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Coin: C2BJfALQAPdGVhMGDbZ4tkWWEzrMYiiHnZrShjnXpump
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TRADE BOT UNIVERSITY (BOTU23): TRADE BOT UNIVERSITY DAY 23 import math def scale_acceleration(p_t2, p_t1, p_t0): """ 6/8: Mastery. Scale Acceleration (∇²*). Measures convexity/acceleration. Measures how log return itself is changing. f**(t) = exp( d^2/dt^2 ln(P) ) -> The discrete equivalent. """ # s0 = ln(p_t1/p_t0), s1 = ln(p_t2/p_t1) # Scale Acceleration is ln(s1/s0) or s1-s0 = ln(r1)-ln(r0) = ln(r1/r0) # The actual Multiplicative Second Derivative is f**(t) = exp(s1-s0) # Simplified acceleration index: scale_accel = (p_t2 * p_t0) / (p_t1**2) # Bot edge: scale_accel > 1 means the pump is compounding! # A convex pump (accelerating) is much more powerful than linear. signal = "🚀 APE IN (Convex Pump)" if scale_accel > 1.01 \ else "🛡️ ACCUMULATE (Linear Growth or Slowing)" return scale_accel, signal # P_t0=1.0, P_t1=1.1 (10% gain), P_t2=1.3 (18% gain, compounding) accel, signal = scale_acceleration(1.3, 1.1, 1.0) # scale_accel = (1.3*1.0)/(1.1**2) = 1.3 / 1.21 = 1.074 > 1.01. # Compounding pump! Signal: APE IN. ∇²* convexity! FIND OTHER LESSONS ON SCALE CALCULUS: F4D5iQUoA67qkB4KCsbECoaxhhUtVcCy9ZzK3tjHAZru JgKkpaVMse7nhhJt7kwr7B2R4xS7JASgkTS2FGPpump 5YQFcsxuoSSFa2nMBSvWgMBPUVywtm76X919RF6Tpump dGr7yvu7GBTGMs22eZMrM2biMEXZETviFzATnNvpump E5AZ2ntCwnzeW2RZKnEmE8Ko5nQfEhAk5T47s3fApump HnLT6rJnJymm8KmDuPcnnYDedEPwa29GSjmvLhe9pump 6i1mNEmafKhTGrNjPv9L14q75bQuYZAGP3zSfBygpump BpqsvmWEZRSwrAptrrdzBtGGhVLen6Byz6BLH9iTpump Dzkcf3q4u3L7P81zbeZbTAU3kFvMekNrRmsSgt5Zpump BpqsvmWEZRSwrAptrrdzBtGGhVLen6Byz6BLH9iTpump 7oyovJGs2VjU13aqdXdSa3vYVEPH3bc8uQF4aRR4pump 6UrxCvSJcKQi7hM39axYEvhoGy8YxyZfUFRqHubApump DUABnYJk1ab76Cn7FSH9jfHXCsiZSFiZjpZxTCR3pump 6wQhEVmjB2WzbxtNKJBfSQqCgTiJ5bvou83aUzGHpump BOX SET COMPLETION: Gkc1swosS1wRmB88TfmRP5HjdVLY3HK5kNdna3dtpump
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