Autopsy Of Divorce

(set: $score to 0) <div class="case-cover"> <div style="text-align:center; margin:18px auto 26px auto;"> <img 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" alt="Autopsy of Divorce — The Relationship File — Investigative Trivia — The Empty Anniversary" style="display:block; width:100%; max-width:900px; height:auto; margin:0 auto; border:1px solid #72211d; box-shadow:0 8px 24px rgba(0,0,0,0.20); border-radius:2px;"> </div> <div style="width:70px; height:2px; background:#72211d; margin:14px auto 18px auto;"></div> <div class="case-copy"> A marriage has ended. Twenty exhibits. Five witnesses. One question remains: <strong>What really killed the marriage?</strong> </div> (transition:"dissolve")[ <div class="case-stamp"> CASE STATUS: OPEN </div> ] <div class="case-role"> YOU ARE THE RELATIONSHIP EXAMINER. </div> <div style="text-align:center; margin:18px 0;"> <button onclick="var a=document.getElementById('caseHeartbeat'); a.currentTime=0; a.play();" style="padding:12px 20px; background:#72211d; color:#fffaf0; border:none; font-weight:bold; letter-spacing:2px; cursor:pointer;"> 🔊 ACTIVATE CASE AUDIO </button> <audio id="caseHeartbeat" preload="auto"> <source 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type="audio/wav"> </audio> </div> [[OPEN CASE FILE->Examiner Instructions]] </div>

<div class="examiner-briefing"> <div class="briefing-label"> RELATIONSHIP EXAMINER BRIEFING </div> <div class="briefing-case"> CASE 001 — THE EMPTY ANNIVERSARY </div> <div class="briefing-heading"> YOUR ASSIGNMENT </div> |accessButton>[(link:"ACCESS CASE INSTRUCTIONS")[ (show:?instructions) (hide:?accessButton) ]] |instructions)[ <div style="text-align:center; margin:4px auto 24px auto; padding:12px 16px; border:2px solid #72211d; color:#72211d; font-weight:bold; letter-spacing:2px;"> ✓ CASE FILE ACCESS GRANTED </div> You have been assigned to examine the deterioration of a fourteen-year marriage. You will review: <strong>20 EVIDENCE EXHIBITS</strong> <strong>5 WITNESS INTERVIEWS</strong> <strong>THE FINAL AUTOPSY</strong> Your responsibility is not to decide who was the better spouse. Your responsibility is to determine what the evidence actually supports. <div class="briefing-warning"> EXAMINER WARNING AN ASSUMPTION IS NOT EVIDENCE. A FINAL EVENT IS NOT NECESSARILY THE CAUSE. A CONFIDENT WITNESS IS NOT NECESSARILY AN ACCURATE WITNESS. AND NO WITNESS SEES EVERYTHING. </div> <div class="briefing-heading"> EXAMINATION PROTOCOL </div> For every piece of evidence, ask: <strong>WHAT DOES THIS ACTUALLY PROVE?</strong> <strong>WHAT DOES IT NOT PROVE?</strong> <strong>AM I OBSERVING A FACT — OR MAKING AN ASSUMPTION?</strong> Your decisions will affect your final Examiner Score and Rank. [[ACCEPT ASSIGNMENT — OPEN CASE FILE->Case File]] ] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div class="dossier-header"> AUTOPSY OF DIVORCE </div> <div class="dossier-number"> CASE FILE AOD-001 </div> <div class="dossier-title"> THE EMPTY ANNIVERSARY </div> <div class="dossier-status"> STATUS: ACTIVE INVESTIGATION </div> <div class="dossier-section"> CASE IDENTIFICATION </div> <div class="dossier-grid"> <strong>SUBJECT 01</strong> Dana Reed <strong>SUBJECT 02</strong> Marcus Reed <strong>MARRIAGE DURATION</strong> 14 Years <strong>CHILDREN</strong> Two — Ages 12 and 9 <strong>DATE OF SEPARATION</strong> October 18 <strong>INITIAL CLASSIFICATION</strong> CAUSE UNDETERMINED </div> <div class="dossier-section"> INCIDENT SUMMARY </div> Marcus made reservations for their fourteenth wedding anniversary. Dana never arrived. When Marcus returned home, he discovered Dana's wedding ring beside an envelope. The envelope was addressed to Marcus. What was written inside may help establish when the marriage began to deteriorate — and whether the anniversary was the cause of the separation or merely the final visible event. <div class="evidence-alert"> INITIAL EVIDENCE RECOVERED ITEM: SEALED ENVELOPE LOCATION: REED RESIDENCE ADDRESSEE: MARCUS REED EVIDENTIARY VALUE: UNDETERMINED </div> [[OPEN THE ENVELOPE->The Letter]] </div>

<div class="letter-evidence"> <div class="letter-label"> EVIDENCE ITEM — RECOVERED LETTER </div> <div class="letter-title"> THE LETTER </div> Marcus slowly opened the envelope. Inside was a handwritten letter from Dana. <div class="recovered-letter"> "This didn't happen tonight. Tonight is just when I finally stopped pretending it hadn't already happened." </div> Marcus read the words again. He believed their marriage had been struggling for months. Dana's letter suggested something very different. The question facing the examiner is no longer simply: <strong>WHY DID DANA LEAVE?</strong> The question is: <div class="letter-question"> WHEN DID THIS MARRIAGE BEGIN TO DIE? </div> <div class="letter-objectives"> <strong>INVESTIGATION OBJECTIVES</strong> • Examine the evidence. • Separate facts from assumptions. • Identify contributing factors. • Determine the primary cause of death. • Establish the relationship timeline. </div> [[BEGIN THE EXAMINATION->Dana Reed]] </div>

<div class="subject-profile"> <div class="subject-label"> CASE SUBJECT PROFILE </div> <div class="subject-number"> SUBJECT 01 </div> <div class="subject-name"> DANA REED </div> <div class="subject-data"> <strong>AGE</strong> 41 <strong>OCCUPATION</strong> Hospital Administrator <strong>MARITAL STATUS</strong> Married 14 Years <strong>ROLE IN CASE</strong> Spouse / Reporting Subject </div> <div class="subject-section"> BACKGROUND </div> Dana describes herself as organized, dependable, and accustomed to taking care of everyone around her. She says the problems in the marriage did not begin with the anniversary dinner. According to Dana, she had spent years asking Marcus for more time, conversation, affection, and emotional involvement. Eventually, she stopped asking. <div class="subject-section"> SUBJECT STATEMENT </div> <div class="subject-quote"> "I didn't leave because I stopped loving him. I left because I stopped believing anything would change." </div> <div class="examiner-note"> <strong>EXAMINER NOTE</strong> Dana's statement provides her perspective on the marriage. Her statements should be examined against the documentary evidence and other witness accounts. A subject's description of events is evidence of that person's perspective. It is not automatically the complete story. </div> [[REVIEW SUBJECT 02->Marcus Reed]] </div>

<div class="subject-profile"> <div class="subject-label"> CASE SUBJECT PROFILE </div> <div class="subject-number"> SUBJECT 02 </div> <div class="subject-name"> MARCUS REED </div> <div class="subject-data"> <strong>AGE</strong> 43 <strong>OCCUPATION</strong> Regional Delivery Supervisor <strong>MARITAL STATUS</strong> Married 14 Years <strong>ROLE IN CASE</strong> Spouse / Reporting Subject </div> <div class="subject-section"> BACKGROUND </div> Marcus describes himself as hardworking, loyal, and committed to providing financial security for his family. He admits that work consumed much of his time, but he believed the sacrifices he was making were for Dana and their children. Marcus knew the marriage had problems. What he did not realize was how serious those problems had become. <div class="subject-section"> SUBJECT STATEMENT </div> <div class="subject-quote"> "I knew we weren't perfect. I didn't know she thought we were finished." </div> <div class="examiner-note"> <strong>EXAMINER NOTE</strong> Marcus's statement represents his perspective. Like Dana's statement, it is NOT yet a proven fact. Notice the difference between their accounts: Dana says the marriage had been deteriorating for years. Marcus believed their difficulties were more recent. One — or both — may have misunderstood the condition of the marriage. The evidence must determine what happened. </div> [[EXAMINE EVIDENCE 01->Exhibit 01]] </div>

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 01 / 20 </div> <div class="evidence-title"> THE ANNIVERSARY RESERVATION </div> <div class="evidence-tag"> EXHIBIT 01 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> A restaurant reservation was found in Marcus's email. The reservation was made three weeks before their fourteenth wedding anniversary. |reservationButton>[ (link:"INSPECT RESERVATION")[ (show:?reservationDetails) (hide:?reservationButton) ] ] |reservationDetails)[ <div style="text-align:center; font-size:0.8em; letter-spacing:3px; color:#72211d; font-weight:bold; margin-bottom:14px;"> EXHIBIT OPENED </div> <div style="text-align:center; font-size:1.35em; font-weight:bold; letter-spacing:1px; margin-bottom:6px;"> ANNIVERSARY DINNER RESERVATION </div> <div style="text-align:center; font-size:0.85em; letter-spacing:2px; margin-bottom:22px;"> TABLE FOR TWO </div> <div style="border-top:1px solid #b6a88f; border-bottom:1px solid #b6a88f; padding:16px 0; line-height:2;"> <strong>RESERVATION NAME:</strong> Marcus Reed <strong>DATE:</strong> October 18 <strong>TIME:</strong> 7:30 PM <strong>PARTY SIZE:</strong> 2 <strong>OCCASION:</strong> Anniversary </div> <div style="margin-top:18px; font-style:italic; text-align:center;"> “Table by the window, if available.” </div> <div style="margin-top:20px; padding-top:12px; border-top:1px solid #b6a88f; text-align:center; color:#72211d; font-weight:bold; letter-spacing:2px;"> EVIDENCE ITEM 01-A </div> </div> ] <div class="examiner-question"> <div style="text-align:center; color:#72211d; font-size:0.8em; font-weight:bold; letter-spacing:3px; margin-bottom:12px;"> EXAMINER DETERMINATION </div> <div style="text-align:center; font-size:1.25em; font-weight:bold; margin-bottom:12px;"> WHAT DOES THIS EVIDENCE ACTUALLY PROVE? </div> <div style="text-align:center; font-size:0.85em; line-height:1.7; margin-bottom:12px;"> Review the recovered evidence.<br> Separate what is <strong>known</strong> from what is merely <strong>assumed</strong>. </div> <div style="text-align:center; color:#72211d; font-size:0.75em; font-weight:bold; letter-spacing:1px;"> SELECT THE FINDING BEST SUPPORTED BY THE EVIDENCE </div> </div> [[A. Marcus was a perfect husband.->Exhibit 01 Wrong A]] [[B. Dana was unreasonable for leaving.->Exhibit 01 Wrong B]] [[C. Marcus was still making at least one effort toward connection.->Exhibit 01 Correct]] [[D. The reservation proves the marriage was healthy.->Exhibit 01 Wrong D]] </div>

INSUFFICIENT EVIDENCE No Examiner Points Awarded A restaurant reservation cannot prove that Marcus was a perfect husband. You interpreted the evidence beyond what it actually establishes. FORENSIC RULE: Evidence tells us what happened. Assumptions tell us what we think it means. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 02]]

BIAS WARNING No Examiner Points Awarded The reservation does not establish that Dana was unreasonable for leaving. One piece of evidence cannot explain an entire fourteen-year marriage. FORENSIC RULE: Do not reach a verdict before examining the complete record. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 02]]

(set: $score to $score + 5) <div style="max-width:700px; margin:0 auto;"> <div style="text-align:center; margin:20px 0 26px 0; padding:16px 20px; border:3px solid #72211d; color:#72211d; font-weight:bold; letter-spacing:3px; transform:rotate(-1deg);"> ✓ EVIDENCE ANALYSIS VERIFIED </div> <div style="text-align:center; color:#72211d; font-weight:bold; letter-spacing:2px; margin-bottom:22px;"> +5 EXAMINER POINTS </div> <div style="padding:22px 24px; background:#f3ead8; border-left:5px solid #72211d; line-height:1.8; font-size:1.05em;"> <strong>FORENSIC FINDING</strong> Excellent forensic reasoning. The reservation does <strong>NOT</strong> prove the marriage was healthy. It does show that Marcus was still making at least one effort toward connection three weeks before the separation. </div> <div style="margin:26px 0; padding:18px 22px; border-top:1px solid #b6a88f; border-bottom:1px solid #b6a88f; text-align:center; line-height:1.8;"> <strong style="color:#72211d; letter-spacing:2px;">EXAMINER PRINCIPLE</strong><br><br> A good examiner considers evidence that both <strong>supports</strong> and <strong>challenges</strong> a developing theory. </div> <div style="text-align:center; margin:24px 0; color:#72211d; font-weight:bold;"> CURRENT EXAMINER SCORE: $score </div> [[CONTINUE INVESTIGATION->Exhibit 02]] </div>

INSUFFICIENT EVIDENCE No Examiner Points Awarded A dinner reservation is evidence of an attempted connection. It is NOT proof that the marriage itself was healthy. FORENSIC RULE: APPEARANCE IS NOT CONDITION. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 02]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 02 / 20 </div> <div class="evidence-title"> THE UNANSWERED REQUEST </div> <div class="evidence-tag"> EXHIBIT 02 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> Six months before the separation, Dana sent Marcus the following message: |messageButton>[ (link:"EXAMINE RECOVERED MESSAGES")[ (show:?messageEvidence) (hide:?messageButton) ] ] |messageEvidence)[ <div class="evidence-document"> <div style="text-align:center; color:#72211d; font-size:0.8em; font-weight:bold; letter-spacing:3px; margin-bottom:10px;"> DIGITAL EVIDENCE RECOVERED </div> <div style="text-align:center; font-weight:bold; font-size:1.25em; margin-bottom:5px;"> MESSAGE THREAD </div> <div style="text-align:center; font-size:0.8em; letter-spacing:2px; margin-bottom:24px;"> DANA REED ↔ MARCUS REED </div> <div style="max-width:85%; margin:12px auto 12px 0; padding:14px 16px; background:#f1e5cc; border-left:4px solid #72211d; line-height:1.6;"> <strong>DANA</strong><br> “Could we please have one night this week that's just us?” </div> <div style="max-width:85%; margin:12px 0 12px auto; padding:14px 16px; background:#eee8dc; border-right:4px solid #72211d; line-height:1.6;"> <strong>MARCUS</strong><br> “Absolutely. Let me see how work looks.” </div> <div style="margin-top:24px; padding:14px; border:1px dashed #72211d; text-align:center;"> <strong style="color:#72211d; letter-spacing:2px;">RECORD SEARCH</strong><br><br> NO FOLLOW-UP MESSAGE FOUND<br> NO SCHEDULED EVENING LOCATED </div> <div style="margin-top:20px; padding-top:12px; border-top:1px solid #b6a88f; text-align:center; color:#72211d; font-weight:bold; letter-spacing:2px;"> DIGITAL EVIDENCE ITEM 02-A </div> </div> ] <div class="examiner-question"> <div style="text-align:center; color:#72211d; font-size:0.8em; font-weight:bold; letter-spacing:3px; margin-bottom:12px;"> EXAMINER DETERMINATION </div> <div style="text-align:center; font-size:1.25em; font-weight:bold; margin-bottom:12px;"> WHAT DOES THIS EVIDENCE MOST STRONGLY SUGGEST? </div> <div style="text-align:center; font-size:0.85em; line-height:1.7; margin-bottom:12px;"> Examine what was <strong>said</strong> — and what apparently <strong>did not follow</strong>. </div> <div style="text-align:center; color:#72211d; font-size:0.75em; font-weight:bold; letter-spacing:1px;"> SELECT THE FINDING BEST SUPPORTED BY THE EVIDENCE </div> </div> [[A. Marcus was having an affair.->Exhibit 02 Wrong A]] [[B. Dana's request for connection was acknowledged but apparently not followed through.->Exhibit 02 Correct]] [[C. Marcus did not love Dana.->Exhibit 02 Wrong C]] [[D. Dana was demanding too much attention.->Exhibit 02 Wrong D]] </div>

INSUFFICIENT EVIDENCE No Examiner Points Awarded Nothing in this message establishes that Marcus was having an affair. The examiner must not introduce facts that are not supported by the evidence. FORENSIC RULE: SUSPICION IS NOT EVIDENCE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 03]]

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Good forensic reasoning. Dana made a direct request for time and connection. Marcus acknowledged the request, but the available evidence shows no follow-through. This supports a developing pattern of unmet requests for emotional connection. However, it does NOT prove Marcus did not love Dana. FORENSIC RULE: FAILURE TO FOLLOW THROUGH IS EVIDENCE. MOTIVE STILL REQUIRES PROOF. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 03]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded Marcus failed to follow through on Dana's request. That may support a finding of emotional neglect or poor follow-through. It does NOT prove that Marcus did not love Dana. FORENSIC RULE: BEHAVIOR CAN BE EXAMINED. MOTIVE SHOULD NOT BE INVENTED. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 03]]

BIAS WARNING No Examiner Points Awarded The evidence shows Dana asking for one evening together. Nothing in this exhibit establishes that her request was unreasonable or excessive. Be careful not to assign negative motives without evidence. FORENSIC RULE: EXAMINE THE REQUEST BEFORE JUDGING THE PERSON MAKING IT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 03]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 03 / 20 </div> <div class="evidence-title"> THE WORK CALENDAR </div> <div class="evidence-tag"> EXHIBIT 03 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> Marcus's employment records show that during the week Dana asked for one evening together, Marcus worked approximately 61 hours. Several of those shifts began early in the morning and ended late in the evening. Marcus had previously told Dana that he was working additional hours to strengthen the family's financial security. |calendarButton>[ (link:"EXAMINE WORK RECORD")[ (show:?workCalendar) (hide:?calendarButton) ] ] |workCalendar)[ <div class="evidence-document"> <div style="text-align:center; color:#72211d; font-size:0.8em; font-weight:bold; letter-spacing:3px; margin-bottom:10px;"> EMPLOYMENT RECORD RECOVERED </div> <div style="text-align:center; font-size:1.3em; font-weight:bold; margin-bottom:5px;"> MARCUS REED — WORK RECORD </div> <div style="text-align:center; font-size:0.8em; letter-spacing:2px; margin-bottom:22px;"> WEEK OF DANA'S REQUEST </div> <div style="margin:18px 0; padding:20px; border-top:1px solid #b6a88f; border-bottom:1px solid #b6a88f;"> <strong>RECORDED WORKLOAD</strong><br><br> Several shifts:<br> <strong>EARLY MORNING → LATE EVENING</strong> </div> <div style="margin:22px 0; padding:18px; border:2px solid #72211d; text-align:center;"> <strong style="color:#72211d; letter-spacing:2px;"> APPROXIMATE WEEKLY HOURS </strong> <br><br> <span style="font-size:2.2em; font-weight:bold;"> 61 HOURS </span> </div> <div style="padding:16px; background:#f1e5cc; line-height:1.9;"> <strong style="color:#72211d;"> FINANCIAL CROSS-CHECK </strong> <br><br> HOUSEHOLD BILLS:<br> <strong>CURRENT</strong> <br><br> FAMILY SAVINGS:<br> <strong>INCREASED</strong> </div> <div style="margin-top:20px; padding-top:12px; border-top:1px solid #b6a88f; text-align:center; color:#72211d; font-weight:bold; letter-spacing:2px;"> EMPLOYMENT EVIDENCE ITEM 03-A </div> </div> ] <div class="examiner-question"> <div style="text-align:center; color:#72211d; font-size:0.8em; font-weight:bold; letter-spacing:3px; margin-bottom:12px;"> EXAMINER DETERMINATION </div> <div style="text-align:center; font-size:1.25em; font-weight:bold; margin-bottom:12px;"> WHAT DOES THIS EVIDENCE MOST STRONGLY ESTABLISH? </div> <div style="text-align:center; font-size:0.85em; line-height:1.7; margin-bottom:12px;"> Consider both the <strong>reason for the absence</strong> and the <strong>effect of the absence</strong>. </div> <div style="text-align:center; color:#72211d; font-size:0.75em; font-weight:bold; letter-spacing:1px;"> SELECT THE FINDING BEST SUPPORTED BY THE EVIDENCE </div> </div> [[A. Marcus's work schedule provides important context for his absence, but does not automatically excuse the effect it had on the marriage.->Exhibit 03 Correct]] [[B. Marcus worked long hours, so he could not have emotionally neglected Dana.->Exhibit 03 Wrong B]] [[C. Dana should have understood and stopped asking Marcus for more time.->Exhibit 03 Wrong C]] [[D. Working 61 hours proves Marcus cared more about his job than his family.->Exhibit 03 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent forensic reasoning. Marcus's 61-hour workweek provides important context for why he was frequently unavailable. The financial records also support his claim that he was working to improve the family's financial security. However, an explanation for someone's behavior does not erase the effect that behavior may have on a relationship. FORENSIC RULE: CONTEXT HELPS EXPLAIN BEHAVIOR. IT DOES NOT AUTOMATICALLY ERASE IMPACT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 04]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded Working long hours does not automatically eliminate the possibility of emotional neglect. Marcus may have had legitimate reasons for working. Dana may also have experienced genuine loneliness because of his absence. Both facts can exist at the same time. FORENSIC RULE: INTENTION AND IMPACT ARE NOT ALWAYS THE SAME. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 04]]

BIAS WARNING No Examiner Points Awarded Marcus's work schedule provides context. It does not establish that Dana should have stopped expressing her need for connection. A healthy investigation examines both people's experiences without automatically dismissing either one. FORENSIC RULE: UNDERSTANDING ONE PERSON'S PRESSURE DOES NOT INVALIDATE ANOTHER PERSON'S NEED. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 04]]

