Kepler right triangle is multiplied 378 equal times the result will be the height of the Great Pyramid of Giza = 378 times √φ = 480.823427516318082 feet according to Golden Pi = 4/√φ = 3.144605511029693144. • If the shortest edge length of a Kepler right triangle is equal to 1 foot and then the hypotenuse of the Kepler right triangle is multiplied 378 equal times the result will be the slant height of the Great Pyramid of Giza = 378 times φ = 611.61684774746031 feet according to Golden Pi = 4/√φ = 3.144605511029693144. • If the shorter edge length of a Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 rectangle is equal to 1 foot and then the diagonal of the Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 rectangle is multiplied 378 equal times the result will be the edge height of the Great Pyramid of Giza = 378 times = Cosine (18) degrees times 2 = 1.902113032590307 = 718.998726319136046 feet according to Golden Pi = 4/√φ = 3.144605511029693144.Cosine (18) degrees times 2 = 1.902113032590307. Cosine (18) degrees times 2 = 1.902113032590307 squared = φ plus 2 = 3.618033988749895. • If the shortest edge length of a Kepler right triangle is equal to 1 foot = 24 times √φ = 30.528471588337656 centimeters then the second longest edge length of that Kepler right triangle is equal to 38.832815729997479 centimeters.24 times √φ = 30.528471588337656 centimeters times the square root of the Golden ratio = √φ = 1.272019649514069 = 38.832815729997479 centimeters. 1 foot = 24 times √φ = 30.528471588337656 centimeters times the square root of the Golden ratio = √φ = 1.272019649514069 = 38.832815729997479 centimeters times 378 = the height of the Great Pyramid of Giza of Giza = 14678.804345939047062 centimeters. The height of the Great Pyramid of Giza = 14678.804345939047062 centimeters divided by 24 times √φ = 30.528471588337656 centimeters = the height of the Great Pyramid of Giza = 480.823427516318088 feet. 378 times √φ = 1.272019649514069 = 480.823427516318088. • If the shortest edge length of a Kepler right triangle is equal to 1 foot = 24 times √φ = 30.528471588337656 centimeters then the hypotenuse of that Kepler right triangle is equal to 49.39610465451582 centimeters. 24 times √φ = 30.528471588337656 centimeters times the Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 = 49.39610465451582 centimeters. 1 foot = 24 times √φ = 30.528471588337656 centimeters times the Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 378 = 49.39610465451582 centimeters times 378 = slant the height of the Great Pyramid of Giza = 18671.727559406979971centimeters. The Slant height of the Great Pyramid = 18671.727559406979971 centimeters divided by 24 times √φ = 30.528471588337656 centimeters = the slant height of the Great Pyramid of Giza = 611.61684774746031 feet. 378 times √φ = 1.272019649514069 = 611.61684774746031. • If the shortest edge length of a Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 rectangle is equal to 1 foot = 24 times √φ = 30.528471588337656 centimeters then the length of the diagonal of that Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 rectangle is equal to 58.068603673239965 centimeters. 24 times √φ = 30.528471588337656 centimeters times Cosine (18) degrees times 2 = 1.902113032590307 = 58.068603673239965 centimeters. Cosine (18) degrees times 2 = 1.902113032590307 squared = φ plus 2 = 3.618033988749895. 