Can one morphically resonate resin into morphic resonation by resonating resin watt is the wattage re qui um

 THE HELPING HAND It may be appropriate here to introduce “The Helping Hand,” a well-known factotum in Greek geometry who takes care that lines are drawn, circles are described, points are taken, perpendiculars are dropped, etc. The perfect imperative passive is its verbal mask: “Let a circle have been described ( ) with center A and radius AB.” No one who has studied the Elements in Greek will have missed it, and never do we find any of the commands or exhortations so familiar from our own classrooms:

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A Prayr for Morphic Resonance Our Feather Who Art Odd in ΘEven AΓΤ...:..The point defining the radius viewed from the extreme Defined by the radius radiating from said point in the Platonic dialogues which pre seed this prayr by at least as long as you believe this prayr pre seedΣ your memory Hallowed Be Thy Name Refer to the 達 now and listen to the sound of the tao ringing at 432 the radius of the yellow disk in the sky called the sun by some yada yada give it a name Then read Cratylus aka Crater us with nonsense or not... Thy Kingdom Come ΘΥ Κ ιν Γ Δ ΘΜ ΞΘΜΣ The magnetic end of Any electromagnetic force is the A generated roundly summed when the Δirections speak the word or say the letter Σ Thy Will Be Done The electric end of the electromagnetic force is the G ΣΝΣΓΑΤΘΓ ΙΝ Γ and G Be then is the end of the bee coming home to pollinate the poll in a waiter oφ water Becoming then is the state formerly known to the non reader as being ΘΑΠ which then became becaming or wasing or was as in its over for that one or stick a fork in it its ΔΘΝΣ On Earth As it is in Heaven works in and at all levels of wetness at varying degrees of pressure the night sky is clearly filled with light as is the day light hours on earth ~1/2 water hangs suspended in the sky runs down hills forms large gatherings moves in measurable ways pulsating at the rate of the motion generated by the motion of the rate where wavelength determines the freak and the frequency returns to the sky hangs for a while as the this is separated from the that falls from grace to do it all over again as told by Steely Dan in the 90's Give Us This Day Our Daily Bread Light is the source of all life including the life that lives in the dark in caves under rocks well under rocks covers it all and that is all covered with the water of the at most sphere within which the pale blue dot and a dot on the pale blue dot near the half way point is moving 1000 mph in the tomorrow direction 67000 mph in the tomorrow next year direction and you fill in the tre in that pass to figure out what the answer is down below And For give our tres passes as all geometric biologista will apparently yell at you in private there are always three attempts before a connection is made just as the electric eel pulses to make the prey more detectable then pops to make it more delect table when the radius is right As We for give those who have the bending which makes the magnetic field feel fieldy when felt with felt or cat fur prefer ably of the live type and on and on it goes off with their heads cries the queen running behind the rose poachers like an enraged gardner at the height of beetle season Tres passed against us what comes around goes around the other way as the one witch going this way creates A Δaemon the idea which allows the two to go tre:way that way time-:ly forcing the three to become what the feather envisioned for all the living which flows from life lifed in the direction you go in G at the speed at which the which is also the you going too and two by two to boot And Deliver Us from Evil which when you go in G three ways at once one knows one is and one is one thing for sure radiant radian and then when EVILIVE is not a word is becomes a wordle which will will the wonton week err into a popular speaker For Ever and Eva Amen The last bit doing no more than referring one to the second premise of LIVE which is EVIL the waste if there is waste among the products produced and as the Chemists had been doing for a good radius of the earth in year counts measuring as the weight of a theoretical feather no more than a few drops of water in weight and as heavy as a hammer on the moon

https://www.xavier.edu/jesuitresource/online-resources/prayer-index/catholic-prayers#:~:text=Our%20Father-,Our%20Father%2C%20Who%20art%20in%20heaven%2C%20hallowed%20be%20Thy%20name,but%20deliver%20us%20from%20evil.&text=Hail%20Mary%2C%20full%20of%20grace.

Definitions

Definition 1.

A point is that which has no part.

Definition 2.

A line is breadthless length.

Definition 3.

The ends of a line are points.

Definition 4.

A straight line is a line which lies evenly with the points on itself.

Definition 5.

A surface is that which has length and breadth only.

Definition 6.

The edges of a surface are lines.