INSUFFICIENT EVIDENCE No Examiner Points Awarded The work records establish that Marcus worked approximately 61 hours. They do NOT establish that he cared more about his job than his family. In fact, the financial records provide some support for Marcus's statement that he believed he was working for his family's benefit. FORENSIC RULE: DO NOT TURN BEHAVIOR INTO MOTIVE WITHOUT EVIDENCE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 04]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 04 / 20 </div> <div class="evidence-title"> THE SCHOOL CALENDAR </div> <div class="evidence-tag"> EXHIBIT 04 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> Investigators reviewed the children's school calendar for the twelve months before the separation. Nineteen school activities were documented. These included: • Parent-teacher conferences • School performances • Athletic events • Award ceremonies • Classroom activities |schoolCalendarButton>[ (link:"EXAMINE FAMILY ACTIVITY CALENDAR")[ (show:?schoolCalendar) (hide:?schoolCalendarButton) ] ] |schoolCalendar)[ <div class="evidence-document"> <div style="text-align:center; color:#72211d; font-size:0.8em; font-weight:bold; letter-spacing:3px; margin-bottom:10px;"> FAMILY ACTIVITY RECORD RECOVERED </div> <div style="text-align:center; font-size:1.3em; font-weight:bold; margin-bottom:5px;"> SCHOOL & FAMILY ATTENDANCE SUMMARY </div> <div style="text-align:center; font-size:0.8em; letter-spacing:2px; margin-bottom:22px;"> TWELVE MONTHS BEFORE SEPARATION </div> <div style="margin:18px 0; padding:18px; border-top:1px solid #b6a88f; border-bottom:1px solid #b6a88f; text-align:center;"> <strong style="color:#72211d; letter-spacing:2px;"> TOTAL DOCUMENTED SCHOOL EVENTS </strong> <br><br> <span style="font-size:2.2em; font-weight:bold;"> 19 </span> </div> <div style="display:grid; grid-template-columns:1fr 1fr; gap:14px; margin:20px 0;"> <div style="padding:18px; background:#f1e5cc; border-left:5px solid #72211d; text-align:center;"> <strong>DANA ATTENDED</strong><br><br> <span style="font-size:2em; font-weight:bold;">17 / 19</span> </div> <div style="padding:18px; background:#eee8dc; border-left:5px solid #72211d; text-align:center;"> <strong>MARCUS ATTENDED</strong><br><br> <span style="font-size:2em; font-weight:bold;">6 / 19</span> </div> </div> <div style="padding:16px; border:1px dashed #72211d; line-height:1.8;"> <strong style="color:#72211d; letter-spacing:2px;"> CONTEXTUAL FINDING </strong> <br><br> Several events were attended by both parents. Marcus's work records also confirm that several school events occurred during scheduled working hours. </div> <div style="margin-top:20px; padding-top:12px; border-top:1px solid #b6a88f; text-align:center; color:#72211d; font-weight:bold; letter-spacing:2px;"> FAMILY EVIDENCE ITEM 04-A </div> </div> ] Dana's personal calendar also contained reminders for: • Medical appointments • School deadlines • Permission slips • Birthday parties • After-school activities <div class="examiner-question"> <div style="text-align:center; color:#72211d; font-size:0.8em; font-weight:bold; letter-spacing:3px; margin-bottom:12px;"> EXAMINER DETERMINATION </div> <div style="text-align:center; font-size:1.25em; font-weight:bold; margin-bottom:12px;"> WHAT DOES THIS EVIDENCE MOST STRONGLY SUGGEST? </div> <div style="text-align:center; font-size:0.85em; line-height:1.7; margin-bottom:12px;"> Identify the <strong>documented pattern of responsibility</strong> without turning the evidence into a judgment about either parent. </div> <div style="text-align:center; color:#72211d; font-size:0.75em; font-weight:bold; letter-spacing:1px;"> SELECT THE FINDING BEST SUPPORTED BY THE EVIDENCE </div> </div> [[A. Dana appears to have carried a larger share of the documented day-to-day family responsibilities.->Exhibit 04 Correct]] [[B. Marcus was a bad father.->Exhibit 04 Wrong B]] [[C. Dana created the problem by taking responsibility for too many things.->Exhibit 04 Wrong C]] [[D. Marcus's work schedule means the difference in family responsibilities does not matter.->Exhibit 04 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Strong forensic reasoning. The records support the conclusion that Dana carried a larger portion of the documented day-to-day family responsibilities. Marcus's work schedule provides important context for some of his absences. But the evidence also suggests that Dana may have experienced a heavier mental and logistical load within the household. This does NOT establish that Marcus was a bad father. FORENSIC RULE: IDENTIFY THE PATTERN WITHOUT TURNING THE PATTERN INTO A CHARACTER JUDGMENT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 05]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded The attendance records show that Dana attended more school activities than Marcus. They do NOT establish that Marcus was a bad father. His work records also explain some of his absences. FORENSIC RULE: LIMITED PARTICIPATION IN ONE AREA DOES NOT DEFINE AN ENTIRE PERSON. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 05]]

BIAS WARNING No Examiner Points Awarded The evidence shows that Dana handled many family responsibilities. It does not establish that she caused the imbalance simply because she completed those tasks. Additional evidence would be necessary to determine how responsibilities were discussed, assigned, requested, or refused. FORENSIC RULE: DO NOT ASSIGN RESPONSIBILITY FOR AN IMBALANCE WITHOUT EXAMINING HOW THE IMBALANCE DEVELOPED. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 05]]

INCOMPLETE ANALYSIS No Examiner Points Awarded Marcus's demanding work schedule is relevant evidence. But explaining why an imbalance existed does not mean the imbalance had no effect on Dana or the marriage. Both facts may be true: Marcus was working hard for his family. Dana was carrying a heavier share of the documented family responsibilities. FORENSIC RULE: TWO TRUTHS CAN EXIST AT THE SAME TIME. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 05]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 05 / 20 </div> <div class="evidence-title"> THE FATHER'S DAY CARD </div> <div class="evidence-tag"> EXHIBIT 05 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> Approximately sixteen months before the separation, Dana gave Marcus a Father's Day card. Inside, Dana had written: <div class="evidence-document"> <strong>HANDWRITTEN MESSAGE FROM DANA</strong> "Thank you for working so hard for us. The kids and I see how much you sacrifice for this family. We love you." </div> Marcus kept the card in the top drawer of his nightstand. It was still there when the couple separated. <div class="evidence-section"> EXAMINER'S NOTE </div> Earlier evidence suggested that Marcus's demanding work schedule contributed to his emotional and physical absence from the family. This new evidence must also be considered. <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What does this evidence most strongly suggest? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. Dana recognized and appreciated at least some of Marcus's efforts and sacrifices for the family.->Exhibit 05 Correct]] [[B. The card proves Dana was completely satisfied with the marriage.->Exhibit 05 Wrong B]] [[C. Dana was being dishonest when she later said she felt emotionally neglected.->Exhibit 05 Wrong C]] [[D. Marcus's financial sacrifices cancel out any emotional problems in the marriage.->Exhibit 05 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent forensic reasoning. Dana's own words provide evidence that she recognized and appreciated Marcus's efforts as a provider. This complicates the investigation. Dana could genuinely appreciate Marcus's sacrifices while also experiencing loneliness and emotional disconnection. Those experiences are not mutually exclusive. The fact that Marcus kept the card may also suggest that Dana's appreciation was meaningful to him. However, the card alone cannot establish his motive for keeping it. FORENSIC RULE: EVIDENCE THAT COMPLICATES YOUR THEORY SHOULD NOT BE IGNORED. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 06]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded The Father's Day card demonstrates appreciation. It does NOT establish that Dana was completely satisfied with the marriage. People can appreciate certain qualities in their spouse while struggling with other parts of the relationship. FORENSIC RULE: ONE POSITIVE PIECE OF EVIDENCE DOES NOT DEFINE THE CONDITION OF AN ENTIRE MARRIAGE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 06]]

BIAS WARNING No Examiner Points Awarded Dana's appreciation for Marcus's hard work does not make her later reports of loneliness dishonest. Both statements may have been true. She may have appreciated what Marcus provided while still wanting greater emotional connection. FORENSIC RULE: APPARENTLY CONFLICTING FEELINGS CAN COEXIST. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 06]]

INCOMPLETE ANALYSIS No Examiner Points Awarded Financial contribution and emotional connection are different dimensions of a relationship. Marcus's sacrifices deserve consideration. They do not automatically eliminate the effects of emotional distance. FORENSIC RULE: STRENGTH IN ONE AREA DOES NOT AUTOMATICALLY REPAIR INJURY IN ANOTHER. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 06]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 06 / 20 </div> <div class="evidence-title"> THE FINANCIAL RECORDS </div> <div class="evidence-tag"> EXHIBIT 06 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> Investigators reviewed twelve months of household bank and credit-card statements. The records show: <div class="evidence-document"> <strong>HOUSEHOLD FINANCIAL REVIEW</strong> • Household bills were paid on time. • There were no unexplained large withdrawals. • No suspicious hotel, restaurant, or gift purchases were identified. • Credit-card balances had decreased. • Family savings had increased substantially over the previous three years. • Marcus's additional work hours contributed significantly to the increased savings. </div> Marcus had previously stated: <div class="subject-quote"> "I was working all those hours because I wanted my family to be secure." </div> The financial records provide support for that statement. <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What does this evidence most strongly establish? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. The financial records support Marcus's claim that his long work hours contributed to the family's financial security.->Exhibit 06 Correct]] [[B. Because Marcus provided financial security, emotional neglect could not have occurred.->Exhibit 06 Wrong B]] [[C. The lack of suspicious purchases proves neither spouse was unfaithful.->Exhibit 06 Wrong C]] [[D. Dana should have been satisfied because the family's finances were improving.->Exhibit 06 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent analysis. The financial records support Marcus's statement that his additional work produced tangible financial benefits for the family. This is important evidence in Marcus's favor. However, financial provision and emotional availability are not the same thing. Marcus may have genuinely believed that providing greater financial security was an expression of love. Dana may simultaneously have experienced his absence as emotional disconnection. FORENSIC RULE: GOOD INTENTIONS AND PAINFUL CONSEQUENCES CAN EXIST AT THE SAME TIME. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 07]]

INCOMPLETE ANALYSIS No Examiner Points Awarded Financial provision does not automatically establish emotional availability. The evidence shows that Marcus contributed significantly to the family's financial security. Earlier evidence also indicates that Dana repeatedly sought greater emotional connection. Both findings must remain in the case file. FORENSIC RULE: SUCCESS IN ONE AREA DOES NOT ERASE INJURY IN ANOTHER. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 07]]

INSUFFICIENT EVIDENCE No Examiner Points Awarded Investigators found no suspicious financial transactions. That is relevant. However, the absence of suspicious purchases does NOT prove that neither spouse was unfaithful. The evidence supports only this conclusion: No financial evidence of an affair was identified. FORENSIC RULE: ABSENCE OF EVIDENCE IS NOT AUTOMATICALLY PROOF OF ABSENCE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 07]]

BIAS WARNING No Examiner Points Awarded Improving finances do not determine whether someone should feel emotionally satisfied in a relationship. Financial security was valuable. Emotional connection was also valuable. The examiner must evaluate both without deciding that one person's contribution cancels another person's unmet need. FORENSIC RULE: DO NOT DECIDE WHAT ANOTHER PERSON SHOULD HAVE FELT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 07]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 07 / 20 </div> <div class="evidence-title"> THE JOURNAL ENTRY </div> <div class="evidence-tag"> EXHIBIT 07 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> A personal journal belonging to Dana was recovered from a bedroom drawer. One entry was dated approximately TWO YEARS before the separation. Dana wrote: |journalButton>[ (link:"OPEN RECOVERED JOURNAL")[ (show:?journalEntry) (hide:?journalButton) ] ] |journalEntry)[ <div class="evidence-document"> <div style="text-align:center; color:#72211d; font-size:0.8em; font-weight:bold; letter-spacing:3px; margin-bottom:10px;"> PERSONAL EVIDENCE RECOVERED </div> <div style="text-align:center; font-size:1.3em; font-weight:bold; margin-bottom:5px;"> DANA REED — PERSONAL JOURNAL </div> <div style="text-align:center; font-size:0.8em; letter-spacing:2px; margin-bottom:22px;"> ENTRY DATED APPROXIMATELY TWO YEARS BEFORE SEPARATION </div> <div style="padding:24px; background:#faf5e9; border-left:5px solid #72211d; line-height:2; font-style:italic;"> “I'm married, but increasingly I feel alone. <br><br> Marcus is here, but sometimes it feels like he isn't really here. <br><br> I don't want another gift. <br><br> I don't want another promise that things will slow down after work gets better. <br><br> I miss talking to my husband. <br><br> <strong style="color:#72211d; font-size:1.1em;"> I miss feeling like we are us. </strong>” </div> <div style="margin-top:22px; padding:14px; border:1px dashed #72211d; text-align:center; line-height:1.8;"> <strong style="color:#72211d; letter-spacing:2px;"> TIMELINE SIGNIFICANCE </strong> <br><br> ENTRY PRE-DATES SEPARATION BY APPROXIMATELY TWO YEARS </div> <div style="margin-top:20px; padding-top:12px; border-top:1px solid #b6a88f; text-align:center; color:#72211d; font-weight:bold; letter-spacing:2px;"> PERSONAL EVIDENCE ITEM 07-A </div> </div> ] There is no indication that Marcus saw this journal entry before the separation. <div class="evidence-section"> EXAMINER'S NOTE </div> Marcus previously stated that he knew the marriage had problems. However, he believed the serious deterioration was relatively recent. This evidence may affect the relationship timeline. <div class="examiner-question"> <div style="text-align:center; color:#72211d; font-size:0.8em; font-weight:bold; letter-spacing:3px; margin-bottom:12px;"> EXAMINER DETERMINATION </div> <div style="text-align:center; font-size:1.25em; font-weight:bold; margin-bottom:12px;"> WHAT DOES THIS EVIDENCE MOST STRONGLY ESTABLISH? </div> <div style="text-align:center; font-size:0.85em; line-height:1.7; margin-bottom:12px;"> Use the journal to establish a <strong>timeline of Dana's emotional experience</strong> without claiming knowledge of Marcus's intent. </div> <div style="text-align:center; color:#72211d; font-size:0.75em; font-weight:bold; letter-spacing:1px;"> SELECT THE FINDING BEST SUPPORTED BY THE EVIDENCE </div> </div> [[A. Dana was experiencing significant emotional loneliness at least two years before the separation.->Exhibit 07 Correct]] [[B. Marcus intentionally ignored Dana's emotional needs for two years.->Exhibit 07 Wrong B]] [[C. The journal proves the marriage was already dead when Dana wrote the entry.->Exhibit 07 Wrong C]] [[D. Dana should have shown Marcus the journal instead of expecting him to understand her feelings.->Exhibit 07 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent timeline analysis. Dana's journal establishes that she was experiencing significant emotional loneliness approximately two years before the separation. This is important because Marcus believed the serious problems in the marriage were more recent. However, the journal does NOT establish exactly when the marriage became critically damaged. It establishes that emotional disconnection was already present. FORENSIC RULE: FOLLOW THE TIMELINE. THE FINAL EVENT MAY NOT BE WHERE THE INJURY BEGAN. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 08]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded The journal establishes Dana's feelings of loneliness. It does NOT establish that Marcus intentionally ignored her needs. Earlier evidence suggests Marcus was frequently absent because of work and believed his efforts were helping his family. Intentional neglect requires evidence of intent. FORENSIC RULE: IMPACT CAN BE REAL EVEN WHEN HARM WAS NOT INTENTIONAL. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 08]]

TIMELINE WARNING No Examiner Points Awarded Dana's journal provides strong evidence that the marriage was experiencing emotional difficulty two years before the separation. But emotional injury is not the same as relationship death. At this point in the investigation, we cannot determine exactly when—or whether—the relationship had become beyond repair. FORENSIC RULE: DO NOT DECLARE TIME OF DEATH BEFORE THE EVIDENCE SUPPORTS IT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 08]]

BIAS WARNING No Examiner Points Awarded There is no evidence that Dana expected Marcus to discover or read her private journal. The journal tells us what Dana was experiencing at that point in time. Other evidence will help determine whether and how she communicated those feelings directly to Marcus. FORENSIC RULE: EXAMINE WHAT THE EVIDENCE ESTABLISHES BEFORE DECIDING WHAT SOMEONE SHOULD HAVE DONE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 08]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 08 / 20 </div> <div class="evidence-title"> THE VACATION PHOTOGRAPH </div> <div class="evidence-tag"> EXHIBIT 08 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> A family photograph was taken approximately eighteen months before the separation. The photograph shows Dana, Marcus, and their two children standing together during a family vacation. Everyone is smiling. Marcus has one arm around Dana. Dana is leaning slightly toward Marcus. <div class="evidence-document"> <strong>SOCIAL MEDIA POST</strong> The photograph was later posted online with the caption: "Family time. Making memories." Friends and relatives responded: "Beautiful family!" "You two still look so happy!" "Marriage goals!" </div> <div class="evidence-section"> EXAMINER'S NOTE </div> The photograph was taken approximately six months AFTER Dana's journal entry describing feelings of loneliness. <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What can this photograph reliably establish? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. Dana and Marcus were emotionally reconnected by the time of the vacation.->Exhibit 08 Wrong A]] [[B. The marriage could not have been seriously struggling because they were still taking family vacations.->Exhibit 08 Wrong B]] [[C. The photograph documents a family moment, but cannot by itself establish the emotional condition of the marriage.->Exhibit 08 Correct]] [[D. Dana and Marcus were deliberately pretending to have a happy marriage.->Exhibit 08 Wrong D]] </div>

CONCLUSION NOT SUPPORTED No Examiner Points Awarded Marcus's arm around Dana and Dana's position beside him may show physical closeness during the photograph. They do not establish emotional reconnection. A photograph cannot tell the examiner what either person was experiencing internally. FORENSIC RULE: WHAT LOOKS CLOSE IS NOT ALWAYS EVIDENCE OF EMOTIONAL CLOSENESS. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 09]]

APPEARANCE BIAS No Examiner Points Awarded Family vacations and smiling photographs can occur during healthy marriages and struggling marriages. Dana's earlier journal entry is evidence that emotional loneliness already existed. The vacation does not erase that evidence. FORENSIC RULE: PUBLIC APPEARANCE IS NOT PROOF OF PRIVATE CONDITION. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 09]]

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent forensic reasoning. The photograph reliably establishes that Dana and Marcus were together with their children on a family vacation and appeared smiling when the photograph was taken. It cannot establish what either spouse was feeling privately. Remember: Dana's journal indicates that she had already experienced emotional loneliness before this photograph was taken. A happy moment can be genuine while serious relationship problems also exist. FORENSIC RULE: A PHOTOGRAPH CAPTURES A MOMENT. IT DOES NOT DIAGNOSE A MARRIAGE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 09]]

MOTIVE NOT ESTABLISHED No Examiner Points Awarded Nothing in the photograph proves that Dana or Marcus was deliberately pretending. Their smiles may have been genuine. People experiencing relationship difficulties can still enjoy individual moments together. FORENSIC RULE: DO NOT TURN A SNAPSHOT INTO A STORY THE EVIDENCE CANNOT PROVE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 09]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 09 / 20 </div> <div class="evidence-title"> THE DELETED DRAFT EMAIL </div> <div class="evidence-tag"> EXHIBIT 09 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> A deleted draft email was recovered from Marcus's personal email account. The message was written approximately fourteen months before the separation. It was addressed to Dana but was never sent. Marcus wrote: |draftButton>[ (link:"RECOVER DELETED MESSAGE")[ (show:?draftEmail) (hide:?draftButton) ] ] |draftEmail)[ <div class="evidence-document"> <div style="text-align:center; color:#72211d; font-size:0.8em; font-weight:bold; letter-spacing:3px; margin-bottom:10px;"> DIGITAL FORENSICS </div> <div style="text-align:center; font-size:1.3em; font-weight:bold; margin-bottom:5px;"> DELETED DRAFT DETECTED </div> <div style="text-align:center; font-size:0.8em; letter-spacing:2px; margin-bottom:22px;"> RECOVERED FROM MARCUS REED'S PERSONAL EMAIL </div> <div style="margin:18px 0; padding:14px; border:2px dashed #72211d; text-align:center;"> <strong style="color:#72211d; letter-spacing:2px;"> MESSAGE STATUS </strong> <br><br> <strong>UNSENT</strong><br> <strong>RECIPIENT: DANA REED</strong><br> <strong>APPROX. 14 MONTHS BEFORE SEPARATION</strong> </div> <div style="padding:24px; background:#faf5e9; border-left:5px solid #72211d; line-height:1.9;"> <strong>DANA,</strong> <br><br> I know I've been absent. <br><br> I know you're tired of hearing me say things will slow down. <br><br> I don't know how to fix this without failing somewhere else. <br><br> If I work less, I worry about money. <br><br> If I keep working like this, I feel like I'm losing you. <br><br> <strong style="color:#72211d;"> I know something has to change. </strong> <br><br> I just don't know what. </div> <div style="margin-top:22px; padding:14px; border:1px solid #72211d; text-align:center; line-height:1.8;"> <strong style="color:#72211d; letter-spacing:2px;"> FORENSIC STATUS </strong> <br><br> MESSAGE WAS NEVER SENT </div> <div style="margin-top:20px; padding-top:12px; border-top:1px solid #b6a88f; text-align:center; color:#72211d; font-weight:bold; letter-spacing:2px;"> DIGITAL EVIDENCE ITEM 09-A </div> </div> ] The email remained in Marcus's drafts. Dana never received it. <div class="evidence-section"> EXAMINER'S NOTE </div> Marcus previously stated: "I knew we weren't perfect. I didn't know she thought we were finished." This draft provides additional information about what Marcus may have recognized before the separation. [[A. Marcus recognized that his absence was affecting the marriage but struggled to act on that recognition.->Exhibit 09 Correct]] [[B. Marcus knew the marriage would end and deliberately allowed it to happen.->Exhibit 09 Wrong B]] [[C. The unsent email proves Marcus cared more about money than Dana.->Exhibit 09 Wrong C]] [[D. Because Marcus wrote the email, he had already done enough to repair the problem.->Exhibit 09 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent forensic reasoning. Marcus's draft shows that he recognized his absence was affecting the marriage at least fourteen months before the separation. He also appeared to feel trapped between two responsibilities: Providing financial security for his family and being emotionally present with them. But recognizing a problem is different from addressing it. The email was never sent, and the available evidence does not show that the concerns expressed in it resulted in meaningful change. FORENSIC RULE: AWARENESS IS NOT THE SAME AS ACTION. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 10]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded Marcus's email shows that he feared he might be losing Dana. It does NOT establish that he knew the marriage would end or deliberately allowed that to happen. His words suggest uncertainty rather than a deliberate decision. FORENSIC RULE: FEARING AN OUTCOME IS NOT THE SAME AS INTENDING IT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 10]]

MOTIVE NOT ESTABLISHED No Examiner Points Awarded The email does not prove that Marcus cared more about money than Dana. In fact, the message suggests that Marcus was worried about both financial security and his marriage. His difficulty appears to have been resolving the conflict between those priorities. FORENSIC RULE: DO NOT REDUCE A COMPLEX CONFLICT TO A MOTIVE THE EVIDENCE DOES NOT PROVE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 10]]