1 foot = 24 times √φ = 30.528471588337656 centimeters times = Cosine (18) degrees times 2 = 1.902113032590307 = 58.068603673239965 centimeters times 378 = the edge height of the Great Pyramid of Giza of Giza = 21949.932188484706835 centimeters. The edge height of the Great Pyramid = 21949.932188484706835 centimeters divided by 24 times √φ = 30.528471588337656 centimeters = the edge height of the Great Pyramid of Giza = 718.998726319136046 feet. 378 times Cosine (18) degrees times 2 = 1.902113032590307 = 718.998726319136046. Cosine (18) degrees times 2 = 1.902113032590307. Cosine (18) degrees times 2 = 1.902113032590307 squared = φ plus 2 = 3.618033988749895. A Kepler right triangle can be created from the construction of a Golden ratio = (√(5) plus 1)/2 = φ = 1.618033988749895 rectangle by using Compass and straight edge and obviously a marker for the drawing surface. The amount of days in a Solar year = 4/√φ times 7920 times 5280/(10 ^ 3 times 360) = 365.277376161209156. The amount of days in a Solar year = 4/√φ = 3.144605511029693144 times 7920 times 5280/(10 ^ 3 times 360) = 365.277376161209156. The equatorial circumference of planet Earth = 10 ^ 3 times 360 times 365.277376161209156 = 131499855.41803529616 feet. The equatorial circumference of planet Earth = 4/√φ = 3.144605511029693144 times 7920 = 24905.275647355169727 statute miles. 131499855.41803529616 feet divided by 86400 = half the perimeter of the socle of the Great Pyramid of Giza = 1521.989067338371483 feet. Half the perimeter of the socle of the Great Pyramid of Giza times 86400 is also equal to the equatorial circumference of planet Earth = 131499855.41803529616 feet. 484 divided by √φ times 2 = the width of the socle of the Great Pyramid of Giza = 760.99453366918572 feet. Half the width of the socle of the Great Pyramid of Giza = 380.49726683459286 feet times √φ = 484 feet. 484/√φ times 2 times 2 times 86400 = 131499855.41803529616 feet. 131499855.41803529616 feet divided by 5280 = The perimeter of the socle of the Great Pyramid of Giza = 484/√φ times 8 = 3043.978134676742966 feet. 484 feet /√φ times 8 = 3043.978134676742966 feet times 12 = 24905.275647355169727 statute miles. 24905.275647355169727 statute miles divided by 7920 statute miles = Golden Pi = 4/√φ = 3.144605511029693144. There are 929.28 meters in the square perimeter of the socle of the Great Pyramid of Giza according to Golden Pi = 4/√φ = 3.144605511029693144. 484/√φ times 8 = 3043.978134676742966 times 12 = 36527.737616120915592 divided by 100 = the exact amount of days in a solar year = 365.277376161209156. The equatorial diameter of our planet Earth = 41817600 feet. 41817600 feet divided 86400 = the height of the Great Pyramid of Giza = 378 times √φ = 480.823427516318082 feet plus the height of the socle of the Great Pyramid of Giza = 3.176572483681918 feet. 10 ^ 3 times 360 times 484/(√φ) times 8 times 12/(100) = 131499855.41803529616 feet. The height of the Great Pyramid if Giza is 378 times √φ = 480.823427516318082 feet. The width of the square base of the Great Pyramid of Giza is 756 feet. The perimeter of the square base of the Great Pyramid of Giza = 3024 feet. 9 factorial = 362880. At 10 degrees latitude the length of a degree is 9 factorial =362880 feet. The amount of inches in the perimeter of the square of the Great Pyramid of Giza = 36288. 36288 times 10 = 362880. The width for the square base of the Great Pyramid of Giza = 756 feet. The perimeter of the square base of the Great Pyramid of Giza = 3024 feet. There are 36288 inches in the perimeter of the square base of the Great Pyramid of Giza. 3024 times 12 = 36288. 756 times 4 times 12 = 36288. (9!)/10 = 36288. The equatorial circumference of planet Earth: https://joedubs.com/four-earthly-elements/equatorial-circumference-of-earth/ Kepler right triangle diagram with squares upon the edges of the Kepler right triangle: https://drive.google.com/file/d/1iBtXYy06yv9UWtGP5mwMXyt80vaysFvR/view?usp=sharing Kepler right triangle construction method: https://drive.google.com/file/d/15DNXB_xNP2f2jCroC0FyNUyBYGhVAA2J/view?usp=sharing PYTHAGOREAN THEOREM: https://en.wikipedia.org/wiki/Pythagorean_theorem Golden ratio: https://en.wikipedia.org/wiki/Golden_ratio The history of the meter: The history of the meter: https://www.factinate.com/editorial/meter-history/ The meter: https://en.wikipedia.org/wiki/Metre The meter is based now on the speed of light: https://www.youtube.com/watch?v=vgqUyFaUDcI
 
