Click R-Elements until +/-1*VEE is displayed then click the (+/-) button depending on the (s) sign of the quark or lepton ordered pair you want to display.
Click the green topmost ordered pair to display the (s) number.
Next click R-Elements until +/-1*TEE is displayed then click the (+/-) button depending on the (t) sign of the quark or lepton ordered pair you want to display.
Sum the displayed series of +/-V elements and sum the displayed series of +/-T elements.
Each element counts as +/-(1) and opposite signed rishon elements sum to (0).
The sums will equal the left and right numbers of the ordered pairs respectively.
See Videos Above
Here you can display the Graphic representation of a decay mode.
And You will see that the quanta corresponds to the quanta of the particles of the standard model.
To display a group of images, after cycling to a particular image of a fundamental left click on the zero-image in a row below the fundamentals. As you display images in a set the particle type of the subset will be displayed.
To zero an image, with the cursor over image press space bar or click the [x] buttom then click any image you wish to zero. Click [x] again to end function. To zero images in a row click reset button. To zero all images press escape. When occasionally images do not display correctly, zero the fundamental and the image, select type and image of fundamental again then set image again.
Press (I) to change Isospins for compositional Higgs Mechanism. BACK TOP
For a pair of rishon expressions the Weak Isospin Table presents the quanta of the rishon expressions in the relation Q=Iw+(Q1+Q2)/2. The Electric Charge equals the Weak Isospin plus the Average Electric Charge. The associated Intrinsic Spins, in the table, are the values for massless rishon expressions. Each type of expression is included in two pairs or doublets that have two Weak Isospin values associated with opposite Intrinsic Spin values. When composing emitted Photons, W and Z bosons the relation of Weak Isospin and Intrinsic Spin must reverse. That is a change of one expression's Weak Isospin is equivalent to a related expression's change of Intrinsic Spin. Which indicates massless expressions acquiring mass. For example: expression #1 and #7 may exchange identities by #1 shifting its Weak Isospin value to the value of #7. This shift is equivalent to the Intrinsic Spin of #7 reversing. Thereby exhibiting mass. Left click on the rows of values for #1 and #7, three times, to see this exchange of Weak Isospin values and reversals of Intrinsic Spins.
In videos below you will see how this switching and matching of rishon expressions of Weak Isospin doublets make possible a compositional accounting of the Higgs Mechanism.
See Video Below.