INCOMPLETE ANALYSIS No Examiner Points Awarded Writing about a problem privately is not the same as addressing it within the relationship. The email was never sent. Dana therefore could not respond to the concerns Marcus expressed in it. FORENSIC RULE: INTENTION WITHOUT COMMUNICATION MAY NEVER REACH THE PERSON WHO NEEDS TO HEAR IT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 10]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 10 / 20 </div> <div class="evidence-title"> THE CANCELLED COUNSELING APPOINTMENT </div> <div class="evidence-tag"> EXHIBIT 10 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> Approximately eighteen months before the separation, Dana scheduled an appointment with a couples counselor. <div class="evidence-document"> <strong>CALENDAR RECORD</strong> <strong>APPOINTMENT:</strong> Couples Counseling <strong>TIME:</strong> Thursday — 6:00 PM <strong>STATUS:</strong> Cancelled </div> Marcus initially agreed to attend. Two days before the appointment, Marcus received notice that a supervisor would be absent from work. Marcus cancelled because he was required to cover the shift. A text exchange followed: <div class="evidence-document"> <strong>MARCUS:</strong> "I'm sorry. I can't get out of this. Can we reschedule?" <strong>DANA:</strong> "Okay." </div> No argument followed. The counseling appointment was cancelled. Investigators found no evidence that another appointment was scheduled. Neither Dana nor Marcus appears to have attempted to reschedule it. <div class="evidence-section"> EXAMINER'S NOTE </div> The absence of an argument does not necessarily mean the issue was resolved. <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What does this evidence most strongly suggest? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. The cancelled counseling appointment represented a missed opportunity for both spouses to address their relationship problems.->Exhibit 10 Correct]] [[B. Marcus deliberately cancelled counseling because he wanted the marriage to fail.->Exhibit 10 Wrong B]] [[C. Dana's response of "Okay" proves the cancelled appointment did not bother her.->Exhibit 10 Wrong C]] [[D. Because Dana originally scheduled the appointment, Marcus alone was responsible for rescheduling it.->Exhibit 10 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent forensic reasoning. The counseling appointment shows that the problems in the marriage had become serious enough for professional help to be considered approximately eighteen months before the separation. Marcus had a documented work conflict. However, after the cancellation, neither spouse appears to have rescheduled the appointment. This makes the canceled session an important missed opportunity for intervention. FORENSIC RULE: A MISSED OPPORTUNITY MAY BECOME IMPORTANT WHEN NO NEW OPPORTUNITY IS CREATED. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 11]]

MOTIVE NOT ESTABLISHED No Examiner Points Awarded The evidence shows that Marcus canceled because of a documented work conflict. Nothing establishes that he deliberately avoided counseling because he wanted the marriage to fail. The more important fact is what happened afterward: The appointment was never rescheduled. FORENSIC RULE: DO NOT INVENT INTENT WHEN THE RECORD PROVIDES ANOTHER EXPLANATION. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 11]]

SILENCE WARNING No Examiner Points Awarded Dana replied: "Okay." That response establishes only what she wrote. It does NOT establish how she felt. A short response—or the absence of an argument—should not automatically be interpreted as satisfaction. FORENSIC RULE: SILENCE IS NOT ALWAYS AGREEMENT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 11]]

RESPONSIBILITY WARNING No Examiner Points Awarded Dana originally scheduled the counseling appointment. That does not establish that she alone was responsible for rescheduling it. The evidence shows that both spouses knew counseling had been planned and neither appears to have created another appointment. FORENSIC RULE: A SHARED RELATIONSHIP PROBLEM SHOULD NOT AUTOMATICALLY BE ASSIGNED TO ONE PERSON TO REPAIR. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 11]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 11 / 20 </div> <div class="evidence-title"> THE BIRTHDAY RECEIPT </div> <div class="evidence-tag"> EXHIBIT 11 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> A jewelry-store receipt was found among the couple's financial records. Approximately thirteen months before the separation, Marcus purchased Dana an expensive bracelet for her birthday. <div class="evidence-document"> <strong>PURCHASE RECORD</strong> <strong>ITEM:</strong> Diamond Bracelet <strong>PURCHASED BY:</strong> Marcus Reed <strong>OCCASION:</strong> Dana's Birthday <strong>DATE:</strong> Approximately 13 months before separation </div> A photograph from Dana's birthday shows her wearing the bracelet. Several days later, Dana made a brief entry in her journal: <div class="evidence-document"> <strong>DANA'S JOURNAL</strong> "Beautiful bracelet. Marcus spent more than he should have. I know he wanted to make me happy. But we barely spoke that night. I don't need more things. I miss him." </div> <div class="evidence-section"> EXAMINER'S NOTE </div> Earlier evidence established that Marcus viewed providing for his family as an important expression of love and responsibility. Dana's journal suggests that she may have been seeking something different. <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What does this evidence most strongly suggest? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. Marcus attempted to express care through a valuable gift, while Dana was seeking greater emotional connection.->Exhibit 11 Correct]] [[B. Marcus bought the bracelet because he felt guilty about something.->Exhibit 11 Wrong B]] [[C. Dana was ungrateful because she received an expensive gift and still felt dissatisfied.->Exhibit 11 Wrong C]] [[D. The bracelet proves Marcus and Dana were simply incompatible.->Exhibit 11 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent forensic reasoning. The evidence suggests that Marcus was attempting to express love and care through the bracelet. Dana even acknowledged that intention: "I know he wanted to make me happy." The problem appears to be a mismatch between what Marcus was giving and what Dana was asking to receive. Marcus offered a valuable gift. Dana wanted conversation, time, and emotional presence. Neither fact automatically makes either spouse wrong. FORENSIC RULE: LOVE OFFERED IS NOT ALWAYS LOVE EXPERIENCED. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 12]]

MOTIVE NOT ESTABLISHED No Examiner Points Awarded Nothing in the receipt, photograph, or journal establishes that Marcus purchased the bracelet because he felt guilty. Dana's own journal provides another reasonable interpretation: "I know he wanted to make me happy." An examiner should not replace available evidence with speculation. FORENSIC RULE: DO NOT INVENT A HIDDEN MOTIVE WHEN THE EVIDENCE DOES NOT ESTABLISH ONE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 12]]

BIAS WARNING No Examiner Points Awarded Dana described the bracelet as beautiful and recognized Marcus's intention to make her happy. Her continued loneliness does not establish ingratitude. Appreciating a gift and still needing emotional connection can occur at the same time. FORENSIC RULE: GRATITUDE DOES NOT CANCEL AN UNMET NEED. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 12]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded The bracelet provides evidence of different expectations or expressions of connection. It does NOT prove that Dana and Marcus were fundamentally incompatible. Differences can sometimes be understood, communicated, and addressed. Additional evidence is required before reaching a broader conclusion. FORENSIC RULE: A DIFFERENCE IS NOT AUTOMATICALLY A DEATH SENTENCE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 12]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 12 / 20 </div> <div class="evidence-title"> THE PHONE USAGE RECORDS </div> <div class="evidence-tag"> EXHIBIT 12 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> Phone usage reports from the final six months of the marriage were reviewed. After work-related activity was excluded, the records showed: <div class="evidence-document"> <strong>DIGITAL USAGE SUMMARY</strong> <strong>DANA</strong> Average non-work screen time: 3 hours, 18 minutes per day <strong>MARCUS</strong> Average non-work screen time: 3 hours, 41 minutes per day <strong>MOST FREQUENTLY USED APPLICATIONS</strong> • Social media • Streaming video • News • Games • Online shopping </div> Investigators also found several evenings when Dana and Marcus were both home for more than three hours. During those same evenings, both phones showed extended periods of individual use. There is no evidence that either spouse discussed setting limits on personal screen time. <div class="evidence-section"> EXAMINER'S NOTE </div> Earlier evidence showed that Dana repeatedly wanted more connection. This evidence raises a new question: When time together was available, how did BOTH spouses use it? <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What does this evidence most strongly suggest? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. Both Dana and Marcus may have contributed to a pattern of disconnection during some of the time they were together.->Exhibit 12 Correct]] [[B. Dana's phone use proves she was responsible for the failure of the marriage.->Exhibit 12 Wrong B]] [[C. Marcus's higher screen time proves he was deliberately avoiding Dana.->Exhibit 12 Wrong C]] [[D. Phone usage had nothing to do with the relationship because both spouses used their phones.->Exhibit 12 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent forensic reasoning. The phone records show that BOTH Dana and Marcus spent substantial amounts of available time using their devices for non-work activities. This does not erase Marcus's long work hours or Dana's repeated requests for connection. It does show that some opportunities for connection existed when both spouses were home. Both appear to have participated in a pattern that may have increased emotional distance. FORENSIC RULE: A RELATIONSHIP PATTERN CAN INVOLVE MORE THAN ONE PARTICIPANT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 13]]

BIAS WARNING No Examiner Points Awarded Dana's phone use is relevant evidence. It does NOT prove that she was responsible for the failure of the marriage. Marcus also showed substantial non-work screen use. More importantly, the examiner must consider this evidence alongside the entire relationship record. FORENSIC RULE: CONTRIBUTION IS NOT THE SAME AS SOLE RESPONSIBILITY. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 13]]

MOTIVE NOT ESTABLISHED No Examiner Points Awarded Marcus averaged more non-work screen time than Dana. But the records cannot tell us WHY he was using his phone. The evidence does not establish that he deliberately used his phone to avoid Dana. FORENSIC RULE: DATA MAY SHOW BEHAVIOR. IT DOES NOT AUTOMATICALLY REVEAL MOTIVE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 13]]

INCOMPLETE ANALYSIS No Examiner Points Awarded The fact that both spouses used their phones does not make the evidence irrelevant. Instead, it may reveal a shared pattern. When opportunities for connection existed, both Dana and Marcus sometimes directed significant attention elsewhere. FORENSIC RULE: SHARED BEHAVIOR CAN STILL CONTRIBUTE TO SHARED DISCONNECTION. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 13]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 13 / 20 </div> <div class="evidence-title"> THE ARGUMENT TEXT </div> <div class="evidence-tag"> EXHIBIT 13 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> Approximately nine months before the separation, Dana and Marcus exchanged several text messages following an argument. <div class="evidence-document"> <strong>MARCUS:</strong> "I don't understand what you want from me. I work. I pay the bills. I take care of this family. Nothing I do is ever enough." <strong>DANA:</strong> "Things aren't what I'm asking for." <strong>MARCUS:</strong> "Then what are you asking for?" <strong>DANA:</strong> "You. I have been asking for you." </div> No additional messages were exchanged that evening. <div class="evidence-section"> EXAMINER'S NOTE </div> Earlier evidence showed: • Marcus worked long hours. • The family's finances improved. • Marcus purchased Dana an expensive birthday gift. • Dana repeatedly expressed a desire for more time and emotional connection. This exchange may help explain why both spouses believed their efforts and needs were being misunderstood. <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What does this evidence most strongly suggest? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. Marcus's efforts were real, but they were not consistently addressing the type of connection Dana said she needed.->Exhibit 13 Correct]] [[B. Dana did not appreciate anything Marcus did for the family.->Exhibit 13 Wrong B]] [[C. Marcus's financial contribution should have been enough to satisfy Dana.->Exhibit 13 Wrong C]] [[D. Dana expected Marcus to give up his career completely.->Exhibit 13 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent forensic reasoning. Marcus's efforts were real. He worked long hours, contributed financially, and attempted to provide security for his family. But Dana's messages show that the type of connection she was requesting was different. She was asking for his time, attention, and emotional presence. The evidence suggests that both spouses may have been communicating from different understandings of what the relationship needed. FORENSIC RULE: EFFORT MATTERS. BUT EFFORT THAT DOES NOT ADDRESS THE INJURY MAY NOT REPAIR IT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 14]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded Earlier evidence directly contradicts this conclusion. Dana's Father's Day card thanked Marcus for working hard and sacrificing for the family. Her journal also acknowledged that Marcus wanted to make her happy. Dana's dissatisfaction therefore cannot automatically be interpreted as lack of appreciation. FORENSIC RULE: DO NOT IGNORE EARLIER EVIDENCE BECAUSE A NEW PIECE FITS AN EASIER STORY. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 14]]

BIAS WARNING No Examiner Points Awarded Financial contribution was an important part of Marcus's role in the family. But the evidence repeatedly shows that Dana was asking for something additional: Time. Conversation. Attention. Emotional presence. An examiner cannot decide that one form of contribution should automatically satisfy every relationship need. FORENSIC RULE: PROVISION AND CONNECTION ARE NOT INTERCHANGEABLE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 14]]

INSUFFICIENT EVIDENCE No Examiner Points Awarded Nothing in this exchange shows Dana asking Marcus to abandon his career. Her statement was: "You. I have been asking for you." The evidence supports a request for greater presence and connection—not complete withdrawal from work. FORENSIC RULE: DO NOT EXAGGERATE A PERSON'S REQUEST BEYOND WHAT THE EVIDENCE ACTUALLY SHOWS. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 14]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 14 / 20 </div> <div class="evidence-title"> THE INTIMACY CALENDAR </div> <div class="evidence-tag"> EXHIBIT 14 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> Investigators reviewed Dana's private calendar entries from approximately seven months before the separation. Dana had begun making brief notes about the couple's interactions. Over a nine-week period, the calendar documented: <div class="evidence-document"> <strong>PRIVATE CALENDAR SUMMARY</strong> • No date nights • No evenings intentionally planned together • No documented sexual intimacy • Very little nonsexual physical affection • Routine greetings and occasional brief hugs </div> One entry stated: <div class="subject-quote"> "We live in the same house. We sleep in the same bed. Sometimes I feel like we are roommates who share children and bills." </div> Another entry two weeks later stated: <div class="subject-quote"> "I can't remember the last time he reached for my hand just because he wanted to." </div> <div class="evidence-section"> EXAMINER'S NOTE </div> The calendar represents Dana's personal record. It does not independently establish Marcus's feelings or intentions. However, it provides additional evidence about Dana's experience of the marriage during this period. <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What does this evidence most strongly suggest? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. Physical and emotional intimacy had significantly deteriorated during this period.->Exhibit 14 Correct]] [[B. The lack of sexual intimacy proves Marcus was having an affair.->Exhibit 14 Wrong B]] [[C. Dana was solely responsible because she could have initiated affection herself.->Exhibit 14 Wrong C]] [[D. A marriage without frequent physical affection is automatically beyond repair.->Exhibit 14 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent forensic reasoning. Dana's calendar provides evidence that both physical and emotional intimacy had substantially declined during this period. The issue extended beyond sexual intimacy. Dana documented a loss of: • Intentional time together • Everyday affection • Physical closeness • Emotional connection However, the evidence does not establish who was solely responsible for the decline. FORENSIC RULE: INTIMACY IS MORE THAN SEX. THE LOSS OF SMALL CONNECTIONS CAN REVEAL A LARGER PATTERN OF DISTANCE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 15]]

INSUFFICIENT EVIDENCE No Examiner Points Awarded A decline in sexual intimacy does NOT establish infidelity. No evidence examined so far proves that Marcus—or Dana—was having an affair. The evidence supports a finding of declining intimacy. It does not establish the reason without additional evidence. FORENSIC RULE: DO NOT FILL AN EVIDENCE GAP WITH SUSPICION. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 15]]

BIAS WARNING No Examiner Points Awarded The calendar records Dana's experience of declining affection. It does not establish that she was solely responsible for repairing that decline. Earlier phone records also showed that BOTH spouses participated in some patterns of disconnection. FORENSIC RULE: SHARED INTIMACY CANNOT AUTOMATICALLY BECOME ONE PERSON'S RESPONSIBILITY TO RESTORE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 15]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded A significant decline in physical affection is important evidence. But it does NOT establish that a marriage is automatically beyond repair. Couples may experience periods of reduced intimacy for many reasons. The examiner's job is to identify the pattern—not declare the outcome inevitable. FORENSIC RULE: SERIOUS INJURY IS NOT AUTOMATICALLY TIME OF DEATH. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 15]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 15 / 20 </div> <div class="evidence-title"> THE VOICE MEMO </div> <div class="evidence-tag"> EXHIBIT 15 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> A voice memo recorded by Marcus approximately five months before the separation was recovered from his phone. Marcus occasionally recorded personal reminders while driving. In one recording, he said: <div class="evidence-document"> <strong>VOICE MEMO — MARCUS REED</strong> "Dana seems different lately. She's quieter. She doesn't complain about me working late anymore. She doesn't ask when I'm coming home as much. Maybe we're finally getting better. Maybe she finally understands what I'm trying to do." </div> The recording ends there. <div class="evidence-section"> EXAMINER'S NOTE </div> Compare Marcus's interpretation with earlier evidence. Dana had previously: • Asked for more time together • Requested emotional connection • Scheduled couples counseling • Written about loneliness • Expressed frustration about Marcus's absence By the time of this recording, many of those requests had apparently stopped. <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What does this evidence most strongly suggest? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. Dana's silence proves the marriage was improving.->Exhibit 15 Wrong A]] [[B. Marcus correctly recognized that Dana had become satisfied with the marriage.->Exhibit 15 Wrong B]] [[C. Marcus may have mistaken Dana's withdrawal and reduced requests for evidence that the relationship was improving.->Exhibit 15 Correct]] [[D. Dana stopped communicating because she had already decided to punish Marcus.->Exhibit 15 Wrong D]] </div>

SILENCE WARNING No Examiner Points Awarded Dana's silence does not prove that the marriage was improving. Earlier evidence shows that she had repeatedly asked for more time, affection, conversation, and emotional connection. The disappearance of those requests could mean several things. Additional evidence is required. FORENSIC RULE: THE ABSENCE OF A COMPLAINT IS NOT PROOF OF THE ABSENCE OF A PROBLEM. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 16]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded Marcus believed Dana's reduced complaints meant things were getting better. That establishes Marcus's interpretation. It does not establish Dana's emotional condition. Her earlier journal entries and requests for connection must still be considered. FORENSIC RULE: ONE PERSON'S INTERPRETATION DOES NOT ESTABLISH ANOTHER PERSON'S EXPERIENCE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 16]]

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent forensic reasoning. Marcus noticed that Dana had become quieter and was making fewer requests for his time. He interpreted that change as improvement. But earlier evidence shows that Dana had repeatedly expressed loneliness and asked for greater connection. Her silence may therefore represent emotional withdrawal rather than satisfaction. This is a critical finding in the investigation. FORENSIC RULE: WHEN SOMEONE STOPS COMPLAINING, THE PROBLEM HAS NOT NECESSARILY DISAPPEARED. SOMETIMES THE HOPE THAT IT WILL CHANGE HAS DISAPPEARED. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 16]]

MOTIVE NOT ESTABLISHED No Examiner Points Awarded Nothing in the evidence establishes that Dana became quiet in order to punish Marcus. Her silence may represent frustration, exhaustion, resignation, emotional withdrawal, or something else. The examiner must not assign a motive without supporting evidence. FORENSIC RULE: WITHDRAWAL IS EVIDENCE OF CHANGE. THE REASON FOR THAT CHANGE STILL REQUIRES PROOF. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 16]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 16 / 20 </div> <div class="evidence-title"> THE SEARCH HISTORY </div> <div class="evidence-tag"> EXHIBIT 16 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> Investigators reviewed browser history from Dana's personal laptop. Approximately eleven months before the separation, the following search appeared: <div class="evidence-document"> <strong>BROWSER SEARCH HISTORY</strong> "How do you know when you've emotionally checked out of a marriage?" Additional searches made during the same week included: "Can you love someone and still feel alone?" "Signs of emotional disconnection in marriage" "How to know when you've stopped hoping things will change" </div> No searches related to divorce attorneys or dating were found during this period. <div class="evidence-section"> EXAMINER'S NOTE </div> The timing is significant. These searches occurred: • After Dana's earlier journal entries about loneliness • After repeated requests for more connection • After the canceled counseling appointment • Months before the final separation However, a search question does not automatically establish a final decision. <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What does this evidence most strongly suggest? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. Dana was experiencing serious emotional disengagement and questioning the condition of the marriage at least eleven months before the separation.->Exhibit 16 Correct]] [[B. Dana had already decided to divorce Marcus eleven months before leaving.->Exhibit 16 Wrong B]] [[C. The searches prove Dana no longer loved Marcus.->Exhibit 16 Wrong C]] [[D. Dana was secretly preparing to begin another relationship.->Exhibit 16 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent timeline analysis. Dana's search history shows that she was seriously questioning her emotional connection to the marriage at least eleven months before the separation. This does NOT prove that she had already decided to leave. It does establish that emotional disengagement had become serious enough for her to privately search for answers. This evidence will be important when determining the relationship's TIME OF DEATH. FORENSIC RULE: A FINAL DECISION MAY OCCUR LONG AFTER EMOTIONAL DETERIORATION HAS BEGUN. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 17]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded Dana's searches show that she was questioning the condition of her marriage. They do NOT establish that she had already decided to divorce Marcus. In fact, no divorce-attorney searches were found during this period. FORENSIC RULE: QUESTIONING A RELATIONSHIP IS NOT THE SAME AS MAKING A FINAL DECISION TO END IT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 17]]

INSUFFICIENT EVIDENCE No Examiner Points Awarded Emotional disconnection does not automatically mean that love has disappeared. Dana's earlier statements suggest that she continued to care about Marcus even while experiencing loneliness. The examiner must distinguish between: LOVE CONNECTION HOPE COMMITMENT These may deteriorate at different times. FORENSIC RULE: DO NOT ASSUME THAT EMOTIONAL WITHDRAWAL MEANS ALL FEELING HAS DISAPPEARED. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 17]]

UNSUPPORTED THEORY No Examiner Points Awarded Nothing in Dana's search history indicates that she was preparing to begin another relationship. No evidence examined so far establishes an affair by either spouse. Introducing another person without evidence would distort the investigation. FORENSIC RULE: DO NOT CREATE A SUSPECT BECAUSE THE REAL EXPLANATION FEELS TOO ORDINARY. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 17]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 17 / 20 </div> <div class="evidence-title"> THE WEEKEND TRIP </div> <div class="evidence-tag"> EXHIBIT 17 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> Approximately three months before the separation, Marcus sent Dana a message. <div class="evidence-document"> <strong>MARCUS:</strong> "I've been thinking. Let's get away next weekend. Just you and me. No kids. No work. We haven't done that in forever. I'll make the reservations." <strong>DANA:</strong> "I don't think I want to." <strong>MARCUS:</strong> "Why not? You've been asking me to make more time for us." <strong>DANA:</strong> "I know. I just don't think a weekend away is going to fix what I'm feeling." <strong>MARCUS:</strong> "So now that I'm trying, you don't want to?" </div> Dana did not respond. No weekend trip was booked. <div class="evidence-section"> EXAMINER'S NOTE </div> This is important evidence. For much of the investigation, Marcus's absence has been a major issue. Here, Marcus clearly attempted to arrange time alone with Dana. Dana declined. But remember the timeline: Dana had reported feeling emotionally disconnected for approximately two years earlier. She had sought counseling. She had repeatedly asked for connection. She had begun questioning whether she was emotionally checked out eleven months before the separation. Marcus proposed this trip approximately three months before the separation. <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What does this evidence most strongly suggest? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. Dana's refusal proves that she—not Marcus—caused the marriage to fail.->Exhibit 17 Wrong A]] [[B. Marcus made a genuine attempt to reconnect, but the attempt may have come after significant emotional deterioration had already occurred.->Exhibit 17 Correct]] [[C. Marcus's offer proves that all earlier problems had been resolved.->Exhibit 17 Wrong C]] [[D. Dana refused because she was secretly involved with someone else.->Exhibit 17 Wrong D]] </div>