Definition 7.

A plane surface is a surface which lies evenly with the straight lines on itself.

Definition 8.

A plane angle is the inclination to one another of two lines in a plane which meet one another and do not lie in a straight line.

Definition 9.

And when the lines containing the angle are straight, the angle is called rectilinear.

Definition 10.

When a straight line standing on a straight line makes the adjacent angles equal to one another, each of the equal angles is right, and the straight line standing on the other is called a perpendicular to that on which it stands.

Definition 11.

An obtuse angle is an angle greater than a right angle.

Definition 12.

An acute angle is an angle less than a right angle.

Definition 13.

A boundary is that which is an extremity of anything.

Definition 14.

A figure is that which is contained by any boundary or boundaries.

Definition 15.

A circle is a plane figure contained by one line such that all the straight lines falling upon it from one point among those lying within the figure equal one another.

Definition 16.

And the point is called the center of the circle.

Definition 17.

A diameter of the circle is any straight line drawn through the center and terminated in both directions by the circumference of the circle, and such a straight line also bisects the circle.

Definition 18.

A semicircle is the figure contained by the diameter and the circumference cut off by it. And the center of the semicircle is the same as that of the circle.

Definition 19.

Rectilinear figures are those which are contained by straight lines, trilateral figures being those contained by three, quadrilateral those contained by four, and multilateral those contained by more than four straight lines.

Definition 20.

Of trilateral figures, an equilateral triangle is that which has its three sides equal, an isosceles triangle that which has two of its sides alone equal, and a scalene triangle that which has its three sides unequal.

Definition 21.

Further, of trilateral figures, a right-angled triangle is that which has a right angle, an obtuse-angled triangle that which has an obtuse angle, and an acute-angled triangle that which has its three angles acute.

Definition 22.

Of quadrilateral figures, a square is that which is both equilateral and right-angled; an oblong that which is right-angled but not equilateral; a rhombus that which is equilateral but not right-angled; and a rhomboid that which has its opposite sides and angles equal to one another but is neither equilateral nor right-angled. And let quadrilaterals other than these be called trapezia.

Definition 23

Parallel straight lines are straight lines which, being in the same plane and being produced indefinitely in both directions, do not meet one another in either direction.

Postulates

Euclid's Elements

Book I

Postulate 3

To describe a circle with any center and radius.

This is the third assumed construction in the Elements.

 It corresponds to drawing a circle with a compass.


Circles were defined in Def.I.15 and Def.I.16 as plane figures with the property that there is a certain point, called the center of the circle, such that all straight lines from the center to the boundary are equal. That is, all the radii are equal.

The given data are (1) a point A to be the center of the circle, (2) another point B to be on the circumference of the circle, and (3) a plane in which the two points lie. In the first few books of the Elements, there is but one plane under consideration and needn’t be mentioned, but in the last three books which develop solid geometry, the plane has to be specified.



Note that this postulate does not allow for the compass to be moved. The usual way that a compass is used is that is is opened to a given width, then the pivot is placed on the drawing surface, then a circle is drawn as the compass is rotated around the pivot. But this postulate does not allow for transferring distances. It is as if the compass collapses as soon as it’s removed from the plane. Proposition I.3, however, gives a construction for transferring distances. Therefore, the same constructions that can be made with a regular compass can also be made with Euclid’s collapsing compass.

Euclid's Elements

Book IV

Definition 1

A rectilinear figure is said to be inscribed in a rectilinear figure when the respective angles of the inscribed figure lie on the respective sides of that in which it is inscribed.

Definition 2

Similarly a figure is said to be circumscribed about a figure when the respective sides of the circumscribed figure pass through the respective angles of that about which it is circumscribed.

Definition 3

A rectilinear figure is said to be inscribed in a circle when each angle of the inscribed figure lies on the circumference of the circle.

Definition 4

A rectilinear figure is said to be circumscribed about a circle when each side of the circumscribed figure touches the circumference of the circle.

Definition 5

Similarly a circle is said to be inscribed in a figure when the circumference of the circle touches each side of the figure in which it is inscribed.

Definition 6

A circle is said to be circumscribed about a figure when the circumference of the circle passes through each angle of the figure about which it is circumscribed.

Definition 7

A straight line is said to be fitted into a circle when its ends are on the circumference of the circle.