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La Gran Pirámide de Giza – ReydeKish – Historias de la Antigüedad

Reply  Message 8 of 14 on the subject 
From: BARILOCHENSE6999 Sent: 18/09/2021 00:27
Given that 1 inch = 2.54 cm, 1 cm3 is equa... | Clutch Prep

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Dimensional Analysis. - ppt download

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Mary Magdalene Feet Photos - Free & Royalty-Free Stock Photos from  Dreamstime

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From: BARILOCHENSE6999 Sent: 23/09/2021 00:11
Some interesting properties of pyramids: holofractal

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File:Great pyramid pi 640x480.jpg | Sacred geometry meanings, Pyramids,  Mathematics geometry

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From: BARILOCHENSE6999 Sent: 29/09/2021 23:12

EL MESÍAS PONDRÁ SUS PIES SOBRE
EL MONTE DE LOS OLIVOS

En el Judaísmo tradicional y en la literatura Rabínica, el monte de los Olivos es llamado la montaña del Mesías (Mashíaj). Después de que el Mesías (Mashíaj) judío Yeshúa/Jesús resucitara, Él dejó la tierra desde el Monte de los Olivos, para volver otra vez al Cielo (Olam Habá) para sentarse a la diestra del Padre. En Hechos 1:9-12 está escrito:

"Y habiendo dicho estas cosas, viéndolo ellos[Jesús> fue alzado, y le recibió una nube que le ocultó de sus ojos. Y estando ellos con los ojos puestos en el cielo, entre tanto que él se iba, he aquí se pusieron junto a ellos dos varones con vestiduras blancas, los cuales también les dijeron: Varones galileos, ¿por qué estáis mirando al cielo? Este mismo Jesús, que ha sido tomado de vosotros al cielo, así vendrá como le habéis visto ir al cielo. Entonces volvieron a Jerusalén desde el monte que se llama del Olivar [Olivos>el cual está cerca de Jerusalén, camino de un día de reposo."

Cuando el Mesías (Mashíaj) judío Yeshúa/Jesús vuelva en Su segunda venida como el Mesías Rey (Mashíaj ben David), Él pondrá Sus pies sobre el monte de los Olivos. En Zacarías 14:3-4, 9 está escrito:

"Después saldrá el Señor…y se afirmarán sus pies en aquel día sobre el monte de los Olivos… y el Señor será rey sobre toda la tierra. En aquel día será uno, y uno será su nombre."

Los pies de la persona que se ponen sobre el monte de los Olivos en Zacarías 14:4, es el Señor en Zacarías 14:3. La palabra traducida como SEÑOR en Zacarías 14:3 es la palabra hebrea YHWH. Los pies de YHWH se pondrán sobre el monte de los Olivos. Esto es los pies del Mesías (Mashíaj) judío Yeshúa/Jesús (Hechos 1:9-12).


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From: BARILOCHENSE6999 Sent: 29/09/2021 23:50
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Moonwalk: The Story of the Apollo 11 Moon Landing: Jenkins, David, Buckley,  Adrian: 9780993072178: Amazon.com: Books
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Back to the Future 9/11 conspiracy - YouTube
 
 
patagonia=911=volver al futuro
 
BACK TO THE FUTURE 9/11 prediction !!! Illuminati Conspiracy - YouTube
 
 
 
Back To The Future: Did the time travel film predict the 9/11 attacks? |  Metro News
Resultado de imagen para torres gemelas 911

EL MESÍAS PONDRÁ SUS PIES SOBRE
EL MONTE DE LOS OLIVOS

En el Judaísmo tradicional y en la literatura Rabínica, el monte de los Olivos es llamado la montaña del Mesías (Mashíaj). Después de que el Mesías (Mashíaj) judío Yeshúa/Jesús resucitara, Él dejó la tierra desde el Monte de los Olivos, para volver otra vez al Cielo (Olam Habá) para sentarse a la diestra del Padre. En Hechos 1:9-12 está escrito:

"Y habiendo dicho estas cosas, viéndolo ellos, [Jesús> fue alzado, y le recibió una nube que le ocultó de sus ojos. Y estando ellos con los ojos puestos en el cielo, entre tanto que él se iba, he aquí se pusieron junto a ellos dos varones con vestiduras blancas, los cuales también les dijeron: Varones galileos, ¿por qué estáis mirando al cielo? Este mismo Jesús, que ha sido tomado de vosotros al cielo, así vendrá como le habéis visto ir al cielo. Entonces volvieron a Jerusalén desde el monte que se llama del Olivar [Olivos>, el cual está cerca de Jerusalén, camino de un día de reposo."

Cuando el Mesías (Mashíaj) judío Yeshúa/Jesús vuelva en Su segunda venida como el Mesías Rey (Mashíaj ben David), Él pondrá Sus pies sobre el monte de los Olivos. En Zacarías 14:3-4, 9 está escrito:

"Después saldrá el Señor…y se afirmarán sus pies en aquel día sobre el monte de los Olivos… y el Señor será rey sobre toda la tierra. En aquel día será uno, y uno será su nombre."

Los pies de la persona que se ponen sobre el monte de los Olivos en Zacarías 14:4, es el Señor en Zacarías 14:3. La palabra traducida como SEÑOR en Zacarías 14:3 es la palabra hebrea YHWH. Los pies de YHWH se pondrán sobre el monte de los Olivos. Esto es los pies del Mesías (Mashíaj) judío Yeshúa/Jesús (Hechos 1:9-12).



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