BLAME WARNING No Examiner Points Awarded Dana declined Marcus's attempt to reconnect. That is relevant evidence. But one refusal cannot erase the years of evidence that came before it. The examiner must evaluate the refusal within the complete relationship timeline. FORENSIC RULE: THE LAST PERSON TO STOP TRYING IS NOT AUTOMATICALLY THE PERSON WHO CAUSED THE DAMAGE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 18]]

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent timeline analysis. Marcus made a clear attempt to reconnect with Dana by proposing time away together. That effort should not be ignored. However, the timing is critical. By this point, Dana had already documented years of loneliness, unsuccessful attempts at connection, a missed counseling opportunity, and serious emotional disengagement. Marcus's attempt may have been genuine while also arriving after substantial damage had already occurred. FORENSIC RULE: A GENUINE EFFORT CAN STILL ARRIVE AFTER THE INJURY HAS BECOME SEVERE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 18]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded Marcus's offer demonstrates an attempt to reconnect. It does not establish that the earlier problems had been resolved. In fact, Dana's response suggests that she believed the problems had become deeper than a weekend away could repair. FORENSIC RULE: AN ATTEMPT TO REPAIR AN INJURY IS NOT PROOF THAT THE INJURY NO LONGER EXISTS. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 18]]

UNSUPPORTED THEORY No Examiner Points Awarded Nothing in this exchange establishes that Dana was involved with another person. The evidence examined so far has revealed emotional disconnection—not infidelity. An examiner should not invent a dramatic explanation when the evidence supports a different one. FORENSIC RULE: NOT EVERY MARRIAGE DIES BECAUSE SOMEONE ELSE ENTERED IT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 18]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 18 / 20 </div> <div class="evidence-title"> THE KITCHEN NOTE </div> <div class="evidence-tag"> EXHIBIT 18 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> A small handwritten note was found tucked inside Dana's journal. The note was written by Marcus approximately four months before the separation. It read: <div class="evidence-document"> <strong>HANDWRITTEN NOTE — MARCUS REED</strong> "Dana, Love you. Long day. Don't wait up. — Marcus" </div> The note had originally been left on the kitchen counter. Dana later placed it inside her journal. Investigators found no written explanation for why she kept it. <div class="evidence-section"> EXAMINER'S NOTE </div> By this point in the relationship: • Dana had documented significant loneliness. • Physical affection had declined. • Communication had deteriorated. • Dana had begun emotionally withdrawing. • Marcus had begun recognizing that he might be losing her. Yet Marcus still wrote: <strong>"Love you."</strong> And Dana chose to keep the note. <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What does this evidence most strongly suggest? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. Some affection and emotional attachment may still have existed despite the serious deterioration of the marriage.->Exhibit 18 Correct]] [[B. The note proves the marriage was actually healthy.->Exhibit 18 Wrong B]] [[C. Because Marcus wrote "Love you," Dana had no legitimate reason to feel emotionally neglected.->Exhibit 18 Wrong C]] [[D. Dana saved the note because she had already decided to leave Marcus.->Exhibit 18 Wrong D]] </div>

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent forensic reasoning. The note provides evidence that affection had not completely disappeared from the marriage. Marcus still expressed love toward Dana. Dana's decision to preserve the note may suggest that it held emotional significance for her. However, we cannot establish exactly why she kept it. Most importantly, this evidence reminds the examiner that a relationship can contain genuine love while also suffering serious emotional damage. FORENSIC RULE: LOVE CAN REMAIN EVEN WHEN CONNECTION HAS BEEN SEVERELY DAMAGED. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 19]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded The words "Love you" provide evidence of affection. They do not establish that the marriage was healthy. The complete record already documents loneliness, declining intimacy, communication problems, and emotional withdrawal. FORENSIC RULE: THE PRESENCE OF LOVE DOES NOT AUTOMATICALLY MEAN THE ABSENCE OF INJURY. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 19]]

BIAS WARNING No Examiner Points Awarded Marcus's expression of love is meaningful evidence. But saying "Love you" does not automatically satisfy another person's need for time, conversation, affection, or emotional presence. Dana could believe Marcus loved her while still experiencing loneliness within the marriage. FORENSIC RULE: BEING LOVED AND FEELING CONNECTED ARE NOT ALWAYS THE SAME EXPERIENCE. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 19]]

MOTIVE NOT ESTABLISHED No Examiner Points Awarded Dana kept Marcus's note. That is a fact. Why she kept it is unknown. It may have been meaningful, comforting, painful, sentimental, or simply something she did not want to discard. The examiner cannot choose a motive without evidence. FORENSIC RULE: WHEN THE EVIDENCE STOPS, THE EXAMINER MUST STOP. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 19]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 19 / 20 </div> <div class="evidence-title"> THE FINAL ARGUMENT </div> <div class="evidence-tag"> EXHIBIT 19 </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> Three days before the anniversary separation, Dana and Marcus had their final major argument. Dana later wrote down portions of the conversation. Marcus also confirmed the substance of the exchange during his statement. <div class="evidence-document"> <strong>DANA:</strong> "I don't know how to do this anymore." <strong>MARCUS:</strong> "Do what? I told you things at work are finally calming down." <strong>DANA:</strong> "This isn't about this week." <strong>MARCUS:</strong> "Then what is it about?" <strong>DANA:</strong> "I have been telling you for years." <strong>MARCUS:</strong> "I thought you were just frustrated." <strong>DANA:</strong> "That's exactly the problem." </div> Marcus stated that Dana then left the room. They did not continue the conversation that evening. <div class="evidence-section"> EXAMINER'S NOTE </div> This exchange does not introduce an entirely new complaint. Instead, it appears to contain several earlier pieces of evidence: • Dana's repeated requests for time • Her journal entries about loneliness • The canceled counseling appointment • Marcus's unsent email • The decline in intimacy • Dana's emotional withdrawal • Marcus's belief that her silence meant improvement <div class="examiner-question"> <strong>EXAMINER QUESTION</strong> What does this evidence most strongly suggest? <span class="choose-carefully">CHOOSE CAREFULLY. YOUR FINDING WILL AFFECT YOUR EXAMINER SCORE.</span> </div> [[A. The final argument itself caused the marriage to fail.->Exhibit 19 Wrong A]] [[B. Dana had communicated dissatisfaction before, but Marcus appears to have underestimated how serious and persistent it had become.->Exhibit 19 Correct]] [[C. Marcus never knew there were any problems in the marriage.->Exhibit 19 Wrong C]] [[D. Dana deliberately waited until the final argument to tell Marcus how she felt.->Exhibit 19 Wrong D]] </div>

TIMELINE ERROR No Examiner Points Awarded The final argument occurred only three days before the separation. But evidence of serious relationship problems appears much earlier. Dana documented loneliness approximately two years before the separation. Counseling was attempted eighteen months earlier. Emotional disengagement was evident eleven months earlier. The final argument may have exposed the accumulated damage. It did not necessarily create it. FORENSIC RULE: DO NOT CONFUSE THE FINAL INCIDENT WITH THE ORIGINAL INJURY. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 20]]

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS Excellent forensic reasoning. The evidence shows that Dana had communicated dissatisfaction before the final argument. Marcus was not completely unaware that problems existed. However, his statement— "I thought you were just frustrated." —suggests that he underestimated the seriousness, duration, and emotional impact of Dana's concerns. The final argument therefore appears less like the cause of the marriage's deterioration and more like the moment when the depth of the existing damage became unmistakable. FORENSIC RULE: THE EVENT THAT REVEALS THE DAMAGE IS NOT NECESSARILY THE EVENT THAT CAUSED IT. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 20]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded Marcus cannot accurately be described as completely unaware. His own deleted draft email stated: "I know I've been absent." "I feel like I'm losing you." Marcus recognized that problems existed. What he appears to have misunderstood was how severe and advanced those problems had become. FORENSIC RULE: KNOWING A PROBLEM EXISTS IS NOT THE SAME AS UNDERSTANDING ITS SEVERITY. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 20]]

EVIDENCE CONTRADICTION No Examiner Points Awarded Earlier evidence directly contradicts this conclusion. Dana had previously: • Asked Marcus for time together • Written about loneliness • Scheduled couples counseling • Expressed frustration about his absence • Told Marcus, "I have been asking for you." The final argument was not the first evidence of her dissatisfaction. FORENSIC RULE: THE COMPLETE RECORD MATTERS MORE THAN THE LAST CONVERSATION. CURRENT EXAMINER SCORE: $score [[CONTINUE INVESTIGATION->Exhibit 20]]

<div class="evidence-file"> <div class="evidence-counter"> EVIDENCE 20 / 20 — FINAL EXHIBIT </div> <div class="evidence-title"> THE ANNIVERSARY ENVELOPE </div> <div class="evidence-tag"> FINAL EVIDENCE ITEM </div> <div class="evidence-section"> EVIDENCE RECOVERED </div> On the night of their fourteenth wedding anniversary, Marcus returned home after Dana failed to arrive at the restaurant. Dana's wedding ring was sitting on the bedroom dresser. Beside it was an envelope addressed to Marcus. Earlier in the investigation, you examined the opening lines. This is the complete letter. <div class="evidence-document"> <strong>LETTER FROM DANA REED</strong> "This didn't happen tonight. Tonight is just when I finally stopped pretending it hadn't already happened. There wasn't another person. There wasn't one terrible night. There wasn't one argument that destroyed everything. There were too many ordinary nights when we stopped being us. You were working. I was waiting. Then I stopped waiting. You stopped asking why I was quiet. Eventually, being lonely beside you became harder than being alone without you. I don't hate you. I don't believe you meant to hurt me. I think we both kept waiting for things to get better without really changing what was hurting us. I still care about you. But I don't know how to keep living inside a marriage that feels like it ended before either of us admitted it." </div> <div class="evidence-section"> EXAMINER'S NOTE </div> Dana's letter represents her perspective and must still be evaluated against the complete record. However, many statements in the letter correspond with evidence already recovered during the investigation. <div class="examiner-question"> <strong>FINAL EVIDENCE QUESTION</strong> After examining all twenty exhibits, what does the full evidence most strongly support? <span class="choose-carefully">THIS IS YOUR FINAL EVIDENCE FINDING. CHOOSE CAREFULLY.</span> </div> [[A. One final argument destroyed an otherwise healthy marriage.->Exhibit 20 Wrong A]] [[B. Marcus alone caused the death of the marriage.->Exhibit 20 Wrong B]] [[C. The marriage appears to have deteriorated gradually through emotional disconnection, communication failures, unmet needs, avoidance, and patterns involving both spouses.->Exhibit 20 Correct]] [[D. Dana left because she was involved with another person.->Exhibit 20 Wrong D]] </div>

TIMELINE ERROR No Examiner Points Awarded The evidence contradicts the conclusion that one final argument destroyed an otherwise healthy marriage. Signs of deterioration appeared approximately two years before the separation. The final argument exposed accumulated problems. It did not create them. FORENSIC RULE: THE LAST INCIDENT IS NOT NECESSARILY THE CAUSE OF DEATH. CURRENT EXAMINER SCORE: $score [[CLOSE EVIDENCE FILE->Evidence Examination Complete]]

BLAME WARNING No Examiner Points Awarded Marcus's long work hours and emotional absence contributed significantly to the deterioration. But the complete evidence does not support assigning every contributing factor to Marcus alone. The phone records revealed shared patterns of disconnection. Dana eventually withdrew and stopped participating in some attempts at reconnection. Both spouses misunderstood important signals from the other. FORENSIC RULE: IDENTIFY CONTRIBUTING BEHAVIOR WITHOUT TURNING THE INVESTIGATION INTO A SEARCH FOR A VILLAIN. CURRENT EXAMINER SCORE: $score [[CLOSE EVIDENCE FILE->Evidence Examination Complete]]

(set: $score to $score + 5) EVIDENCE VERIFIED +5 EXAMINER POINTS FINAL EVIDENCE FINDING VERIFIED Excellent forensic reasoning. The twenty exhibits do not support a single dramatic event as the cause of the marriage's deterioration. Instead, the evidence reveals a gradual pattern: • Emotional disconnection • Communication breakdown • Unmet emotional needs • Work-life imbalance • Declining physical intimacy • Missed opportunities for intervention • Avoidance and withdrawal • Misunderstood attempts at love and provision • Shared patterns that increased distance Marcus's efforts and sacrifices were real. Dana's loneliness and unmet needs were also real. The evidence does not require one spouse to become the villain in order to explain what happened. FORENSIC RULE: RELATIONSHIPS CAN DIE FROM ACCUMULATED INJURIES RATHER THAN ONE FATAL BLOW. CURRENT EXAMINER SCORE: $score [[CLOSE EVIDENCE FILE->Evidence Examination Complete]]

UNSUPPORTED FINDING No Examiner Points Awarded No evidence establishes that Dana was involved with another person. Dana's letter specifically states: "There wasn't another person." The financial records and other evidence examined during the case also produced no evidence of an affair. That does not prove every unknowable fact about the marriage. It means an examiner cannot responsibly make an infidelity finding from the available evidence. FORENSIC RULE: A DRAMATIC THEORY IS NOT BETTER THAN A WELL-SUPPORTED ORDINARY EXPLANATION. CURRENT EXAMINER SCORE: $score [[CLOSE EVIDENCE FILE->Evidence Examination Complete]]

<div class="phase-complete"> <div class="phase-label"> INVESTIGATION PHASE ONE </div> <div class="phase-title"> EVIDENCE EXAMINATION COMPLETE </div> <div class="phase-stamp"> 20 EXHIBITS REVIEWED </div> <div class="phase-summary"> The physical and digital evidence has been examined. The evidence suggests that the Reed marriage did not deteriorate because of one isolated event. But documents tell only part of the story. </div> <div class="phase-next"> NEXT PHASE: WITNESS INTERVIEWS </div> Five witnesses were identified during the investigation. Each witnessed a different part of Dana and Marcus's marriage. Some knew Dana better. Some knew Marcus better. Some observed the marriage only from the outside. And some may bring their own opinions, assumptions, and biases into the examination. <div class="witness-warning"> <strong>YOUR NEXT ASSIGNMENT</strong> Interview the witnesses. Listen carefully. Separate what they <strong>KNOW</strong> from what they <strong>BELIEVE</strong>. <strong>REMEMBER:</strong> A confident witness is not necessarily an accurate witness. A biased witness may still provide useful evidence. No witness sees everything. </div> <div class="phase-score"> <strong>CURRENT EXAMINER SCORE</strong> $score </div> [[BEGIN WITNESS INTERVIEWS->Witness 01 Lena]] </div>

<div class="witness-file"> <div class="witness-counter"> WITNESS 01 / 05 </div> <div class="witness-title"> LENA </div> <div class="witness-badge"> WITNESS INTERVIEW </div> <div class="witness-profile"> <strong>RELATIONSHIP TO SUBJECT:</strong> Dana's Older Sister <strong>RELATIONSHIP TO MARCUS:</strong> Lena admits that she has never been particularly close to Marcus. <strong>INTERVIEW CLASSIFICATION:</strong> PERSONAL / POTENTIALLY BIASED </div> <div class="witness-section"> INTERVIEW TRANSCRIPT </div> <div class="transcript"> <strong>EXAMINER:</strong> "When did Dana first tell you she was unhappy?" <strong>LENA:</strong> "Years ago. Probably three years before she left. She would call me after the kids went to bed. She kept saying she felt like she was raising a family with someone who was never really there." <strong>EXAMINER:</strong> "What did you tell her?" <strong>LENA:</strong> "I told her Marcus needed to get his priorities straight. I thought he worked too much. I still think he worked too much." <strong>EXAMINER:</strong> "Did you ever see Marcus daily at home?" <strong>LENA:</strong> "No. Actually, that was part of what made it confusing. She would say, 'I know he loves us. I just don't feel like we're married anymore.'" <strong>EXAMINER:</strong> "Did you personally witness most of the problems Dana described?" <strong>LENA:</strong> "No. Most of what I know came from Dana. I wasn't inside their house every day." </div> <div class="witness-section"> EXAMINER'S NOTE </div> Lena provides a potentially important timeline clue. Dana may have been discussing loneliness approximately THREE YEARS before the separation. However, Lena openly acknowledges that: • She was closer to Dana than Marcus. • She already believed Marcus worked too much. • Much of her information came directly from Dana rather than personal observation. <div class="examiner-question"> <strong>WITNESS QUESTION</strong> How should Lena's testimony be evaluated? <span class="choose-carefully">SEPARATE FIRSTHAND KNOWLEDGE FROM OPINION AND REPORTED INFORMATION.</span> </div> [[A. Lena should be completely ignored because she is Dana's sister and may be biased.->Witness 01 Wrong A]] [[B. Everything Lena says should be accepted as fact because Dana trusted her.->Witness 01 Wrong B]] [[C. Lena may be biased, but her testimony can still provide useful information when it is separated into firsthand knowledge, reported statements, and personal opinion.->Witness 01 Correct]] [[D. Lena's testimony proves Marcus caused the marriage to fail.->Witness 01 Wrong D]] </div>

WITNESS ANALYSIS ERROR No Examiner Points Awarded Lena's relationship with Dana creates a potential source of bias. But that does not mean everything she says should be discarded. Some of her testimony may still help establish when Dana began expressing loneliness. The examiner should compare her statements with independent evidence. FORENSIC RULE: A BIASED WITNESS CAN STILL PROVIDE ACCURATE INFORMATION. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 02 Terrence]]

CREDIBILITY WARNING No Examiner Points Awarded Dana's trust in Lena does not transform every statement into independently verified fact. Much of Lena's information came from Dana. That makes portions of her testimony secondhand. Useful? Yes. Automatically proven? No. FORENSIC RULE: TRUST BETWEEN PEOPLE IS NOT THE SAME AS INDEPENDENT VERIFICATION. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 02 Terrence]]

(set: $score to $score + 5) WITNESS ANALYSIS VERIFIED +5 EXAMINER POINTS Excellent witness analysis. Lena clearly has a personal relationship with Dana and admits that she already believed Marcus worked too much. That potential bias should be considered. But bias does not automatically make a witness useless. Lena also provides information that can be compared against other evidence: • Dana discussed loneliness years before the separation. • Dana reportedly acknowledged that Marcus loved the family. • Lena admits which information came from Dana rather than from her own observation. A careful examiner separates: WHAT THE WITNESS SAW WHAT THE WITNESS WAS TOLD WHAT THE WITNESS BELIEVES FORENSIC RULE: BIAS AFFECTS HOW TESTIMONY SHOULD BE WEIGHED. IT DOES NOT AUTOMATICALLY MAKE THE TESTIMONY FALSE. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 02 Terrence]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded Lena believes Marcus worked too much. That is relevant to evaluating her perspective. But her testimony does not establish that Marcus alone caused the marriage to fail. Twenty exhibits already revealed a more complicated pattern involving both spouses. FORENSIC RULE: A WITNESS'S OPINION IS NOT THE EXAMINER'S VERDICT. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 02 Terrence]]

<div class="witness-file"> <div class="witness-counter"> WITNESS 02 / 05 </div> <div class="witness-title"> TERRENCE HALL </div> <div class="witness-badge"> WITNESS INTERVIEW </div> <div class="witness-profile"> <strong>RELATIONSHIP TO SUBJECT:</strong> Marcus's Friend for 18 Years <strong>BACKGROUND:</strong> Terrence and Marcus met before Dana and Marcus were married. They speak regularly and occasionally watch sports together. <strong>INTERVIEW CLASSIFICATION:</strong> PERSONAL / POTENTIALLY BIASED </div> <div class="witness-section"> INTERVIEW TRANSCRIPT </div> <div class="transcript"> <strong>EXAMINER:</strong> "Did Marcus ever talk to you about problems in his marriage?" <strong>TERRENCE:</strong> "Not much. Marcus isn't the type to talk about his marriage. He talked about work. Money. The kids. But not Dana very often." <strong>EXAMINER:</strong> "How would you describe Marcus as a husband?" <strong>TERRENCE:</strong> "Provider. That's Marcus. Everything he did was for that family. He worked himself half to death trying to make sure they had everything." <strong>EXAMINER:</strong> "Did Marcus ever discuss Dana feeling lonely?" <strong>TERRENCE:</strong> "Not until things got really bad. He told me she kept saying he wasn't present enough. I told him, 'Man, you're working for your family. What else are you supposed to do?'" <strong>EXAMINER:</strong> "Did you ever ask Marcus what Dana meant by wanting him to be more present?" <strong>TERRENCE:</strong> "No. I guess I assumed she wanted him to work less." <strong>EXAMINER:</strong> "Did you personally observe Dana and Marcus interacting at home?" <strong>TERRENCE:</strong> "Sometimes. Cookouts. Birthdays. Stuff like that. They seemed fine to me." <strong>EXAMINER:</strong> "How often were you with them during an ordinary week?" <strong>TERRENCE:</strong> "Ordinary week? Almost never." </div> <div class="witness-section"> EXAMINER'S NOTE </div> Terrence provides useful information about Marcus's priorities and perspective. However: • He is a longtime friend of Marcus. • Marcus rarely discussed the emotional details of his marriage with him. • Terrence personally observed the couple mainly during social occasions. • Terrence admits that he assumed what Dana meant rather than asking. • His statement that the couple "seemed fine" is based on limited observation. <div class="examiner-question"> <strong>WITNESS QUESTION</strong> How should Terrence's testimony be evaluated? <span class="choose-carefully">CONSIDER BIAS, FIRSTHAND KNOWLEDGE, AND THE LIMITS OF HIS OBSERVATION.</span> </div> [[A. Terrence proves Marcus was a good husband because he knew Marcus for eighteen years.->Witness 02 Wrong A]] [[B. Terrence provides useful insight into Marcus's provider mindset, but his knowledge of the couple's emotional relationship was limited.->Witness 02 Correct]] [[C. Terrence should be ignored because he is Marcus's friend.->Witness 02 Wrong C]] [[D. Because the couple seemed fine at social events, Dana's reports of loneliness were probably exaggerated.->Witness 02 Wrong D]] </div>

