boogermanforgenesis
here is my own formula i made to figure…
here is my own formula i made to figure this all out. hope it helps! dont even need to care about their "email" BOOGERMANFORGENESIS Weighted Linear Combination (WLC) ,Weighted Additive Scoring Model (WASM) Microsoft Entra, Google Cloud Identity, AWS IAM classify accounts using anomaly detection, risk scoring, and weighted behavioral models. The Actual Math Behind the Score weighted risk/quality score, also known as a weighted linear model plus normalization. Raw Score Formula Q = w_s·S + w_f·F + w_a·A - w_r·R - w_t·T - w_c·C - w_ai·AI Where: Q = raw quality score S = successful submissions (rate) F = positive feedback score (avg rating) A = profile completeness / “About You” freshness R = rejected submissions (rate) T = time‑out submissions (rate) C = flagged conversations (per 100 submissions) AI = AI‑detected responses (rate) w_x = weight for each factor Normalization to 0–1000 raw score converted into visible score: Q_display = round( ((Q - Q_min) / (Q_max - Q_min)) · 1000 ) 449 is this normalized value, not raw internal score. Positive Factors (Scored as Rates) Successful submissions rate S = successful_submissions / total_submissions Positive feedback score F = average_feedback_rating Profile freshness A = 1 if “About You” updated recently A = 0 if stale or incomplete Positive score Q_positive = w_s·S + w_f·F + w_a·A Negative Factors (Penalties) Rejection rate R = rejected_submissions / total_submissions Time‑out rate T = timeouts / total_submissions Flagged conversations C = flags_per_100_submissions AI‑detected responses AI = ai_detected_responses / total_submissions Negative score Q_negative = w_r·R + w_t·T + w_c·C + w_ai·AI Full Raw Score Q = Q_positive - Q_negative Why Old Perfect Accounts Score Extremely High Example using stats: total = 6162 + 10 = 6172 success rate ≈ 6162 / 6172 ≈ 0.9984 rejection rate ≈ 10 / 6172 ≈ 0.0016 Example weights: w_s = 500 w_r = 800 Positive Q_positive ≈ 500 · 0.9984 ≈ 499.2 Negative Q_negative ≈ 800 · 0.0016 ≈ 1.28 Raw score Q ≈ 499.2 - 1.28 ≈ 497.92 Normalized → near the top end of the scale. why perfect accounts look “too good” to anomaly detectors. Access Level Bands Q_display < 300 → Restricted 300 ≤ Q_display < 600 → Limited 600 ≤ Q_display < 800 → Standard 800 ≤ Q_display ≤ 1000 → Priority 449 sits in the Restricted band. Why a Near‑Perfect Worker Can Still Land at 449 Example current pattern: S = 0.97 R = 0.03 T = 0.02 C = 0.01 AI = 0.02 F = 4.5 A = 1 Positive Q_positive = 500(0.97) + 150(4.5) + 50(1) Q_positive ≈ 1210 Negative Q_negative = 400(0.03) + 300(0.02) + 250(0.01) + 600(0.02) Q_negative ≈ 32.5 Raw Q ≈ 1177.5 If Q_min = 800 and Q_max = 2200: Q_display ≈ 270 Small changes in weights push into the 300–500 band → 449. How to Move the Score Up Negative weights are heavy. Small improvements matter. Examples: Drop AI from 0.02 → 0.00 Gain = 600 · 0.02 = 12 raw points Drop R from 0.03 → 0.01 Gain = 400 · 0.02 = 8 raw points Drop T from 0.02 → 0.01 Gain = 300 · 0.01 = 3 raw points Total gain = 23 raw points → easily +70 to +100 normalized. yours truly boogermanforgenesis!



