Daily Research
Day 42 ← archive
Saturday, June 27, 2026
Moore’s Law – Riding the Rocket of Exponential Tech Scales 🚀📈
Good morning, Axelle!
Yesterday, you stood alongside Alan Turing at Bletchley Park and saw how a logical engine could automate complex problem-solving. Today is the grand finale of Cycle 6! To close out your journey as a Systems Architect, we are uncovering the golden rule of the digital age: Moore’s Law.
This single observation is the reason your smartphone has more computing power than the massive rooms of computers NASA used to send astronauts to the Moon in 1969. It is the ultimate mental model for understanding the future.
💡 Today’s Task: Moore’s Law (The Exponential Glide)
In 1965, a brilliant engineer named Gordon Moore (who co-founded Intel) noticed a startling pattern. He looked at microchips—the silicon brains inside electronics—and saw that engineers were getting incredibly good at shrinking components.
He predicted that the number of transistors (tiny electronic switches) packed onto a microchip would double roughly every two years, while the cost of computers would be cut in half.
This doesn't sound like much at first. If something doubles from 1 to 2, then 4, then 8, it seems slow. But exponential growth sneaks up on you. Over decades, that continuous doubling turns a slow turtle crawl into a supersonic rocket ship.
The Founder's Rule: Average founders design products for the technology that exists today. Elite founders design products for the technology that will exist two years from now, skating to where the puck is going to be!
The Big Question: "Why is it so hard for the human brain to predict exponential growth, and how can a forward-thinking innovator build a massive advantage by anticipating how cheap, fast, and powerful technology will become in the near future?"
Your Research Protocol:
The Grain of Rice Riddle: Look up the famous ancient riddle about the chessboard and the grains of rice (doubling 1 grain on the first square, 2 on the second, 4 on the third). By the time you get to the 64th square, why is there enough rice to cover the entire planet Earth? How does this illustrate the hidden explosive power of doubling?
The Shrinking Transistor: Look up how small a transistor is on a modern computer or phone chip today. They are now measured in nanometers—which means they are smaller than a single strand of human DNA or a virus! How does keeping up with this tiny scale require engineers to use ultraviolet light to literally "print" circuits onto silicon?
Predicting the Next Wave: Think about virtual reality, robotics, or generative AI. If computing power continues to double while becoming cheaper every two years, what will video games, digital art software, or AI companions look like by the time you are 18? How does this change how you plan your future skills?
🎨 The Illustrator’s Challenge: Draw an Exponential Hockey-Stick Graph!
Draw a large L-shaped graph axis in your sketchbook. The bottom line is Time (Years), and the vertical line is Computing Power.
Start your line on the left, creeping very low and flat along the bottom for the first few inches. Label this flat section: "The Linear Illusion: It feels like nothing is changing."
Suddenly, bend the line sharply upward so it shoots straight off the very top edge of your page like a rocket!
Label the vertical rocket line: "MOORE'S LAW – Exponential explosion! Faster, smaller, cheaper, unstoppable."
🛠️ Quick Tip for Milo the AI:
"Milo, explain Gordon Moore's famous observation known as 'Moore’s Law.' Give me a clear comparison between a computer from 40 years ago and a smartphone today to show the exponential difference in size, cost, and power, and explain why founders must think exponentially."
You have officially conquered Cycle 6, Axelle! You've traced the world's gears from the ancient Silk Road all the way to nanoscale silicon chips. You are looking at the world like a true Systems Architect.
Tomorrow, we step into Cycle 7 to unlock an entirely new arena!
Onward and Upward,
Mama & Papa
Yesterday, you stood alongside Alan Turing at Bletchley Park and saw how a logical engine could automate complex problem-solving. Today is the grand finale of Cycle 6! To close out your journey as a Systems Architect, we are uncovering the golden rule of the digital age: Moore’s Law.
This single observation is the reason your smartphone has more computing power than the massive rooms of computers NASA used to send astronauts to the Moon in 1969. It is the ultimate mental model for understanding the future.
💡 Today’s Task: Moore’s Law (The Exponential Glide)
In 1965, a brilliant engineer named Gordon Moore (who co-founded Intel) noticed a startling pattern. He looked at microchips—the silicon brains inside electronics—and saw that engineers were getting incredibly good at shrinking components.
He predicted that the number of transistors (tiny electronic switches) packed onto a microchip would double roughly every two years, while the cost of computers would be cut in half.
This doesn't sound like much at first. If something doubles from 1 to 2, then 4, then 8, it seems slow. But exponential growth sneaks up on you. Over decades, that continuous doubling turns a slow turtle crawl into a supersonic rocket ship.
The Founder's Rule: Average founders design products for the technology that exists today. Elite founders design products for the technology that will exist two years from now, skating to where the puck is going to be!
The Big Question: "Why is it so hard for the human brain to predict exponential growth, and how can a forward-thinking innovator build a massive advantage by anticipating how cheap, fast, and powerful technology will become in the near future?"
Your Research Protocol:
The Grain of Rice Riddle: Look up the famous ancient riddle about the chessboard and the grains of rice (doubling 1 grain on the first square, 2 on the second, 4 on the third). By the time you get to the 64th square, why is there enough rice to cover the entire planet Earth? How does this illustrate the hidden explosive power of doubling?
The Shrinking Transistor: Look up how small a transistor is on a modern computer or phone chip today. They are now measured in nanometers—which means they are smaller than a single strand of human DNA or a virus! How does keeping up with this tiny scale require engineers to use ultraviolet light to literally "print" circuits onto silicon?
Predicting the Next Wave: Think about virtual reality, robotics, or generative AI. If computing power continues to double while becoming cheaper every two years, what will video games, digital art software, or AI companions look like by the time you are 18? How does this change how you plan your future skills?
🎨 The Illustrator’s Challenge: Draw an Exponential Hockey-Stick Graph!
Draw a large L-shaped graph axis in your sketchbook. The bottom line is Time (Years), and the vertical line is Computing Power.
Start your line on the left, creeping very low and flat along the bottom for the first few inches. Label this flat section: "The Linear Illusion: It feels like nothing is changing."
Suddenly, bend the line sharply upward so it shoots straight off the very top edge of your page like a rocket!
Label the vertical rocket line: "MOORE'S LAW – Exponential explosion! Faster, smaller, cheaper, unstoppable."
🛠️ Quick Tip for Milo the AI:
"Milo, explain Gordon Moore's famous observation known as 'Moore’s Law.' Give me a clear comparison between a computer from 40 years ago and a smartphone today to show the exponential difference in size, cost, and power, and explain why founders must think exponentially."
You have officially conquered Cycle 6, Axelle! You've traced the world's gears from the ancient Silk Road all the way to nanoscale silicon chips. You are looking at the world like a true Systems Architect.
Tomorrow, we step into Cycle 7 to unlock an entirely new arena!
Onward and Upward,
Mama & Papa