CREDIBILITY WARNING No Examiner Points Awarded Knowing Marcus for eighteen years gives Terrence valuable information about Marcus's personality and priorities. It does not qualify Terrence to determine whether Marcus was a good or bad husband. Terrence admitted that Marcus rarely discussed the emotional details of his marriage. FORENSIC RULE: KNOWING SOMEONE IS NOT THE SAME AS KNOWING EVERYTHING ABOUT THEIR RELATIONSHIP. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 03 Daughter]]

(set: $score to $score + 5) WITNESS ANALYSIS VERIFIED +5 EXAMINER POINTS Excellent witness analysis. Terrence provides useful insight into how Marcus viewed his responsibilities. Marcus appears to have strongly identified with being a provider. Terrence's testimony supports earlier evidence showing that Marcus believed working hard and creating financial security were important ways of caring for his family. However, Terrence had limited knowledge of the emotional condition of the marriage. Marcus rarely discussed those details with him, and Terrence mainly observed Dana and Marcus during social occasions. FORENSIC RULE: A WITNESS MAY KNOW A PERSON VERY WELL WITHOUT KNOWING THEIR MARRIAGE VERY WELL. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 03 Daughter]]

WITNESS ANALYSIS ERROR No Examiner Points Awarded Terrence's friendship with Marcus creates potential bias. That does not make his testimony useless. His statements help explain Marcus's provider mindset and how Marcus may have understood his role within the family. The examiner should weigh the testimony—not automatically discard it. FORENSIC RULE: CONSIDER BIAS. DO NOT CONFUSE BIAS WITH AUTOMATIC FALSEHOOD. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 03 Daughter]]

APPEARANCE WARNING No Examiner Points Awarded Terrence mainly observed Dana and Marcus during cookouts, birthdays, and other social occasions. He admitted that he was almost never present during their ordinary week. His statement that they "seemed fine" therefore provides limited information about their private relationship. Earlier evidence also showed that smiling photographs and public appearances did not reliably establish emotional condition. FORENSIC RULE: PUBLIC BEHAVIOR MAY REVEAL A MOMENT. IT MAY NOT REVEAL THE PRIVATE CONDITION OF A RELATIONSHIP. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 03 Daughter]]

<div class="witness-file"> <div class="witness-counter"> WITNESS 03 / 05 </div> <div class="witness-title"> THE REEDS' DAUGHTER </div> <div class="witness-badge"> WITNESS INTERVIEW </div> <div class="witness-profile"> <strong>AGE:</strong> 12 <strong>RELATIONSHIP TO SUBJECTS:</strong> Daughter of Dana and Marcus <strong>INTERVIEW CLASSIFICATION:</strong> CHILD WITNESS / FIRSTHAND HOUSEHOLD OBSERVER </div> <div class="witness-warning"> <strong>CHILD WITNESS — SPECIAL INTERVIEW PROTOCOL</strong> Because the witness is a child, the interview is limited to simple observations about her family life. She is NOT asked to assign blame, choose between her parents, or explain adult relationship problems. </div> <div class="witness-section"> INTERVIEW TRANSCRIPT </div> <div class="transcript"> <strong>EXAMINER:</strong> "Do you remember anything changing at home before your parents separated?" <strong>DAUGHTER:</strong> "Mom got quieter." <strong>EXAMINER:</strong> "What do you mean?" <strong>DAUGHTER:</strong> "She used to ask Dad to come places with us. School stuff. Ice cream. Sometimes just watching a movie. Then she kind of stopped asking." <strong>EXAMINER:</strong> "What about your dad?" <strong>DAUGHTER:</strong> "Dad was always tired. He worked a lot. Sometimes he'd come home after we were already getting ready for bed." <strong>EXAMINER:</strong> "Did your parents argue in front of you?" <strong>DAUGHTER:</strong> "Sometimes. But mostly they didn't talk much. That was actually weirder." <strong>EXAMINER:</strong> "Did either parent ever ask you to take messages to the other one?" <strong>DAUGHTER:</strong> "No." <strong>EXAMINER:</strong> "Do you think any of this was your fault?" <strong>DAUGHTER:</strong> "No. Mom and Dad both told us it wasn't because of us." </div> <div class="witness-section"> INTERVIEW ENDS </div> <div class="witness-section"> EXAMINER'S NOTE </div> The child's observations correspond with evidence already recovered: • Marcus frequently worked long hours. • Dana gradually stopped requesting connection. • Communication between the spouses declined. • Emotional withdrawal became increasingly visible within the household. However, a child should not be expected to interpret the adult causes behind those observations. <div class="examiner-question"> <strong>WITNESS QUESTION</strong> How should this testimony be used? <span class="choose-carefully">USE AGE-APPROPRIATE OBSERVATIONS WITHOUT PLACING ADULT RESPONSIBILITY ON THE CHILD.</span> </div> [[A. The daughter should be asked which parent she believes caused the divorce.->Witness 03 Wrong A]] [[B. Her observations may help confirm changes in the household, but she should not be made responsible for interpreting or judging her parents' marriage.->Witness 03 Correct]] [[C. Because she is only twelve, nothing she observed can be useful to the investigation.->Witness 03 Wrong C]] [[D. Her statement that Marcus worked a lot proves Marcus caused the marriage to fail.->Witness 03 Wrong D]] </div>

BOUNDARY WARNING No Examiner Points Awarded A child should not be asked to choose which parent caused a divorce. Doing so places an adult emotional burden on the child and can create loyalty conflicts. Her role in this investigation is limited to describing appropriate firsthand observations. FORENSIC RULE: CHILDREN ARE NOT JUDGES OF THEIR PARENTS' RELATIONSHIP. DO NOT PUT THEM IN THE MIDDLE. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 04 Counselor]]

(set: $score to $score + 5) WITNESS ANALYSIS VERIFIED +5 EXAMINER POINTS Excellent witness analysis. The daughter's observations provide useful information about changes she personally noticed inside the household. Her statements also correspond with earlier evidence: • Marcus frequently worked long hours. • Dana gradually stopped asking Marcus to participate. • Communication between Dana and Marcus decreased. • Silence became more noticeable inside the home. But the child should not be asked to determine why the marriage deteriorated or which parent was responsible. Those are adult issues. FORENSIC RULE: CHILDREN MAY WITNESS THE EFFECTS OF RELATIONSHIP CONFLICT. THEY SHOULD NOT BE MADE RESPONSIBLE FOR EXPLAINING, CARRYING, OR JUDGING IT. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 04 Counselor]]

WITNESS ANALYSIS ERROR No Examiner Points Awarded Being twelve does not automatically make every observation unreliable. The daughter can describe appropriate things she personally observed: Dad frequently came home late. Mom stopped asking him to participate as often. Her parents talked less. Those observations can be compared with other evidence. What she should NOT be expected to do is interpret the adult causes behind them. FORENSIC RULE: USE AGE-APPROPRIATE OBSERVATIONS WITHOUT GIVING A CHILD ADULT RESPONSIBILITY. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 04 Counselor]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded The daughter's observation that Marcus worked frequently is consistent with other evidence. But it does not establish that Marcus alone caused the marriage to fail. Her testimony describes something she observed. It does not determine responsibility. FORENSIC RULE: AN OBSERVATION IS NOT A VERDICT. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 04 Counselor]]

<div class="witness-file"> <div class="witness-counter"> WITNESS 04 / 05 </div> <div class="witness-title"> DR. ELAINE MORRIS </div> <div class="witness-badge"> FORMER COUPLES COUNSELOR </div> <div class="witness-profile"> <strong>ROLE:</strong> Former Couples Counselor <strong>CONTACT WITH SUBJECTS:</strong> Two counseling sessions approximately three years before the separation <strong>INTERVIEW CLASSIFICATION:</strong> PROFESSIONAL / LIMITED CLINICAL CONTACT </div> <div class="witness-warning"> <strong>PROFESSIONAL WITNESS — SCOPE LIMITATION</strong> Dr. Morris was asked only about observations documented during the two sessions Dana and Marcus attended. Her professional experience may inform her observations, but two sessions cannot establish the complete condition or eventual outcome of a fourteen-year marriage. </div> <div class="witness-section"> INTERVIEW TRANSCRIPT </div> <div class="transcript"> <strong>EXAMINER:</strong> "What do you remember about Dana and Marcus?" <strong>DR. MORRIS:</strong> "They both expressed love for each other. I did not see two people who appeared indifferent to the marriage." <strong>EXAMINER:</strong> "What problems did they describe?" <strong>DR. MORRIS:</strong> "Time was a major issue. Dana described feeling emotionally alone. Marcus described feeling pressure to provide financially and said he believed his work was protecting the family." <strong>EXAMINER:</strong> "Did they communicate well?" <strong>DR. MORRIS:</strong> "They communicated, but they often seemed to be answering different questions. Dana would say, 'I need you to be here.' Marcus would respond by explaining why he had to work." <strong>EXAMINER:</strong> "What did you identify as areas that needed attention?" <strong>DR. MORRIS:</strong> "Emotional availability. Work-life balance. Expectations. Conflict avoidance. And learning to hear the need underneath the complaint." <strong>EXAMINER:</strong> "Did you believe the marriage was beyond repair?" <strong>DR. MORRIS:</strong> "I could not have made that determination after two sessions. There were problems. There was also affection. More work would have been necessary." <strong>EXAMINER:</strong> "Why did counseling end?" <strong>DR. MORRIS:</strong> "They did not schedule another session." </div> <div class="witness-section"> EXAMINER'S NOTE </div> Dr. Morris's records place several problems approximately THREE YEARS before the separation: • Emotional loneliness • Work-life imbalance • Different expectations • Communication difficulties • Conflict avoidance Her observations also indicate that affection was still present. However, she only observed the couple professionally for two sessions. <div class="examiner-question"> <strong>WITNESS QUESTION</strong> What is the strongest conclusion supported by this testimony? <span class="choose-carefully">PROFESSIONAL EXPERTISE INCREASES CONTEXT — NOT THE AMOUNT OF EVIDENCE ACTUALLY OBSERVED.</span> </div> [[A. The counselor proves the marriage could definitely have been saved.->Witness 04 Wrong A]] [[B. The counselor's observations support evidence that important relationship problems existed years before the separation, while her limited contact prevents certainty about the marriage's eventual outcome.->Witness 04 Correct]] [[C. Because Dr. Morris is a professional, everything she says should automatically outweigh all other evidence.->Witness 04 Wrong C]] [[D. The fact that counseling ended proves Dana and Marcus did not care enough about their marriage.->Witness 04 Wrong D]] </div>

CONCLUSION NOT SUPPORTED No Examiner Points Awarded Dr. Morris did not say the marriage definitely could have been saved. She stated that there were problems, affection remained, and additional work would have been necessary. Two counseling sessions cannot establish what would have happened if treatment had continued. FORENSIC RULE: POSSIBILITY IS NOT CERTAINTY. DO NOT TURN "MAY HAVE" INTO "WOULD HAVE." CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 05 Neighbor]]

(set: $score to $score + 5) WITNESS ANALYSIS VERIFIED +5 EXAMINER POINTS Excellent witness analysis. Dr. Morris's observations provide important independent support for the relationship timeline. Approximately three years before the separation, Dana and Marcus were already discussing: • Emotional loneliness • Work-life imbalance • Different expectations • Communication difficulties • Conflict avoidance Her testimony also establishes something equally important: Affection was still present. The marriage was experiencing problems, but Dr. Morris could not determine after only two sessions whether those problems would eventually become fatal to the relationship. FORENSIC RULE: PROFESSIONAL OBSERVATION CAN STRENGTHEN THE EVIDENCE. BUT PROFESSIONAL STATUS DOES NOT REMOVE THE LIMITS OF WHAT WAS ACTUALLY OBSERVED. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 05 Neighbor]]

AUTHORITY WARNING No Examiner Points Awarded Dr. Morris's professional training makes her observations particularly useful. But professional credentials do not make every conclusion unlimited. She saw Dana and Marcus for only two sessions. Her testimony should be weighed alongside the documents, messages, timelines, and other witness statements. FORENSIC RULE: EXPERTISE STRENGTHENS RELEVANT OBSERVATION. IT DOES NOT CREATE KNOWLEDGE THE WITNESS NEVER HAD. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 05 Neighbor]]

MOTIVE NOT ESTABLISHED No Examiner Points Awarded The fact that counseling ended does not prove that Dana and Marcus did not care about their marriage. The evidence shows that both expressed love during counseling. Many factors can affect whether people continue counseling. The examiner can establish that counseling stopped. The examiner cannot establish lack of caring as the reason. FORENSIC RULE: A DECISION TELLS US WHAT SOMEONE DID. IT DOES NOT ALWAYS TELL US WHY. CURRENT EXAMINER SCORE: $score [[CONTINUE TO NEXT WITNESS->Witness 05 Neighbor]]

<div class="witness-file"> <div class="witness-counter"> WITNESS 05 / 05 — FINAL WITNESS </div> <div class="witness-title"> CAROLYN PRICE </div> <div class="witness-badge"> WITNESS INTERVIEW </div> <div class="witness-profile"> <strong>RELATIONSHIP TO SUBJECTS:</strong> Neighbor for approximately seven years <strong>BACKGROUND:</strong> Carolyn lives two houses away from Dana and Marcus. She frequently saw the family outside, spoke with them in the neighborhood, and occasionally attended neighborhood gatherings. <strong>INTERVIEW CLASSIFICATION:</strong> EXTERNAL OBSERVER / LIMITED PRIVATE KNOWLEDGE </div> <div class="witness-section"> INTERVIEW TRANSCRIPT </div> <div class="transcript"> <strong>EXAMINER:</strong> "How would you describe Dana and Marcus's marriage?" <strong>CAROLYN:</strong> "Wonderful. Honestly, I was shocked when I heard they separated. They seemed like such a great couple." <strong>EXAMINER:</strong> "What made you believe their marriage was strong?" <strong>CAROLYN:</strong> "They were always polite to each other. They took family trips. Marcus kept the yard beautiful. Dana decorated the house for every holiday. Their kids were always well dressed and respectful. You never heard them screaming at each other." <strong>EXAMINER:</strong> "Did Dana ever discuss her marriage with you?" <strong>CAROLYN:</strong> "No." <strong>EXAMINER:</strong> "Did Marcus?" <strong>CAROLYN:</strong> "No." <strong>EXAMINER:</strong> "Were you frequently inside their home?" <strong>CAROLYN:</strong> "Not really. Maybe for a neighborhood party once or twice." <strong>EXAMINER:</strong> "Did you personally observe how they communicated when they were alone?" <strong>CAROLYN:</strong> "No. But you can usually tell when people are unhappy." <strong>EXAMINER:</strong> "How?" <strong>CAROLYN:</strong> "You just know." </div> <div class="witness-section"> EXAMINER'S NOTE </div> Carolyn appears confident in her assessment. However: • Neither spouse discussed the marriage with her. • She rarely entered their home. • She did not observe their private conversations. • Much of her conclusion is based on outward appearances. • Her confidence exceeds her direct knowledge. <div class="examiner-question"> <strong>WITNESS QUESTION</strong> How much weight should Carolyn's opinion that they had a "wonderful marriage" receive? <span class="choose-carefully">CONFIDENCE SHOULD NOT BE CONFUSED WITH FIRSTHAND KNOWLEDGE.</span> </div> [[A. Significant weight, because neighbors can usually recognize whether a marriage is healthy.->Witness 05 Wrong A]] [[B. Limited weight. Carolyn can reliably describe what she observed publicly, but she had little direct knowledge of the private condition of the marriage.->Witness 05 Correct]] [[C. No weight at all, because neighbors can never provide useful information.->Witness 05 Wrong C]] [[D. Her testimony proves Dana and Marcus deliberately hid their problems from everyone.->Witness 05 Wrong D]] </div>

CREDIBILITY WARNING No Examiner Points Awarded Carolyn observed the family from the outside. She did not witness Dana and Marcus's private conversations or know the emotional details of their marriage. Her opinion may describe how the marriage appeared publicly. It cannot reliably establish how the marriage functioned privately. FORENSIC RULE: PROXIMITY TO A FAMILY DOES NOT AUTOMATICALLY CREATE KNOWLEDGE OF THEIR PRIVATE RELATIONSHIP. CURRENT EXAMINER SCORE: $score [[COMPLETE WITNESS EXAMINATION->Witness Examination Complete]]

(set: $score to $score + 5) WITNESS ANALYSIS VERIFIED +5 EXAMINER POINTS Excellent witness analysis. Carolyn can reliably describe what she personally observed: • Dana and Marcus appeared polite in public. • The family participated in neighborhood activities. • She did not witness frequent public arguments. • The household appeared stable from the outside. But Carolyn had almost no direct knowledge of the couple's private emotional relationship. Her confidence does not increase the amount of information she actually possessed. FORENSIC RULE: CONFIDENCE IS NOT THE SAME AS KNOWLEDGE. PUBLIC APPEARANCE IS NOT A DIAGNOSIS OF PRIVATE CONDITION. CURRENT EXAMINER SCORE: $score [[COMPLETE WITNESS EXAMINATION->Witness Examination Complete]]

WITNESS ANALYSIS ERROR No Examiner Points Awarded Carolyn's testimony is not completely useless. She can provide reliable information about what she personally observed in the neighborhood. The mistake would be allowing those limited observations to establish conclusions about events she never witnessed. FORENSIC RULE: LIMITED EVIDENCE SHOULD RECEIVE LIMITED WEIGHT. DO NOT CONFUSE LIMITED WITH WORTHLESS. CURRENT EXAMINER SCORE: $score [[COMPLETE WITNESS EXAMINATION->Witness Examination Complete]]

CONCLUSION NOT SUPPORTED No Examiner Points Awarded The fact that Carolyn did not recognize the couple's problems does not prove Dana and Marcus deliberately concealed them. Many relationship difficulties occur privately without a deliberate effort to deceive outsiders. FORENSIC RULE: WHAT A WITNESS DID NOT SEE DOES NOT AUTOMATICALLY PROVE SOMEONE WAS HIDING IT. CURRENT EXAMINER SCORE: $score [[COMPLETE WITNESS EXAMINATION->Witness Examination Complete]]

<div class="phase-complete"> <div class="phase-label"> INVESTIGATION PHASE TWO COMPLETE </div> <div class="phase-title"> WITNESS EXAMINATION COMPLETE </div> <div class="phase-stamp"> 5 WITNESSES INTERVIEWED </div> <div class="phase-summary"> The testimony has been collected. The evidence file is complete. <strong>YOU HAVE EXAMINED:</strong> 20 EVIDENCE EXHIBITS 5 WITNESS INTERVIEWS </div> <div class="witness-section"> THE COMPLETE RECORD </div> You have heard from people who knew Dana. People who knew Marcus. A child who observed changes inside the home. A professional who observed the couple together. And a neighbor who saw the marriage primarily from the outside. Some testimony supported the documentary evidence. Some revealed bias. Some demonstrated how easily appearances can be mistaken for reality. <div class="witness-warning"> <strong>INVESTIGATION STATUS: CLOSED</strong> The investigation phase is now closed. <strong>YOUR ROLE CHANGES NOW.</strong> You are no longer collecting evidence. You must interpret it. </div> <div class="phase-next"> FINAL AUTOPSY </div> You will now be asked to determine: <strong>• PRIMARY CAUSE OF DEATH</strong> <strong>• CONTRIBUTING FACTORS</strong> <strong>• TIME OF DEATH</strong> <strong>• RECONSTRUCTION RECOMMENDATIONS</strong> <div class="examiner-question"> <strong>FINAL EXAMINER INSTRUCTION</strong> Do not choose the most dramatic answer. Choose the finding best supported by the complete record. <span class="choose-carefully">FOLLOW THE EVIDENCE — NOT THE ASSUMPTION.</span> </div> <div class="phase-score"> <strong>CURRENT EXAMINER SCORE</strong> $score </div> [[BEGIN FINAL AUTOPSY->Final Autopsy]] </div>

FINAL AUTOPSY FINDING 01 PRIMARY CAUSE OF DEATH You have reviewed the complete case file. The evidence establishes: • Dana repeatedly expressed emotional loneliness. • Marcus increasingly focused on work and financial responsibility. • Requests for connection gradually decreased. • Communication became less effective. • Difficult conversations were postponed or avoided. • Physical and emotional intimacy declined. • Resentment increased over time. • Both spouses still demonstrated affection during earlier stages of the deterioration. • No credible evidence established infidelity. • No single argument explains the collapse of the marriage. The question before you is not: "Who was the bad spouse?" The question is: WHAT CONDITION MOST CONSISTENTLY APPEARS THROUGHOUT THE EVIDENCE AND BEST EXPLAINS THE DETERIORATION OF THE MARRIAGE? SELECT THE PRIMARY CAUSE OF DEATH: [[A. Infidelity->Primary Cause Wrong Infidelity]] [[B. Financial Instability->Primary Cause Wrong Financial]] [[C. Emotional Disconnection->Primary Cause Correct]] [[D. One Final Argument->Primary Cause Wrong Argument]] [[E. Fundamental Incompatibility->Primary Cause Wrong Incompatibility]]

<div class="phase-complete"> <div class="phase-label"> FINAL AUTOPSY </div> <div class="phase-title"> UNSUPPORTED FINDING </div> <div class="phase-stamp"> NO EXAMINER POINTS AWARDED </div> <div class="phase-summary"> <strong>PRIMARY CAUSE SELECTED:</strong> INFIDELITY The case file does not establish an affair. Suspicion is not evidence. No credible exhibit or witness testimony confirms that Dana or Marcus had another romantic partner. Dana's final letter specifically stated: "There wasn't another person." </div> <div class="witness-warning"> <strong>FORENSIC RULE</strong> THE MOST DRAMATIC EXPLANATION IS NOT NECESSARILY THE TRUE EXPLANATION. NEVER CREATE A CAUSE THAT THE EVIDENCE DOES NOT SUPPORT. </div> <div class="phase-score"> CURRENT EXAMINER SCORE: $score </div> [[EXAMINE CONTRIBUTING FACTORS->Contributing Factors]] </div>

