Scribble Comic

Just a thought experiment.
I wonder what would happen if you were to surround the device with sulfur hexafluoride connections where you wanted additive electron bonding?

If magnesium uses blue light and it has a wavelength of 450 nm and was then tweezed like taffy between refractory materials before being pulsed into the doped magnesium opening, you could use the outer entanglement of the sulfur to find out where electrons go through the net of magnesium bonds. Atomic radii of .16 nm, so .32 across. Meaning you would need 1406.25 tweezing’s to reach the entirety of the atom, and 1812.5 per the radii. Divide that by (11/12) and you would need 1977.2727 tweezing’s to reach the size of a doped hole and then it’s a matter of aiming it properly down the line to get gate readings. Hmm need to think out loud a bit. This is just a hypothetical arrangement of a single starting atom to a possible “neural” quantum network at 7 atoms +1 sulfur hexafluoride molecule layer deep. 1-11-121-1331-14641-161051-1771561+S(ulfur atomic layer). It may be beneficial to arrange photons to fire through multiple inputs at once to allow positioning lockdown for adjacent gates to reduce noise and need for insulation or vacuuming. Since each atom is bonded along a length to a given anchor point, then you can time the interactions with the other atoms so that they counteract the unwanted reactions of the environment while still allowing the movements you want. Like tide waters rising and falling in a synchronistic manner against a pole—the pole being a photon interacting with an anchor atom that is not being currently pulsed as a gate which are instead like photons hitting the water from above and below and the shores edges.
1 = Input Mg atom -11 doped

-11= Mg connectable first layer with each one available connection so that the photon may have a proper chance to be interacted with within it’s spectra. Same goes on through to the needed layer above or beyond as required from usage until they are each bonded with a sulfur hexafluoride molecule where the photon is absorbed completely and an extra electron is displaced and moved along the pcb a set distance based on how many layers—i.e. how many gates it had to pass through to become realized and information is gathered and how strong the remaining pulse is.

Use photon tweezing to electron output alteration from Magnesium to Sulfur hexafluoride and you can directly read from the quantum computer with a simple pcb, since all receiving atoms can be bonded to the pcb and an inner set of donor atoms.

You can build neural networks out of these two materials because the magnesium can be forced between 0-12 doped electrons depending on anchoring pulses interactions, and the sulfur can be forced to gain plus 6 to for a total of 12 electrons with fluorine. Meaning you plug in the light, it travels down the net, opening entangled gates, some stronger than others based on their timing, which correspond to the receiving sulfur doped atoms attached to the fluorine chamber to the pcb which directly reads off the information through a decoder built into the pcb if wanted, or a computer if needed. Though this method you may also add additional input atoms once the timing systems and anchor systems are worked out.

Addition of all atoms including the last layer of magnesium and the combined hexafluoride molecules atoms (7) to give total atoms.

1948717+(7*1771561)=14349644 atoms total.

Divide the number of atoms before the molecules where the photons can travel in the doped system, times the number of doped holes possible per atom which is itself divided by the total number of possible placements within the atom, and then divide that by the total number of atoms. Then multiply by 100% to get a percentage of loss over the potential travel per photon through the system until it reaches a change state point where that number may change due to resistance of the material. Though they can be read as a different light amount by a proper sensor array.

((1948717*(11/12))/14349644)*100% = .124485591% loss rate potential over 14349644 atoms. Approx.. .0012 or twelve thousandths.

-J.