MicroEvals
Run your prompts across multiple models to compare their performance.
Public evaluations
Showing 2201-2220 of 13624
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Space fighter
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Content
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find what cause this error and give the solution. i pasted a...
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A fleet of 14 supervised services shares one s6 tree. One se...
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ฉันอยากมีเงินสดใช้เดือนละ 30ล้านบาท
ตอนนี้มีเงินทุนเริ่ม 19...
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IA : qualité prix . Le réalisme
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Model Comparison
Gemma 4 argon vs Claude opus 5.5
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Universal dragon Aslam
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バイト 肉体的、精神的負荷の強弱の4象限 成長、健康への影響、収入などでベストなもの
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Who received the IEEE Frank Rosenblatt Award in 2010?
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தமிழக விடுதலைப் போராட்டம் (1905-1916) தொடர்பான வரலாற்று நிகழ...
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Enhance this Free Fire gameplay video with NVIDIA DLSS 5-ins...
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Buiild it
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You are given a discrete math problem. (a) Let the domain be ℤ. Consider S1: ∀x ∃y (x + y = 0 → xy ≥ 0) and S2: ∀x ∃y (x + y = 0 ∧ xy ≥ 0). Determine the truth value of each, and write the negation of each with no negation symbol in front of a quantifier or the whole formula. (b) Prove: for all integers a and b, if 3 divides a² + b², then 3 divides a and 3 divides b. (c) Let a₁ = 2, a₂ = 5, and aₙ = 3aₙ₋₁ − 2aₙ₋₂ for n ≥ 3. Prove by strong induction that aₙ = 3·2ⁿ⁻¹ − 1 for all n ≥ 1, and explain why two base cases are needed. (d) a₁ to a₅ are all prime. A student concludes that aₙ is prime for every n. Is this correct? Justify. Your task is to solve the given problem by providing a clear, step-by-step solution.
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Which is the most optimized and fast way to aproximate the b...
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# Problem setup:
Consider a population of genetically identi...
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njhjhj
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Po gastroskopickém vyšetření byla stanovena diagnóza: lehká ...
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το ΛΟΤΤΟ παίζεται με στόχο την πρόβλεψη 6 αριθμών από το 1 έ...
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Scooby Doo