CONTRIBUTING FACTOR CONFUSED WITH PRIMARY CAUSE No Examiner Points Awarded Financial pressure affected the Reed household. Marcus strongly identified with his responsibility to provide. Work demands also reduced the time and energy available to the marriage. But the evidence does not establish financial instability as the primary cause of the relationship's collapse. Money and work pressure contributed to a deeper pattern of emotional disconnection. FORENSIC RULE: A CONTRIBUTING FACTOR MAY INTENSIFY THE DAMAGE WITHOUT BEING THE PRIMARY CAUSE. CURRENT EXAMINER SCORE: $score [[EXAMINE CONTRIBUTING FACTORS->Contributing Factors]]

(set: $score to $score + 10) PRIMARY CAUSE VERIFIED +10 EXAMINER POINTS FINDING: EMOTIONAL DISCONNECTION The evidence does not identify one dramatic event that destroyed Dana and Marcus's marriage. Instead, it reveals a gradual deterioration. Dana increasingly experienced emotional loneliness. Marcus increasingly responded to family pressure by working, providing, and solving practical problems. Dana's requests for connection eventually decreased. Marcus did not fully recognize that her silence represented withdrawal rather than improvement. Communication weakened. Avoidance increased. Intimacy declined. Resentment accumulated. Neither spouse alone explains the entire deterioration. FORENSIC FINDING: PRIMARY CAUSE OF DEATH: CHRONIC EMOTIONAL DISCONNECTION SUPPORTED BY: • Communication breakdown • Emotional neglect • Work-life imbalance • Conflict avoidance • Unresolved resentment • Loss of intimacy IMPORTANT: A PRIMARY CAUSE IS NOT THE SAME AS A PERSON TO BLAME. The purpose of the autopsy is to identify the pattern that caused the relationship to deteriorate. CURRENT EXAMINER SCORE: $score [[EXAMINE CONTRIBUTING FACTORS->Contributing Factors]]

EVENT CONFUSED WITH CAUSE No Examiner Points Awarded The final argument occurred near the end of the marriage. But the evidence shows that the relationship had been deteriorating long before that argument occurred. Emotional loneliness, reduced communication, avoidance, resentment, and declining intimacy were already present. The argument was part of the final stage. It was not the beginning of the disease. FORENSIC RULE: THE LAST EVENT IS NOT ALWAYS THE CAUSE OF DEATH. CURRENT EXAMINER SCORE: $score [[EXAMINE CONTRIBUTING FACTORS->Contributing Factors]]

CONCLUSION NOT ESTABLISHED No Examiner Points Awarded Dana and Marcus developed serious relationship problems. But the evidence does not establish that they were fundamentally incompatible from the beginning. They shared affection, built a family, maintained years of partnership, and still expressed love during counseling. The evidence points more strongly toward deterioration in connection than permanent incompatibility. FORENSIC RULE: A RELATIONSHIP THAT BECOMES DISCONNECTED WAS NOT NECESSARILY ALWAYS INCOMPATIBLE. CURRENT EXAMINER SCORE: $score [[EXAMINE CONTRIBUTING FACTORS->Contributing Factors]]

<div class="phase-complete"> <div class="phase-label"> FINAL AUTOPSY </div> <div class="phase-title"> FINDING 02 </div> <div class="phase-stamp"> CONTRIBUTING FACTORS </div> <div class="phase-summary"> You have identified the condition you believe most strongly explains the deterioration of Dana and Marcus's marriage. Now examine the conditions surrounding that deterioration. </div> <div class="witness-section"> WHAT IS A CONTRIBUTING FACTOR? </div> A contributing factor does not have to be the primary cause. It may: • Increase existing stress • Deepen emotional distance • Prevent repair • Intensify resentment • Reduce intimacy • Make communication more difficult <div class="witness-section"> CASE REVIEW </div> The evidence repeatedly showed that Dana and Marcus experienced: • Increasingly ineffective communication • Dana's growing emotional loneliness • Marcus's demanding work schedule • Avoidance of difficult conversations • Declining emotional and physical intimacy <div class="witness-warning"> <strong>EVIDENCE CAUTION</strong> Other possible explanations appeared in the investigation but were not supported strongly enough by the complete record. Do not elevate a possibility into a finding without sufficient evidence. </div> <div class="examiner-question"> <strong>YOUR ASSIGNMENT</strong> Which group contains the MOST STRONGLY SUPPORTED contributing factors? <span class="choose-carefully">SELECT THE FINDING SUPPORTED BY THE COMPLETE RECORD.</span> </div> [[A. Communication breakdown, emotional neglect, work-life imbalance, conflict avoidance, and loss of intimacy.->Contributing Factors Correct]] [[B. Infidelity, secret relationships, deception, and romantic betrayal.->Contributing Factors Wrong Infidelity]] [[C. Parenting disagreements, irresponsible spending, substance abuse, and interference from relatives.->Contributing Factors Wrong Unsupported]] [[D. Marcus's work schedule alone.->Contributing Factors Wrong Marcus]] [[E. Dana's emotional withdrawal alone.->Contributing Factors Wrong Dana]] </div>

(set: $score to $score + 10) CONTRIBUTING FACTORS VERIFIED +10 EXAMINER POINTS Your analysis is supported by the evidence. The deterioration of Dana and Marcus's marriage involved several interconnected conditions: • COMMUNICATION BREAKDOWN Dana expressed needs that Marcus did not always understand as requests for emotional connection. Over time, communication became less effective. • EMOTIONAL NEGLECT Dana increasingly experienced loneliness within the marriage. This does not necessarily mean Marcus intended to neglect her. Impact and intention are not always the same. • WORK-LIFE IMBALANCE Marcus's commitment to providing financial security increasingly competed with time and emotional availability at home. • CONFLICT AVOIDANCE Important problems were postponed, minimized, or left unresolved. Silence sometimes replaced difficult conversations. • LOSS OF INTIMACY Emotional and physical closeness gradually declined as disconnection increased. FORENSIC FINDING: THESE FACTORS DID NOT OPERATE INDEPENDENTLY. THEY REINFORCED ONE ANOTHER. FORENSIC RULE: RELATIONSHIP FAILURE IS OFTEN A SYSTEM OF INTERACTING PATTERNS RATHER THAN ONE ISOLATED BEHAVIOR. CURRENT EXAMINER SCORE: $score [[DETERMINE TIME OF DEATH->Time of Death]]

UNSUPPORTED CONTRIBUTING FACTORS No Examiner Points Awarded The evidence does not establish: • An affair • A secret romantic relationship • Romantic betrayal Choosing these factors requires adding facts that are not contained in the case file. Dana's final letter specifically stated that there was not another person. FORENSIC RULE: DO NOT SUBSTITUTE SUSPICION FOR EVIDENCE. A POSSIBLE STORY IS NOT THE SAME AS A SUPPORTED FINDING. CURRENT EXAMINER SCORE: $score [[DETERMINE TIME OF DEATH->Time of Death]]

EVIDENCE MISMATCH No Examiner Points Awarded Some relationships deteriorate because of substance abuse, irresponsible spending, parenting disputes, or interference from relatives. But an examiner must analyze THIS relationship. The Reed case does not provide sufficient evidence to identify those conditions as major contributing factors. FORENSIC RULE: DO NOT IMPORT COMMON RELATIONSHIP PROBLEMS INTO A CASE SIMPLY BECAUSE THEY COULD HAVE HAPPENED. FOLLOW THE EVIDENCE YOU ACTUALLY HAVE. CURRENT EXAMINER SCORE: $score [[DETERMINE TIME OF DEATH->Time of Death]]

OVERSIMPLIFIED FINDING No Examiner Points Awarded Marcus's demanding work schedule was an important contributing factor. But the evidence reveals more than a work schedule. The relationship also experienced: • Communication breakdown • Emotional loneliness • Conflict avoidance • Growing resentment • Declining intimacy • Mutual disengagement Marcus's behavior should be examined. It should not be made to explain every dimension of the marriage. FORENSIC RULE: DO NOT REDUCE A COMPLEX RELATIONSHIP SYSTEM TO ONE PERSON'S BEHAVIOR. CURRENT EXAMINER SCORE: $score [[DETERMINE TIME OF DEATH->Time of Death]]

OVERSIMPLIFIED FINDING No Examiner Points Awarded Dana eventually became quieter and stopped making some of her earlier requests for connection. That withdrawal mattered. But the evidence indicates that her withdrawal developed after a longer period of loneliness, unsuccessful requests, unresolved conflict, and declining connection. Her behavior became part of the deteriorating pattern. It does not explain the entire pattern. FORENSIC RULE: A RESPONSE TO RELATIONSHIP DISTRESS MAY BECOME PART OF THE PROBLEM WITHOUT BEING THE WHOLE CAUSE. CURRENT EXAMINER SCORE: $score [[DETERMINE TIME OF DEATH->Time of Death]]

<div class="phase-complete"> <div class="phase-label"> FINAL AUTOPSY </div> <div class="phase-title"> FINDING 03 </div> <div class="phase-stamp"> TIME OF DEATH </div> <div class="phase-summary"> In a physical autopsy, an examiner may attempt to estimate when death occurred. A relationship is different. There may be a legal date. There may be a date someone moved out. There may be a final argument. But those events do not necessarily tell us when the relationship became critically damaged. </div> <div class="witness-section"> CASE TIMELINE </div> <strong>APPROXIMATELY 3 YEARS BEFORE SEPARATION:</strong> Dana and Marcus attended couples counseling. Dana reported emotional loneliness. Marcus described pressure to provide. The counselor identified concerns involving emotional availability, work-life balance, expectations, communication, and conflict avoidance. <div class="witness-section"> APPROXIMATELY 11 MONTHS BEFORE SEPARATION </div> Evidence shows significantly reduced intimacy, increasing emotional withdrawal, fewer attempts at connection, and growing resignation. <div class="witness-section"> FINAL MONTHS </div> Communication became increasingly functional rather than emotional. Dana's attempts to reconnect decreased. Marcus continued to interpret stability and providing as evidence that the marriage was functioning. <div class="witness-section"> FINAL ARGUMENT </div> The conflict revealed problems that had already existed for a considerable period. <div class="witness-section"> ANNIVERSARY NIGHT </div> Dana did not arrive at the restaurant. Her wedding ring and letter made the separation unmistakable. <div class="witness-warning"> <strong>FORENSIC CAUTION</strong> Do not confuse the moment the separation became visible with the moment the relationship became critically damaged. The final event may reveal the condition without having caused it. </div> <div class="examiner-question"> <strong>YOUR ASSIGNMENT</strong> Based on the evidence, what is the most defensible finding for TIME OF DEATH? <span class="choose-carefully">DISTINGUISH THE FINAL EVENT FROM THE PATTERN THAT PRECEDED IT.</span> </div> [[A. The anniversary night, because that was when Dana finally left the marriage.->Time of Death Wrong Anniversary]] [[B. The final argument, because that was the last major conflict before the separation.->Time of Death Wrong Argument]] [[C. Approximately 11 months before separation, when intimacy and connection had severely declined.->Time of Death Wrong Eleven]] [[D. Approximately 2 to 3 years before separation, when counseling documented serious relationship problems.->Time of Death Wrong Three]] [[E. A precise time of death cannot be established. The evidence shows progressive deterioration over several years, with increasingly severe disengagement before the final separation.->Time of Death Correct]] </div>

EVENT CONFUSED WITH PROCESS No Examiner Points Awarded The anniversary night was the clearest outward sign that the marriage had reached separation. But the evidence establishes serious deterioration long before that evening. Dana's letter makes the distinction explicit: "This didn't happen tonight." The anniversary was a culmination. It was not the beginning of the damage. FORENSIC RULE: THE DATE THE DAMAGE BECOMES VISIBLE IS NOT NECESSARILY THE DATE THE DAMAGE OCCURRED. CURRENT EXAMINER SCORE: $score [[BEGIN RECONSTRUCTION->Reconstruction]]

FINAL EVENT MISIDENTIFIED No Examiner Points Awarded The final argument was important. But it occurred after years of documented relationship distress. The argument revealed accumulated problems involving loneliness, communication, resentment, work-life imbalance, avoidance, and declining intimacy. It did not create those problems. FORENSIC RULE: THE LAST ARGUMENT MAY BE A SYMPTOM OF THE DAMAGE RATHER THAN ITS ORIGINAL CAUSE. CURRENT EXAMINER SCORE: $score [[BEGIN RECONSTRUCTION->Reconstruction]]

TIMELINE TOO PRECISE No Examiner Points Awarded Approximately eleven months before separation, the evidence shows serious emotional and intimate disengagement. This is an important point in the timeline. But problems were documented before then. The evidence cannot establish that the marriage was healthy one day and "dead" the next. FORENSIC RULE: SEVERE DETERIORATION DOES NOT AUTOMATICALLY ESTABLISH AN EXACT TIME OF DEATH. CURRENT EXAMINER SCORE: $score [[BEGIN RECONSTRUCTION->Reconstruction]]

DISTRESS CONFUSED WITH DEATH No Examiner Points Awarded Approximately three years before separation, Dana and Marcus were experiencing serious relationship problems. But the counselor also observed that affection remained. Both spouses still expressed love. The marriage was distressed. That does not establish that it had already ended. FORENSIC RULE: EVIDENCE OF RELATIONSHIP DISTRESS IS NOT AUTOMATICALLY EVIDENCE OF RELATIONSHIP DEATH. CURRENT EXAMINER SCORE: $score [[BEGIN RECONSTRUCTION->Reconstruction]]

(set: $score to $score + 10) TIME OF DEATH ANALYSIS VERIFIED +10 EXAMINER POINTS FINDING: PRECISE TIME OF DEATH CANNOT BE ESTABLISHED. The evidence does not reveal one identifiable moment when Dana and Marcus's marriage suddenly ended. Instead, it reveals stages of deterioration. APPROXIMATELY 3 YEARS BEFORE SEPARATION: Serious relationship distress was already documented during counseling. Emotional loneliness, work-life imbalance, communication difficulties, and conflict avoidance were present. APPROXIMATELY 11 MONTHS BEFORE SEPARATION: The relationship showed signs of more severe disengagement. Intimacy had declined. Attempts at connection were decreasing. Emotional withdrawal was becoming more established. FINAL MONTHS: Communication became increasingly functional. Resentment and resignation continued to grow. ANNIVERSARY NIGHT: The deterioration became impossible to ignore. But the anniversary did not create the damage. It revealed the extent of damage that had already occurred. FORENSIC FINDING: TIME OF DEATH: INDETERMINATE MANNER: PROGRESSIVE RELATIONSHIP DETERIORATION FORENSIC RULE: THE MOMENT A RELATIONSHIP ENDS IS NOT ALWAYS THE MOMENT IT BEGAN TO DIE. CURRENT EXAMINER SCORE: $score [[BEGIN RECONSTRUCTION->Reconstruction]]

<div class="phase-complete"> <div class="phase-label"> FINAL AUTOPSY </div> <div class="phase-title"> FINDING 04 </div> <div class="phase-stamp"> RECONSTRUCTION </div> <div class="phase-summary"> The autopsy has identified what contributed to the deterioration of Dana and Marcus's marriage. But identifying what went wrong is only part of the examination. <strong>THE LIVING MUST NOW DECIDE WHAT HAPPENS NEXT.</strong> </div> <div class="witness-section"> WHAT REMAINS </div> Dana and Marcus share two children. They also share fourteen years of history, unresolved emotions, grief, responsibilities, and individual lives that must continue after separation. <div class="witness-warning"> <strong>EXAMINER'S BOUNDARY</strong> YOUR ROLE IS NOT TO DECIDE WHETHER THEY SHOULD RECONCILE. Reconciliation may eventually be considered if both people freely choose it and meaningful change occurs. But reconstruction must not depend upon restoring the marriage. The goal is healthy recovery — not forcing a particular relationship outcome. </div> <div class="witness-section"> RECONSTRUCTION PRIORITIES </div> A responsible reconstruction plan should consider: • Emotional recovery • The well-being of the children • Healthy co-parenting • Appropriate communication boundaries • Grief and loss • Individual identity • Support systems • Future emotional health <div class="examiner-question"> <strong>YOUR ASSIGNMENT</strong> Which reconstruction plan BEST supports healthy recovery for Dana, Marcus, and their children? <span class="choose-carefully">PRESERVE THE LIVING — DO NOT ATTEMPT TO RECREATE THE PAST.</span> </div> [[A. Individual counseling, a healthy co-parenting plan, clear communication boundaries, grief support, identity rebuilding, and healthy social support.->Reconstruction Correct]] [[B. Immediate reconciliation so the children can have their family back together.->Reconstruction Wrong Reconciliation]]] [[C. Dana and Marcus should immediately begin dating other people so they can move on.->Reconstruction Wrong Dating]] [[D. Communication should occur primarily through the children so Dana and Marcus can avoid unnecessary contact.->Reconstruction Wrong Children]] [[E. Determine which spouse was responsible for destroying the marriage before either person begins healing.->Reconstruction Wrong Blame]] </div>

(set: $score to $score + 10) RECONSTRUCTION PLAN VERIFIED +10 EXAMINER POINTS Your recommendations focus on recovery rather than blame. HEALTHY RECONSTRUCTION PLAN: • INDIVIDUAL COUNSELING Dana and Marcus may each benefit from examining grief, resentment, communication patterns, expectations, and their own contributions to the relationship. • HEALTHY CO-PARENTING PLAN Their children need stability, consistency, reassurance, and freedom from adult conflict. • CLEAR COMMUNICATION BOUNDARIES Communication should be respectful, direct, and focused on necessary responsibilities while emotions remain sensitive. • GRIEF SUPPORT Divorce involves loss. Both individuals may need space to acknowledge and process that loss. • IDENTITY REBUILDING Dana and Marcus must rediscover who they are as individuals rather than defining themselves only through the marriage. • HEALTHY SOCIAL SUPPORT Trusted friends, family members, support groups, counselors, and community connections can reduce isolation. FORENSIC RECONSTRUCTION PRINCIPLE: HEALING DOES NOT REQUIRE ERASING THE PAST. IT REQUIRES LEARNING FROM IT WITHOUT ALLOWING IT TO CONTROL THE FUTURE. Reconciliation is not ordered. Permanent separation is not ordered. Those decisions belong to Dana and Marcus. The examiner's responsibility is to identify conditions that support healthier choices going forward. CURRENT EXAMINER SCORE: $score [[SUBMIT FINAL CASE FINDINGS->Case Findings]]

RECONSTRUCTION WARNING No Examiner Points Awarded Keeping a family together can be a meaningful goal. But reconciliation should not be prescribed simply because children are involved. Children benefit from stability, healthy communication, appropriate boundaries, and freedom from being placed inside adult conflict. Whether Dana and Marcus reconcile must depend upon their own informed and voluntary decisions. FORENSIC RULE: RECONSTRUCTION DOES NOT MEAN REBUILDING THE RELATIONSHIP EXACTLY AS IT WAS. SOMETIMES RECONSTRUCTION MEANS BUILDING SOMETHING HEALTHIER AFTER IT. CURRENT EXAMINER SCORE: $score [[SUBMIT FINAL CASE FINDINGS->Case Findings]]

RECOVERY SHORTCUT DETECTED No Examiner Points Awarded A new relationship does not automatically resolve grief, resentment, communication patterns, or unresolved emotional wounds. Dana and Marcus may eventually choose to date. But immediate dating is not a substitute for recovery. FORENSIC RULE: MOVING FORWARD AND MOVING FAST ARE NOT THE SAME THING. CURRENT EXAMINER SCORE: $score [[SUBMIT FINAL CASE FINDINGS->Case Findings]]

BOUNDARY VIOLATION No Examiner Points Awarded The children should never become the communication system between their parents. Messages involving schedules, finances, disagreements, or adult decisions should be handled directly between the adults or through an appropriate structured communication method. Children should not carry adult conflict. FORENSIC RULE: CHILDREN ARE MEMBERS OF THE FAMILY. THEY ARE NOT MESSENGERS, MEDIATORS, OR RELATIONSHIP COUNSELORS. CURRENT EXAMINER SCORE: $score [[SUBMIT FINAL CASE FINDINGS->Case Findings]]

BLAME LOOP DETECTED No Examiner Points Awarded Accountability matters. Understanding each person's behavior can be an important part of healing. But requiring one spouse to be declared the person who "destroyed the marriage" can keep both individuals trapped in the investigation. The evidence in this case identified interacting patterns involving both spouses. FORENSIC RULE: ACCOUNTABILITY ASKS: "WHAT MUST I UNDERSTAND AND CHANGE?" BLAME ASKS: "WHO MUST I PUNISH?" ONLY ONE OF THOSE QUESTIONS NATURALLY LEADS TOWARD RECONSTRUCTION. CURRENT EXAMINER SCORE: $score [[SUBMIT FINAL CASE FINDINGS->Case Findings]]

(set: $finalscore to (round: ($score / 165) * 100)) CASE 001 FINAL CASE FINDINGS THE EMPTY ANNIVERSARY The investigation is complete. 20 EVIDENCE EXHIBITS EXAMINED 5 WITNESSES INTERVIEWED 4 FINAL AUTOPSY FINDINGS CONSIDERED FINAL AUTOPSY REPORT SUBJECTS: DANA REED MARCUS REED MARRIAGE LENGTH: 14 YEARS STATUS: SEPARATED PRIMARY CAUSE OF DEATH: CHRONIC EMOTIONAL DISCONNECTION MAJOR CONTRIBUTING FACTORS: • Communication breakdown • Emotional neglect • Work-life imbalance • Conflict avoidance • Unresolved resentment • Loss of intimacy TIME OF DEATH: INDETERMINATE The evidence supports progressive relationship deterioration rather than one precise moment of death. RECONSTRUCTION: Recovery should emphasize healthy individual healing, responsible co-parenting, appropriate communication boundaries, grief support, identity rebuilding, and healthy social support. FINAL FORENSIC CONCLUSION: This marriage did not collapse because of one terrible night. There was no established affair. There was no single argument that explains everything. Instead, connection gradually weakened while both spouses responded differently to increasing relationship distress. Dana increasingly stopped reaching. Marcus continued providing without fully recognizing how emotionally disconnected the marriage had become. Eventually, silence began to look like peace. Distance began to look like routine. And a marriage that still functioned on the outside became increasingly disconnected on the inside. YOUR RAW EXAMINER SCORE: $score / 165 NORMALIZED FINAL SCORE: $finalscore / 100 [[RECEIVE EXAMINER RANK->Examiner Rank]]

