
reference · Technical analysis
Renko Charts: Bricks and Synthetic Price Paths
Construct a simple Renko brick sequence, distinguish fixed and ATR sizing, and understand why synthetic chart prices can distort execution tests.
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reference · Technical analysis
Construct a simple Renko brick sequence, distinguish fixed and ATR sizing, and understand why synthetic chart prices can distort execution tests.
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reference · Technical analysis
Learn how RSI transforms gains and losses into a bounded oscillator, work through a calculation, and understand why high readings need not reverse.
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reference · Technical analysis
Calculate raw stochastic %K and a smoothed %D example, distinguish fast and slow variants, and understand why range changes affect the reading.
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reference · Technical analysis
Understand Supertrend’s carried bands and direction state through a worked example, including why unfinished bars and variant rules change signals.
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reference · Technical analysis
Draw a supply or demand zone using a declared base-and-departure rule, track later visits and failures, and distinguish chart regions from live liquidity.
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reference · Technical analysis
Distinguish quote activity from executed volume, compare two sample feeds correctly, and check data fields before building a volume indicator or backtest.
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reference · Technical analysis
Compare ascending, descending and symmetrical triangles using explicit pivot coordinates, confirmation timing and failed-break examples.
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reference · Technical analysis
Calculate VWAP with a worked volume example, compare session resets and bar approximations, and understand what this price benchmark cannot prove.
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reference · Technical analysis
Calculate a rolling VWMA, see how dropping an old high-volume observation changes the result, and compare it with session and anchored VWAP.
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reference · Technical analysis
Distinguish rising and falling wedges from channels and triangles, calculate converging boundaries, and record breaks without assuming their direction.
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reference · Technical analysis
Calculate Williams %R, understand its negative scale and flat-range edge case, and compare it with raw stochastic without inventing reversal certainty.
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