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- 🔥 Daily Digest: GraphQL, 54x Faster Node.js, and Must-Have SEO Tips for Developers
🔥 Daily Digest: GraphQL, 54x Faster Node.js, and Must-Have SEO Tips for Developers
PLUS: Build editors with Yoopta, explore REST to GraphQL transitions, and create a virtual keyboard with Tailwind CSS.
Daily Issue #107 | Subscribe to DS | Daily Sandbox Pro
🛩️ QUICK SUMMARY
Hello Developers!
Discover nhost, an open-source Firebase alternative with GraphQL, and payload, a powerful fullstack Next.js framework for instant backend capabilities. Build editors like Notion or Medium with Yoopta-Editor, and create expressive web designs with Metro-UI-CSS. Learn to find the first N Fibonacci numbers, and explore the transition from REST to GraphQL with practical insights.
Dive in and keep coding!
🎆 NEWS, INNOVATIONS, TRENDS, TUTORIALS
From REST to GraphQL: Why and How I Made the Switch
The Must-Have SEO Checklist for Developers
How to Make Node.js 54x Faster With One Config Change
Plain CSS Over CSS-in-JS
How to create a virtual keyboard with Tailwind CSS and JavaScript
Writer RAG tool: build production-ready RAG apps in minutes
Writer RAG Tool: build production-ready RAG apps in minutes with simple API calls.
Knowledge Graph integration for intelligent data retrieval and AI-powered interactions.
Streamlined full-stack platform eliminates complex setups for scalable, accurate AI workflows.
💻 CODE SNIPPET OF THE DAY
Find the First N Fibonacci Numbers
he fibonacci function generates the first n
Fibonacci numbers by iteratively calculating each number in the sequence.
const fibonacci = (n) => {
const fib = [0, 1];
while (fib.length < n) {
fib.push(fib[fib.length - 1] + fib[fib.length - 2]);
}
return fib.slice(0, n);
};
console.log(fibonacci(5)); // Output: [0,1,1,2,3]
console.log(fibonacci(10)); // Output: [0,1,1,2,3,5,8,13,21,34]
console.log(fibonacci(1)); // Output: [0]
How it works:
Initialization: Starts with an array containing the first two Fibonacci numbers: [0, 1].
Iteration: Continuously adds the sum of the last two numbers in the array (fib[fib.length - 1] and fib[fib.length - 2]).
Stopping Condition: Stops when the array reaches the desired length n.
Slicing: If n is smaller than 2, it slices the result to return exactly n numbers.
Use Cases and Applications:
Mathematical Algorithms: Generate Fibonacci sequences for mathematical studies or numerical algorithms.
Growth Patterns: Model natural phenomena or processes like population growth.
Computer Science: Implement Fibonacci-based algorithms, such as the Fibonacci heap or dynamic programming.
🤖 AI GENERATED, OR REAL?

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🧰 CODING TOOLBOX
nhost - The Open Source Firebase Alternative with GraphQL
payload - An open-source, fullstack Next.js framework, giving you instant backend superpowers
Yoopta-Editor - Build Notion-like, Craft-like, Coda-like, Medium-like editors with Yoopta
Metro-UI-CSS - Impressive component library for expressive web development.
🤣 CTRL + LOL (JOKES ONLY PROGRAMMERS WILL GET)
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3 of them are frozen,
ads popping up everywhere,
I have no idea where the music is coming from
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