EXAMINER PERFORMANCE REVIEW Your investigation has been evaluated. FINAL SCORE: $finalscore / 100 Your score reflects your ability to: • Follow the evidence • Separate facts from assumptions • Recognize witness bias • Avoid unsupported conclusions • Identify relationship patterns • Reconstruct the timeline • Distinguish causes from symptoms • Recommend healthy reconstruction (if: $finalscore >= 90)[ EXAMINER RANK: CHIEF RELATIONSHIP EXAMINER Outstanding examination. You consistently followed the evidence, resisted unsupported conclusions, and recognized the complex patterns behind the deterioration of the Reed marriage. [[VIEW CASE OUTCOME->Ending Chief Examiner]] ] (else-if: $finalscore >= 75)[ EXAMINER RANK: SENIOR EXAMINER Strong examination. You demonstrated careful reasoning and correctly interpreted most of the evidence. A few findings may have required closer examination, but your overall analysis was well supported. [[VIEW CASE OUTCOME->Ending Senior Examiner]] ] (else-if: $finalscore >= 60)[ EXAMINER RANK: INVESTIGATOR Competent examination. You identified many important patterns, but some conclusions may have been influenced by incomplete evidence, assumptions, or overly simple explanations. [[VIEW CASE OUTCOME->Ending Investigator]] ] (else-if: $finalscore >= 40)[ EXAMINER RANK: EXAMINER IN TRAINING The investigation revealed areas where your forensic reasoning can improve. Remember: The loudest evidence is not always the strongest evidence. The last event is not always the cause. And one person's behavior rarely explains an entire relationship system. [[VIEW CASE OUTCOME->Ending Training]] ] (else:)[ EXAMINER RANK: CASE REQUIRES REEXAMINATION Your findings relied too heavily on unsupported conclusions, incomplete interpretations, or assumptions. That does not mean the investigation is over. Good examiners learn by returning to the evidence. [[VIEW CASE OUTCOME->Ending Reexamination]] ]

CASE OUTCOME CHIEF RELATIONSHIP EXAMINER You completed the Reed investigation with exceptional accuracy. You followed the evidence instead of the drama. You recognized bias without dismissing useful testimony. You distinguished contributing factors from the primary cause. You understood that the visible end of the marriage was not necessarily the moment the damage began. And your reconstruction recommendations focused on healing rather than punishment. ACHIEVEMENTS UNLOCKED: • Evidence Doesn't Lie • No Rush to Judgment • Read Between the Lines • Follow the Timeline • Preserve the Living • Case Closed FINAL SCORE: $finalscore / 100 [[CLOSE CASE 001->Case Closed]]

CASE OUTCOME SENIOR EXAMINER You conducted a strong investigation. Most of your conclusions were supported by the case file. You demonstrated the ability to identify patterns, evaluate witnesses, and recognize that relationship deterioration is often more complicated than one dramatic event. A few pieces of evidence may have deserved closer examination. But your overall findings showed sound judgment. ACHIEVEMENTS UNLOCKED: • Read Between the Lines • Follow the Timeline • Preserve the Living FINAL SCORE: $finalscore / 100 [[CLOSE CASE 001->Case Closed]]

CASE OUTCOME INVESTIGATOR You completed the investigation and identified several important relationship patterns. However, some of your conclusions may have relied too heavily on assumptions, isolated events, or incomplete interpretations. Remember: One exhibit rarely tells the entire story. One witness rarely sees everything. One argument rarely explains years of deterioration. The strongest conclusion is the one supported by the greatest combination of evidence. FINAL SCORE: $finalscore / 100 [[CLOSE CASE 001->Case Closed]]

CASE OUTCOME EXAMINER IN TRAINING You completed the case, but the investigation revealed several opportunities to strengthen your forensic reasoning. Relationship evidence can be emotionally persuasive. That makes careful examination even more important. Before reaching a conclusion, ask: What do I actually know? What am I assuming? Is this a cause, a symptom, or simply the final event? Am I examining both people's behavior fairly? Return to those questions whenever a case appears simple. FINAL SCORE: $finalscore / 100 [[CLOSE CASE 001->Case Closed]]

CASE OUTCOME CASE REQUIRES REEXAMINATION Your investigation reached conclusions that were not consistently supported by the evidence. This case was designed to contain several tempting explanations: The overworked husband. The emotionally withdrawn wife. The final argument. The possibility of another person. The outwardly happy family. But an examiner's job is not to select the most dramatic story. It is to identify what the evidence can actually support. Consider examining the case again and testing your conclusions against the complete record. FINAL SCORE: $finalscore / 100 [[CLOSE CASE 001->Case Closed]]

<div class="phase-complete"> <div class="phase-label"> CASE 001 CLOSED </div> <div class="phase-title"> THE EMPTY ANNIVERSARY </div> <div class="phase-stamp"> CASE CLOSED </div> <div class="phase-summary"> <strong>THE CASE IS CLOSED.</strong> <strong>THE EXAMINATION CONTINUES.</strong> Dana and Marcus's marriage did not end because of one dramatic moment. The evidence revealed something more complicated: A relationship can continue functioning on the outside while connection slowly deteriorates on the inside. </div> <div class="witness-section"> PURPOSE OF THE EXAMINATION </div> The purpose of this case was not to determine who deserved blame. It was to practice looking beneath the obvious explanation. To examine patterns. To challenge assumptions. To separate evidence from emotion. And to remember that understanding what happened can help people make healthier decisions about what happens next. <div class="phase-score"> <strong>FINAL EXAMINER SCORE</strong> $finalscore / 100 </div> <div class="witness-warning"> <strong>YOUR CASE FILE HAS BEEN CLOSED.</strong> The evidence has been examined. The witnesses have been heard. The findings have been entered. Case 001 is complete. </div> <div class="witness-section"> CONTINUE THE EXAMINATION </div> <div class="phase-title" style="margin-bottom:5px;"> AUTOPSY OF DIVORCE </div> <div style="text-align:center; margin:10px 0;"> <img 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alt="Autopsy of Divorce book cover by Michelle Granger" style="display:block; width:100%; max-width:360px; height:auto; margin:0 auto; border:0; box-shadow:0 8px 22px rgba(0,0,0,0.18);"> </div> <div style="text-align:center; line-height:1.8;"> <strong>A FORENSIC LOOK AT WHY LOVE DIED<br> AND LESSONS THAT REMAIN</strong> BY MICHELLE GRANGER </div> <div class="phase-summary"> The investigation does not have to end here. Explore the deeper lessons behind communication breakdown, emotional disconnection, resentment, intimacy, evidence, healing, and reconstructed life in: <strong>AUTOPSY OF DIVORCE</strong> <div style="text-align:center; margin:25px 0;"> <a href="https://www.amazon.com/dp/B0HG2M124N" target="_blank" rel="noopener noreferrer" style="display:inline-block; padding:14px 24px; background:#72211d; color:#fffaf0; text-decoration:none; font-weight:bold; letter-spacing:2px;"> GET AUTOPSY OF DIVORCE ON AMAZON </a> </div> </div> <div style="text-align:center; margin:35px 0; color:#72211d; font-weight:bold; letter-spacing:2px; line-height:1.8;"> UNDERSTAND THE PAST.<br> HEAL THE PRESENT.<br> RECONSTRUCT YOUR FUTURE. </div> <div class="witness-section"> NEXT INVESTIGATION </div> <div class="phase-label"> CASE 002 </div> <div class="phase-title"> THE OTHER WOMAN? </div> <div class="phase-stamp"> COMING SOON </div> <div class="phase-summary"> A suspicious message. A late-night phone call. A marriage already under pressure. <strong>But is the obvious explanation the truth?</strong> </div> <div style="text-align:center; margin:30px 0; font-weight:bold; letter-spacing:2px;"> THE NEXT CASE WILL OPEN SOON. </div> <div class="witness-section"> CASE FILE COMPLETE </div> <div style="text-align:center; line-height:2; margin:30px 0 50px 0;"> <strong>THANK YOU FOR PLAYING</strong> <strong>AUTOPSY OF DIVORCE: THE GAME</strong> CASE 001 — THE EMPTY ANNIVERSARY </div> <div style="text-align:center; margin:35px 0;"> [[REPLAY CASE 001->Start]] </div> </div> <hr> <div style="text-align:center; font-size:0.85em; line-height:1.6;"> <p> <strong>© 2026 Michelle Granger. All Rights Reserved.</strong> </p> <p> <em>Autopsy of Divorce — Investigative Trivia</em><br> and all original case narratives, characters, questions, gameplay content, educational material, and associated text are created by and owned by Michelle Granger. </p> <p> No part of this interactive experience may be copied, reproduced, republished, distributed, adapted, or commercially used without written permission from the copyright owner, except as permitted by applicable law. </p> <p> <strong>Unauthorized reproduction or redistribution is prohibited.</strong> </p> </div>

<div class="phase-complete"> <div class="phase-label"> FINAL AUTOPSY </div> <div class="phase-title"> OFFICIAL RELATIONSHIP EXAMINATION </div> <div class="phase-stamp"> CAUSE OF DEATH DETERMINATION </div> <div class="phase-summary"> The investigation is complete. You have reviewed 20 evidence exhibits and interviewed 5 witnesses. Now the evidence must be interpreted as a whole. Your findings will determine the official conclusion of this relationship autopsy. </div> <div class="witness-warning"> <strong>EXAMINER'S WARNING</strong> Do not confuse the final event with the underlying cause. Do not assign blame simply because one person's actions are easier to see. Your determination must be supported by the complete record. </div> <div class="phase-next"> AUTOPSY FINDING 01 </div> <div class="examiner-question"> <strong>PRIMARY CAUSE OF DEATH</strong> Based on the complete evidence file, what was the PRIMARY cause of the breakdown of Dana and Marcus's marriage? <span class="choose-carefully">SELECT THE FINDING BEST SUPPORTED BY THE EVIDENCE.</span> </div> [[A. Infidelity->Primary Cause Wrong Infidelity]] [[B. Financial instability->Primary Cause Wrong Financial]] [[C. Emotional disconnection that developed gradually through unmet emotional needs, limited quality time, communication failures, and repeated missed opportunities for reconnection.->Primary Cause Correct]] [[D. The final anniversary argument and separation.->Primary Cause Wrong Argument]] [[E. Dana and Marcus were simply incompatible from the beginning.->Primary Cause Wrong Incompatibility]] </div>

(set: $case2score to 0) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>CASE 002</h1> <h2>THE OTHER WOMAN?</h2> <strong>AUTOPSY OF DIVORCE — INVESTIGATIVE TRIVIA</strong> <p>8 EXHIBITS • 3 WITNESSES • 3 FINAL FINDINGS</p> <div class="case-stamp"> CASE STATUS: OPEN </div> </div> <hr> <h3>RELATIONSHIP FILE</h3> <strong>NIA BENNETT — AGE 39</strong><br> <strong>ANDRE BENNETT — AGE 42</strong><br> Married: 11 years <p>For months, Andre has been coming home later, guarding his phone and giving increasingly vague explanations about where he has been.</p> <p>Then Nia finds a restaurant receipt.</p> <div style="text-align:center; margin:25px 0;"> <strong>DINNER FOR TWO</strong><br><br> Thursday — 8:17 PM<br> $94.63 </div> <p>Andre told Nia he had been working late that evening.</p> <p>Days later, Nia sees a message on his phone:</p> <blockquote> “I really enjoyed our time together.<br> We need to do this again.<br><br> — T.” </blockquote> <p>Three weeks later, Nia leaves.</p> <p>She is certain there is another woman.</p> <p>Andre insists:</p> <blockquote> “You're wrong about what happened.” </blockquote> <hr> <div style="text-align:center;"> <h3>YOUR ASSIGNMENT</h3> <p>Examine the evidence.<br> Question the witnesses.<br> Separate suspicion from proof.</p> <h2>WAS ANOTHER WOMAN RESPONSIBLE<br> FOR THE DEATH OF THIS MARRIAGE?</h2> <strong>FORENSIC RULE:</strong><br> SUSPICION IS NOT EVIDENCE. <br><br> [[OPEN EVIDENCE FILE 001->Case 002 Exhibit 01]] </div> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>EXHIBIT 01</h2> <h3>THE RESTAURANT RECEIPT</h3> </div> <hr> <p>A restaurant receipt was discovered among Andre Bennett's belongings.</p> <div style="text-align:center; margin:25px 0;"> <strong>THURSDAY — 8:17 PM</strong><br> DINNER FOR TWO<br> TOTAL: $94.63 </div> <p>Andre told Nia that he had been working late that evening.</p> <hr> <h3>EXAMINER QUESTION</h3> <p><strong>What does this evidence actually prove?</strong></p> [[A. Andre was having an affair.->Case 002 Exhibit 01 Wrong A]] [[B. Andre was somewhere other than where he told Nia he would be.->Case 002 Exhibit 01 Correct]] [[C. Andre was dining with a woman.->Case 002 Exhibit 01 Wrong C]] [[D. Andre intended to leave the marriage.->Case 002 Exhibit 01 Wrong D]] <hr> <strong>FORENSIC REMINDER:</strong><br> Determine what the evidence proves — not what it appears to suggest. </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ CONCLUSION NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The receipt does not prove Andre was having an affair.</p> <p>It proves that his stated whereabouts conflict with the available evidence.</p> <strong>FORENSIC RULE:</strong><br> Suspicion is not evidence. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 02]] </div>

(set: $case2score to $case2score + 5) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ EVIDENCE VERIFIED</h2> <strong>+5 EXAMINER POINTS</strong> </div> <hr> <p>The receipt establishes that Andre was somewhere other than where he told Nia he would be.</p> <p>It does <strong>not</strong> establish who was with him or whether the meeting was romantic.</p> <strong>FORENSIC RULE:</strong><br> A suspicious fact is not the same as a proven conclusion. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[EXAMINE EXHIBIT 02->Case 002 Exhibit 02]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ ASSUMPTION DETECTED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The receipt establishes dinner for two.</p> <p>It does not identify Andre's dining companion or establish that the second person was a woman.</p> <strong>FORENSIC RULE:</strong><br> Never add facts that the evidence does not contain. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 02]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ MOTIVE NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Nothing on the receipt establishes that Andre intended to leave his marriage.</p> <p>The evidence shows a discrepancy in his account—not his future intentions.</p> <strong>FORENSIC RULE:</strong><br> Do not turn unanswered questions into established motives. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 02]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>EXHIBIT 02</h2> <h3>THE MESSAGE</h3> </div> <hr> <p>Nia photographed a message that appeared on Andre's phone:</p> <blockquote> “I really enjoyed our time together.<br> We need to do this again.<br><br> — T.” </blockquote> <p>Andre had never mentioned anyone named “T” to Nia.</p> <hr> <h3>EXAMINER QUESTION</h3> <p><strong>What can the examiner reasonably conclude from this message?</strong></p> [[A. T is Andre's girlfriend.->Case 002 Exhibit 02 Wrong A]] [[B. Andre is having a physical affair.->Case 002 Exhibit 02 Wrong B]] [[C. Andre met with T under circumstances that require further investigation.->Case 002 Exhibit 02 Correct]] [[D. T wants Andre to leave his wife.->Case 002 Exhibit 02 Wrong D]] <hr> <strong>FORENSIC REMINDER:</strong><br> Words may create suspicion. Context determines what they actually prove. </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ RELATIONSHIP NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Nothing in the message identifies “T” as Andre's girlfriend.</p> <p>The message deserves investigation, but the nature of their relationship remains unknown.</p> <strong>FORENSIC RULE:</strong><br> Do not assign a relationship that the evidence has not established. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 03]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ AFFAIR NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The message does not establish physical or romantic contact between Andre and “T.”</p> <p>It establishes contact that requires additional investigation.</p> <strong>FORENSIC RULE:</strong><br> Possibility is not proof. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 03]] </div>

(set: $case2score to $case2score + 5) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ EVIDENCE VERIFIED</h2> <strong>+5 EXAMINER POINTS</strong> </div> <hr> <p>The message confirms that Andre and “T” spent time together.</p> <p>However, the language alone does not establish that the relationship was romantic or physical.</p> <strong>FORENSIC RULE:</strong><br> Investigate suspicious circumstances without converting suspicion into fact. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[EXAMINE EXHIBIT 03->Case 002 Exhibit 03]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ INTENTION NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The message says nothing about Andre leaving his marriage.</p> <p>That conclusion adds a motive and intention that do not appear in the evidence.</p> <strong>FORENSIC RULE:</strong><br> Never manufacture motive from ambiguity. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 03]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>EXHIBIT 03</h2> <h3>THE PASSWORD</h3> </div> <hr> <p>Six weeks before the separation, Andre changed the password on his phone.</p> <p>When Nia asked why, Andre responded:</p> <blockquote> “It's my phone. Why does it matter?” </blockquote> <p>Nia later told investigators that Andre had previously left his phone unattended around the house.</p> <hr> <h3>EXAMINER QUESTION</h3> <p><strong>What does this evidence actually establish?</strong></p> [[A. Andre became more secretive with his phone.->Case 002 Exhibit 03 Correct]] [[B. Andre was deleting romantic messages.->Case 002 Exhibit 03 Wrong B]] [[C. “T” asked Andre to change his password.->Case 002 Exhibit 03 Wrong C]] [[D. Andre was definitely cheating.->Case 002 Exhibit 03 Wrong D]] <hr> <strong>FORENSIC REMINDER:</strong><br> A change in behavior may be evidence. Its explanation still has to be established. </div>

(set: $case2score to $case2score + 5) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ EVIDENCE VERIFIED</h2> <strong>+5 EXAMINER POINTS</strong> </div> <hr> <p>The evidence establishes that Andre became more secretive with his phone.</p> <p>It does not establish what he was protecting or why he changed the password.</p> <strong>FORENSIC RULE:</strong><br> Behavior can be established before its motive can. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[EXAMINE EXHIBIT 04->Case 002 Exhibit 04]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ ACTIVITY NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>There is no evidence showing that Andre deleted romantic messages.</p> <p>The password change establishes increased privacy or secrecy—not what was stored on the phone.</p> <strong>FORENSIC RULE:</strong><br> Do not invent missing evidence. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 04]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ CONNECTION NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Nothing establishes that “T” knew about the password change or requested it.</p> <p>That conclusion connects two suspicious facts without supporting evidence.</p> <strong>FORENSIC RULE:</strong><br> Correlation does not establish involvement. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 04]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ INFIDELITY NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>A changed password can support a finding of increased secrecy.</p> <p>It cannot, by itself, establish infidelity.</p> <strong>FORENSIC RULE:</strong><br> Secrecy may justify investigation. It does not automatically prove an affair. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 04]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>EXHIBIT 04</h2> <h3>THE CASH WITHDRAWALS</h3> </div> <hr> <p>Investigators review the Bennetts' financial records.</p> <p>During the two months before the separation, Andre made four cash withdrawals:</p> <div style="text-align:center; margin:25px 0;"> <strong>$600<br> $500<br> $800<br> $500</strong><br><br> <strong>TOTAL: $2,400</strong> </div> <p>Nia says Andre never told her about the withdrawals.</p> <p>The records do not identify how the cash was spent.</p> <hr> <h3>EXAMINER QUESTION</h3> <p><strong>What does this evidence actually establish?</strong></p> [[A. Andre was buying gifts for “T.”->Case 002 Exhibit 04 Wrong A]] [[B. Andre concealed significant financial activity from Nia.->Case 002 Exhibit 04 Correct]] [[C. Andre was preparing to abandon his family.->Case 002 Exhibit 04 Wrong C]] [[D. “T” was receiving money from Andre.->Case 002 Exhibit 04 Wrong D]] <hr> <strong>FORENSIC REMINDER:</strong><br> Follow the money — but do not invent where it went. </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ PURCHASE NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>There is no evidence that Andre used the money to purchase gifts for “T.”</p> <p>The withdrawals establish hidden financial activity—not what the cash purchased.</p> <strong>FORENSIC RULE:</strong><br> Follow the evidence, not the most dramatic explanation. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 05]] </div>

(set: $case2score to $case2score + 5) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ EVIDENCE VERIFIED</h2> <strong>+5 EXAMINER POINTS</strong> </div> <hr> <p>The financial records establish that Andre withdrew $2,400 without telling Nia.</p> <p>The records do not establish how the money was spent or whether “T” received any of it.</p> <strong>FORENSIC RULE:</strong><br> Financial secrecy can be established even when the purpose of the money remains unknown. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[EXAMINE EXHIBIT 05->Case 002 Exhibit 05]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ INTENTION NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The withdrawals do not establish that Andre intended to abandon his family.</p> <p>No evidence has yet identified why he withdrew the cash.</p> <strong>FORENSIC RULE:</strong><br> Do not convert unexplained behavior into a proven future plan. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 05]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ RECIPIENT NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The bank records do not identify anyone who received the cash.</p> <p>Connecting the withdrawals to “T” would require additional evidence.</p> <strong>FORENSIC RULE:</strong><br> A possible connection is not an established transaction. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 05]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>EXHIBIT 05</h2> <h3>THE SECOND RECEIPT</h3> </div> <hr> <p>Investigators locate another receipt among Andre's records.</p> <p>This receipt is not from a restaurant.</p> <div style="text-align:center; margin:25px 0;"> <strong>SMALL-BUSINESS CONSULTING SERVICES</strong><br><br> CLIENT: ANDRE BENNETT<br> CONSULTANT: T. WILLIAMS </div> <p>An appointment notation is attached:</p> <blockquote> Andre Bennett / T. Williams<br> Business Planning Consultation </blockquote> <p>For the first time, the initial “T” from the phone message appears in another piece of evidence.</p> <hr> <h3>EXAMINER QUESTION</h3> <p><strong>What should the examiner do with this new evidence?</strong></p> [[A. Ignore it because the affair has already been established.->Case 002 Exhibit 05 Wrong A]] [[B. Assume the business consultation was a cover story.->Case 002 Exhibit 05 Wrong B]] [[C. Reevaluate the earlier evidence in light of the new information.->Case 002 Exhibit 05 Correct]] [[D. Conclude that T. Williams cannot be a woman.->Case 002 Exhibit 05 Wrong D]] <hr> <strong>FORENSIC REMINDER:</strong><br> Good investigators revise conclusions when new evidence appears. </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ PREMATURE CONCLUSION</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>An affair has not been established.</p> <p>New evidence that may explain earlier suspicious circumstances cannot simply be ignored.</p> <strong>FORENSIC RULE:</strong><br> Never protect an early theory from contradictory evidence. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 06]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ COVER STORY NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Nothing currently establishes that the business consultation was fabricated.</p> <p>Calling legitimate-looking evidence a cover story simply because it conflicts with an earlier theory is not sound investigation.</p> <strong>FORENSIC RULE:</strong><br> Do not force new evidence to fit an old conclusion. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 06]] </div>

