Tracking topics October 2025

Let’s keep track of topics that I research and note on a regular basis. The main reason: So I can get rid of some of those open tabs stored for forever on all of my many devices.

Tracking topics: Food and Nutrition Based

Bean Ball Bites:

Some type of bean canned, drained.

Options:

• Sweetness: Dates/Apricots/Sweeteners/Raisins / crystallised ginger, citrus , fruits, mint
• Crunch: Nuts / Seeds/Celery
• Dough: Add Sunflower meal / Peanut flour / Flaxseed Meal (too much affects taste)/ Rice flour adds Semolina ball texture / Oat bran adds an oaty flakey texture / Could add coconut flakes
• Flavours Added: Vanilla (not needed when you used peanut flour) / Cardamom 1ml max per can for a subtle taste/ Salt / Could add cocoa, could use essences other than vanilla if I wanted, but that isn’t very natural / could add ginger – would be tasty / lemon / citrus peel

Princess Diana’s Overnight Oats

• High fiber cranberry orange overnight oats -someone added cranberry juice.

Allergen statements:

• cocoa: not considered a major food allergen
• cayenne
• cinnamon

Ingredients research

• Ashwagandha – 500g – R102.30 – 29/10/2025

Nutritional Information per 100g

Pistachios

• 160 calories- 13g fat- unsaturated, 6g protein, 8g carbs, 3 g fiber.
• Vitamins and Minerals % Daily Value: -28% Vitamin B6, -21% Thiamine B1, -41% Copper, -11% Phosphorous, -6% Potassium, -15% Manganese

174 Hz Frequency -Human pain relief , DNA Repair

Vibration effects on the body

Tracking Topics: Maths Concepts

Differentiation Rules

• https://share.google/images/Pg1k0LVYglWxNM4Gt
• https://www.onlinemathlearning.com/derivative-rules.html

Integration

Integrating (b/a-bP)dp = Let u = (a-bP), du = -b dP (using the basic differentiation of P to the constant (-b) in front of the P), dP because that the item being differentiated against i.e. the P. Substituting the new items back in, i.e. the u for the whole denominator, and for dP = du/-b. So

integration (b/u X du/-b) = integration of (-du/u) = – ln |u| = -ln |a-bP|

Add this answer to integration of 1/P = ln |P| and then

-ln |a-bP| + ln |P| and

equals ln (|P| / (a-bP)| which equals at + C i.e. the Logistics differential equation.

The World population in the year

2000 – approximately 6.1 billion – American billion which is 1000 000 000.

https://www.worldometers.info/world-population/world-population-by-year/

Using the Malthusian Theory to Project the earth’s population by 2290

Tracking Topics in language

Poetry

Which poet – Robert Frost?

My mother kept me from children… not Robert Frost

Robert Frost poetry – www.simplykalaa.com