(set: $case2score to $case2score + 5) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ EVIDENCE VERIFIED</h2> <strong>+5 EXAMINER POINTS</strong> </div> <hr> <p>The consulting receipt provides new context for Andre's meetings with “T.”</p> <p>The examiner must now reconsider whether the earlier evidence necessarily pointed to a romantic relationship.</p> <strong>FORENSIC RULE:</strong><br> Good investigators revise conclusions when new evidence appears. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[EXAMINE EXHIBIT 06->Case 002 Exhibit 06]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ IDENTITY NOT YET ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The name “T. Williams” does not establish the person's gender.</p> <p>The examiner still needs evidence identifying who “T” actually is.</p> <strong>FORENSIC RULE:</strong><br> Do not fill missing information with assumptions. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 06]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>EXHIBIT 06</h2> <h3>THE LOAN APPLICATION</h3> </div> <hr> <p>Investigators discover a business loan application submitted by Andre.</p> <div style="text-align:center; margin:25px 0;"> <strong>PROPOSED BUSINESS:</strong><br> Bennett Delivery Solutions<br><br> <strong>FINANCING REQUESTED:</strong><br> $85,000<br><br> <strong>STATUS:</strong><br> APPLICATION DENIED — TWICE </div> <p>The application shows that Andre had been quietly attempting to start his own delivery business.</p> <p>Nia says she knew nothing about the business plan, the loan applications, or the two rejections.</p> <p>Consulting documents identify <strong>T. Williams</strong> as an adviser on the proposed business.</p> <hr> <h3>EXAMINER QUESTION</h3> <p><strong>What does this new evidence establish?</strong></p> [[A. Andre never had contact with another woman.->Case 002 Exhibit 06 Wrong A]] [[B. The secret business project provides a possible explanation for Andre's meetings, financial activity and contact with “T.”->Case 002 Exhibit 06 Correct]] [[C. Nia caused Andre to hide the business from her.->Case 002 Exhibit 06 Wrong C]] [[D. Because Andre was starting a business, his earlier deception no longer matters.->Case 002 Exhibit 06 Wrong D]] <hr> <strong>FORENSIC REMINDER:</strong><br> An explanation for deception does not erase the deception. </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ CONCLUSION NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The business records explain why Andre communicated with “T.”</p> <p>They do not establish the person's identity or gender yet.</p> <strong>FORENSIC RULE:</strong><br> Wait for identification evidence before identifying a person. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 07]] </div>

(set: $case2score to $case2score + 5) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ EVIDENCE VERIFIED</h2> <strong>+5 EXAMINER POINTS</strong> </div> <hr> <p>The business records provide a credible explanation for Andre's secret meetings, financial activity and contact with “T.”</p> <p>But they also establish that Andre concealed a major financial and personal decision from Nia.</p> <strong>FORENSIC RULE:</strong><br> An explanation for secrecy does not erase its effect on trust. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[IDENTIFY “T”->Case 002 Exhibit 07]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ BLAME NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Nothing in the loan application establishes that Nia caused Andre to conceal the business project.</p> <p>Andre's reason for keeping it secret still requires investigation.</p> <strong>FORENSIC RULE:</strong><br> Explanation and responsibility must be supported by evidence. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 07]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ DECEPTION STILL RELEVANT</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>A legitimate business purpose may explain Andre's meetings.</p> <p>It does not erase the fact that he concealed the business, meetings, withdrawals and loan applications from his wife.</p> <strong>FORENSIC RULE:</strong><br> A legitimate purpose does not automatically make deception harmless. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 07]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>EXHIBIT 07</h2> <h3>THE IDENTITY OF “T”</h3> </div> <hr> <p>Investigators confirm the identity of the person listed throughout Andre's business records.</p> <div style="text-align:center; margin:25px 0;"> <strong>T. WILLIAMS</strong><br><br> is<br><br> <strong>TAMARA WILLIAMS</strong><br> Small-Business Consultant </div> <p>Tamara advised Andre on financing and preparation of his proposed delivery business.</p> <p>Investigators also confirm something else:</p> <p><strong>Tamara was the person who had dinner with Andre on the Thursday night identified in Exhibit 01.</strong></p> <p>The “other woman” was real.</p> <p>But the records recovered so far document a professional relationship between Tamara and Andre. No evidence has established a romantic or physical relationship.</p> <hr> <h3>EXAMINER QUESTION</h3> <p><strong>What has the investigation now established?</strong></p> [[A. Andre and Tamara were definitely having an emotional affair.->Case 002 Exhibit 07 Wrong A]] [[B. Nia had no legitimate reason to question Andre's behavior.->Case 002 Exhibit 07 Wrong B]] [[C. Tamara is the woman Andre secretly met, but the available evidence does not establish a romantic affair.->Case 002 Exhibit 07 Correct]] [[D. Because the meetings were business-related, Andre did nothing wrong.->Case 002 Exhibit 07 Wrong D]] <hr> <strong>FORENSIC REMINDER:</strong><br> Discovering who someone is does not automatically establish the nature of the relationship. </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ AFFAIR NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The investigation confirms that Andre secretly met Tamara.</p> <p>It does not establish that their relationship was romantic, physical or emotionally intimate.</p> <strong>FORENSIC RULE:</strong><br> Secret contact does not automatically establish an affair. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 08]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ SUSPICION WAS UNDERSTANDABLE</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Nia encountered a secret dinner, unexplained messages, a changed phone password and hidden financial activity.</p> <p>Her suspicion was understandable. But suspicion still cannot substitute for proof.</p> <strong>FORENSIC RULE:</strong><br> A reasonable suspicion can still lead to an incorrect conclusion. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 08]] </div>

(set: $case2score to $case2score + 5) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ EVIDENCE VERIFIED</h2> <strong>+5 EXAMINER POINTS</strong> </div> <hr> <p>Tamara Williams was the woman Andre secretly met for dinner.</p> <p>However, the available evidence identifies their relationship as professional. No romantic or physical affair has been established.</p> <strong>FORENSIC RULE:</strong><br> Presence establishes opportunity—not the nature of a relationship. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[EXAMINE FINAL EXHIBIT->Case 002 Exhibit 08]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ PURPOSE DOES NOT ERASE DECEPTION</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The professional nature of Andre's relationship with Tamara changes the affair theory.</p> <p>It does not erase his secret meetings, hidden withdrawals, undisclosed loan applications or deception about his whereabouts.</p> <strong>FORENSIC RULE:</strong><br> Being innocent of one accusation does not erase other established behavior. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[CONTINUE INVESTIGATION->Case 002 Exhibit 08]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>EXHIBIT 08</h2> <h3>THE UNSENT EMAIL</h3> </div> <hr> <p>Investigators recover an unsent email draft from Andre's computer.</p> <p>It was addressed to Nia but never sent.</p> <blockquote> “Nia, I wanted to tell you after I knew the business would work. After the first loan was denied, I kept thinking I could fix everything before you ever had to know. Then the second one was denied. I couldn't stand the thought of failing again and having you think I had risked everything for nothing. I know hiding it made things worse. I just kept telling myself I would explain everything when I finally had something successful to tell you.” </blockquote> <p>The draft was written nine days before Nia left.</p> <hr> <h3>EXAMINER QUESTION</h3> <p><strong>What does this evidence most strongly reveal?</strong></p> [[A. Andre intended to leave Nia for Tamara.->Case 002 Exhibit 08 Wrong A]] [[B. Fear of failure contributed to Andre's secrecy and deception.->Case 002 Exhibit 08 Correct]] [[C. Nia prevented Andre from pursuing his goals.->Case 002 Exhibit 08 Wrong C]] [[D. The marriage would have survived if Andre's loan had been approved.->Case 002 Exhibit 08 Wrong D]] <hr> <strong>FORENSIC REMINDER:</strong><br> Understanding why someone concealed the truth does not make the concealment harmless. </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ INTENTION NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Nothing in Andre's email indicates that he intended to leave Nia for Tamara.</p> <p>The email concerns his business plans, failed financing and fear of disappointing his wife.</p> <strong>FORENSIC RULE:</strong><br> Do not substitute the original suspicion for what the evidence actually says. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[BEGIN WITNESS INTERVIEWS->Case 002 Witness 01 Tamara]] </div>

(set: $case2score to $case2score + 5) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ EVIDENCE VERIFIED</h2> <strong>+5 EXAMINER POINTS</strong> </div> <hr> <p>Andre's unsent email provides evidence of his motivation.</p> <p>Fear of failure contributed to his decision to hide the business, loan applications and related meetings from Nia.</p> <p>His explanation helps investigators understand the deception. It does not erase its consequences.</p> <strong>FORENSIC RULE:</strong><br> Understanding a motive is not the same as excusing the behavior. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[BEGIN WITNESS INTERVIEWS->Case 002 Witness 01 Tamara]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ BLAME NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The email reveals Andre's fear of Nia's reaction.</p> <p>It does not establish that Nia prevented him from pursuing his business goals.</p> <strong>FORENSIC RULE:</strong><br> Someone's fear of another person's reaction does not prove that person's responsibility. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[BEGIN WITNESS INTERVIEWS->Case 002 Witness 01 Tamara]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ OUTCOME NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>There is no evidence establishing that approval of the business loan would have saved the marriage.</p> <p>The investigation has already identified problems involving secrecy, deception and deteriorating trust.</p> <strong>FORENSIC RULE:</strong><br> Do not confuse a different circumstance with a guaranteed different outcome. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[BEGIN WITNESS INTERVIEWS->Case 002 Witness 01 Tamara]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>WITNESS 01</h2> <h3>TAMARA WILLIAMS</h3> <strong>Small-Business Consultant</strong> </div> <hr> <p>Tamara confirms that Andre was her client.</p> <blockquote> “Andre came to me because he wanted to start his own delivery business. We met several times to work on financing, projections and his business plan. The restaurant meeting happened because my office had already closed for the evening.” </blockquote> <p>The examiner asks Tamara directly whether she and Andre were romantically involved.</p> <blockquote> “No. There was never a romantic relationship between us. I actually assumed his wife knew he was starting the business.” </blockquote> <hr> <h3>EXAMINER QUESTION</h3> <p><strong>What is the most important contribution of Tamara's testimony?</strong></p> [[A. It proves everything Andre has said must be true.->Case 002 Witness 01 Wrong A]] [[B. It provides evidence contradicting the affair theory while confirming Andre concealed the business project.->Case 002 Witness 01 Correct]] [[C. It proves Nia behaved irrationally.->Case 002 Witness 01 Wrong C]] [[D. It establishes that the marriage had no serious problems.->Case 002 Witness 01 Wrong D]] <hr> <strong>WITNESS RULE:</strong><br> A witness may clarify part of a case without resolving every question. </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ TESTIMONY OVERSTATED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Tamara can testify about her own relationship and interactions with Andre.</p> <p>Her testimony does not automatically prove that everything Andre has said about the marriage is true.</p> <strong>WITNESS RULE:</strong><br> Evaluate testimony according to what the witness actually knows. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[INTERVIEW WITNESS 02->Case 002 Witness 02 Nia]] </div>

(set: $case2score to $case2score + 10) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ WITNESS TESTIMONY VERIFIED</h2> <strong>+10 EXAMINER POINTS</strong> </div> <hr> <p>Tamara's testimony supports the business explanation for her meetings with Andre.</p> <p>It contradicts the affair theory while also confirming something important:</p> <p><strong>Andre was conducting a major business project without Nia's knowledge.</strong></p> <strong>WITNESS RULE:</strong><br> Evidence that disproves one accusation can still reveal another serious problem. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[INTERVIEW WITNESS 02->Case 002 Witness 02 Nia]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ CONCLUSION NOT SUPPORTED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Tamara's testimony does not establish that Nia behaved irrationally.</p> <p>Nia encountered secret meetings, unexplained messages, financial secrecy and misleading explanations.</p> <p>Her conclusion about an affair may have been incorrect, but her suspicion did not arise without circumstances that required explanation.</p> <strong>WITNESS RULE:</strong><br> An incorrect conclusion does not automatically make the underlying concern unreasonable. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[INTERVIEW WITNESS 02->Case 002 Witness 02 Nia]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ MARRIAGE CONDITION NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The absence of a proven affair does not establish that the marriage was healthy.</p> <p>The investigation has already uncovered secrecy, financial concealment and deteriorating trust.</p> <strong>WITNESS RULE:</strong><br> Eliminating one possible cause does not eliminate every other problem. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[INTERVIEW WITNESS 02->Case 002 Witness 02 Nia]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>WITNESS 02</h2> <h3>NIA BENNETT</h3> <strong>Wife of Andre Bennett</strong> </div> <hr> <p>Nia agrees to explain why she ultimately left the marriage.</p> <blockquote> “Everyone keeps focusing on whether he slept with her. That's not the whole reason I left.” </blockquote> <p>Nia describes a pattern that began long before she discovered the restaurant receipt.</p> <blockquote> “There were bills I didn't know about. Decisions I learned about after they were already made. Times when I knew something was wrong and Andre would tell me everything was fine. By the time I saw that message, I already didn't trust him.” </blockquote> <p>The examiner asks whether discovering Tamara's actual role changes Nia's view.</p> <blockquote> “I was wrong about the affair. But I wasn't wrong that my husband was hiding something from me.” </blockquote> <hr> <h3>EXAMINER QUESTION</h3> <p><strong>What does Nia's testimony most strongly suggest?</strong></p> [[A. Tamara destroyed the marriage.->Case 002 Witness 02 Wrong A]] [[B. The restaurant receipt alone caused Nia to leave.->Case 002 Witness 02 Wrong B]] [[C. The suspected affair occurred within an already established pattern of secrecy and deteriorating trust.->Case 002 Witness 02 Correct]] [[D. Nia admits that she always knew Andre was not cheating.->Case 002 Witness 02 Wrong D]] <hr> <strong>WITNESS RULE:</strong><br> The event that exposes a problem is not necessarily the event that created it. </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ CAUSE NOT ESTABLISHED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The evidence does not establish that Tamara destroyed the marriage.</p> <p>Nia describes serious problems with secrecy and trust that existed before she knew Tamara's identity.</p> <strong>WITNESS RULE:</strong><br> Do not confuse the person discovered during a crisis with the cause of the crisis. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[INTERVIEW FINAL WITNESS->Case 002 Witness 03 Andre]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ TRIGGER CONFUSED WITH CAUSE</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The restaurant receipt intensified Nia's suspicion, but her testimony describes distrust that existed before she found it.</p> <p>The receipt was evidence of a larger problem—not necessarily its beginning.</p> <strong>WITNESS RULE:</strong><br> A triggering event and an underlying cause are not necessarily the same thing. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[INTERVIEW FINAL WITNESS->Case 002 Witness 03 Andre]] </div>

(set: $case2score to $case2score + 10) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ WITNESS TESTIMONY VERIFIED</h2> <strong>+10 EXAMINER POINTS</strong> </div> <hr> <p>Nia's testimony establishes that her suspicion about Tamara did not occur in isolation.</p> <p>Long before the restaurant receipt, Nia believed Andre had developed a pattern of withholding information and making important decisions without her knowledge.</p> <strong>WITNESS RULE:</strong><br> The event that exposes distrust may not be the event that created it. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[INTERVIEW FINAL WITNESS->Case 002 Witness 03 Andre]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ TESTIMONY MISREAD</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Nia does not say that she always knew Andre wasn't cheating.</p> <p>She says she now recognizes that her conclusion about the affair was wrong.</p> <strong>WITNESS RULE:</strong><br> Later knowledge should not be rewritten as knowledge the witness had at the time. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[INTERVIEW FINAL WITNESS->Case 002 Witness 03 Andre]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>WITNESS 03</h2> <h3>ANDRE BENNETT</h3> <strong>Husband of Nia Bennett</strong> </div> <hr> <p>Andre agrees to answer the examiner's questions about the business, Tamara and the secrecy surrounding both.</p> <blockquote> “I wasn't having an affair with Tamara. She was helping me put the business together. But I lied to Nia about where I was going because I didn't want her asking questions I wasn't ready to answer.” </blockquote> <p>Andre admits hiding the loan applications, cash withdrawals and meetings.</p> <blockquote> “I thought I was protecting her from another disappointment. I kept thinking I would tell her when I finally had something successful to tell.” </blockquote> <p>The examiner asks Andre whether he understands why Nia believed he was having an affair.</p> <blockquote> “I do now. I wasn't cheating. But after everything I hid, I understand why she didn't believe me.” </blockquote> <hr> <h3>EXAMINER QUESTION</h3> <p><strong>Which conclusion is best supported by Andre's testimony?</strong></p> [[A. Good intentions eliminate the consequences of deception.->Case 002 Witness 03 Wrong A]] [[B. Andre should have hidden the meetings more carefully.->Case 002 Witness 03 Wrong B]] [[C. Because there was no proven affair, Andre bears no responsibility for the breakdown in trust.->Case 002 Witness 03 Wrong C]] [[D. Andre's fear of failure may explain his secrecy without excusing its effect on the marriage.->Case 002 Witness 03 Correct]] <hr> <strong>WITNESS RULE:</strong><br> Understanding why someone acted does not eliminate responsibility for the consequences. </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ CONSEQUENCES REMAIN</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Andre may have believed he was protecting Nia from disappointment.</p> <p>Good intentions do not eliminate the consequences of repeated secrecy and deception.</p> <strong>WITNESS RULE:</strong><br> Intent and impact are not necessarily the same thing. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[BEGIN FINAL AUTOPSY->Case 002 Final Finding 01]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ DECEPTION IS NOT THE SOLUTION</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The problem was not that Andre failed to conceal his meetings effectively.</p> <p>The investigation concerns what repeated concealment did to trust within the marriage.</p> <strong>WITNESS RULE:</strong><br> Better concealment does not repair deception.</p> <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[BEGIN FINAL AUTOPSY->Case 002 Final Finding 01]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ RESPONSIBILITY STILL EXISTS</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The investigation has not established an affair.</p> <p>But Andre admitted lying about his whereabouts and concealing meetings, withdrawals, loan applications and a major business plan.</p> <strong>WITNESS RULE:</strong><br> Being innocent of one accusation does not erase responsibility for other established behavior. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[BEGIN FINAL AUTOPSY->Case 002 Final Finding 01]] </div>

(set: $case2score to $case2score + 10) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ WITNESS TESTIMONY VERIFIED</h2> <strong>+10 EXAMINER POINTS</strong> </div> <hr> <p>Andre's testimony provides an explanation for his behavior without eliminating responsibility for it.</p> <p>Fear of failure contributed to his secrecy, but the secrecy itself damaged Nia's ability to trust what he told her.</p> <strong>WITNESS RULE:</strong><br> Explanation does not equal excuse. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[BEGIN FINAL AUTOPSY->Case 002 Final Finding 01]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>FINAL AUTOPSY</h1> <h2>FINDING 01</h2> <h3>WAS THERE AN AFFAIR?</h3> </div> <hr> <p>You have examined all eight exhibits and interviewed all three witnesses.</p> <p>The investigation confirmed that Andre secretly met another woman.</p> <p>Now determine what the complete record actually proves.</p> <hr> <h3>EXAMINER DETERMINATION</h3> <p><strong>Was Andre having an affair with Tamara Williams?</strong></p> [[A. Yes. The restaurant receipt proves an affair occurred.->Case 002 Finding 01 Wrong A]] [[B. Yes. Tamara admitted secretly meeting Andre.->Case 002 Finding 01 Wrong B]] [[C. The available evidence does not establish a romantic or physical affair.->Case 002 Finding 01 Correct]] [[D. No woman was involved in Andre's secrecy.->Case 002 Finding 01 Wrong D]] <hr> <strong>FINAL AUTOPSY RULE:</strong><br> Your determination must be based on the complete record—not the most suspicious individual exhibit. </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ EVIDENCE OVERSTATED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The restaurant receipt proves that Andre had dinner with another person.</p> <p>Later evidence identifies that person as Tamara, but the receipt does not establish a romantic or physical affair.</p> <strong>FINAL AUTOPSY RULE:</strong><br> Presence is not proof of infidelity. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[DETERMINE PRIMARY CAUSE OF DEATH->Case 002 Final Finding 02]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ RELATIONSHIP MISCLASSIFIED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Tamara confirmed meeting Andre.</p> <p>She also identified the meetings as business consultations, which is supported by the consulting records and loan documents.</p> <p>No evidence establishes a romantic or physical relationship.</p> <strong>FINAL AUTOPSY RULE:</strong><br> A secret meeting does not automatically establish a secret romance. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[DETERMINE PRIMARY CAUSE OF DEATH->Case 002 Final Finding 02]] </div>

(set: $case2score to $case2score + 10) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ VERIFIED FINDING</h2> <h1>AFFAIR NOT ESTABLISHED</h1> <strong>+10 EXAMINER POINTS</strong> </div> <hr> <p>The investigation confirmed that Andre secretly met Tamara Williams.</p> <p>But the complete record identifies Tamara as Andre's business consultant and does not establish a romantic or physical affair.</p> <p><strong>The other woman existed. The alleged affair was not established.</strong></p> <strong>FORENSIC RULE:</strong><br> Suspicion may begin an investigation. Evidence must determine its conclusion. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[DETERMINE PRIMARY CAUSE OF DEATH->Case 002 Final Finding 02]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ FACTUAL ERROR</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>A woman was involved in the circumstances under investigation.</p> <p>Tamara Williams was Andre's business consultant and the person who met him for dinner.</p> <p>The mistake would be concluding either that she did not exist or that her presence automatically proves an affair.</p> <strong>FINAL AUTOPSY RULE:</strong><br> Accurate findings preserve inconvenient facts without exaggerating them. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[DETERMINE PRIMARY CAUSE OF DEATH->Case 002 Final Finding 02]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>FINAL AUTOPSY</h1> <h2>FINDING 02</h2> <h3>PRIMARY CAUSE OF DEATH</h3> </div> <hr> <p>The alleged affair has not been established.</p> <p>But the marriage still ended.</p> <p>The examiner must now determine what the complete evidence identifies as the primary cause.</p> <hr> <h3>EXAMINER DETERMINATION</h3> <p><strong>What most strongly contributed to the death of the Bennett marriage?</strong></p> [[A. Tamara Williams entering Andre's life.->Case 002 Finding 02 Wrong A]] [[B. Nia's jealousy and suspicion.->Case 002 Finding 02 Wrong B]] [[C. Andre's failed attempt to start a business.->Case 002 Finding 02 Wrong C]] [[D. Chronic erosion of trust through repeated secrecy and deception.->Case 002 Finding 02 Correct]] <hr> <strong>FINAL AUTOPSY RULE:</strong><br> The most visible event is not necessarily the underlying cause. </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ PERSON CONFUSED WITH CAUSE</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Tamara entered the circumstances surrounding the investigation, but the evidence identifies her relationship with Andre as professional.</p> <p>The problems involving secrecy and distrust existed independently of Tamara.</p> <strong>FINAL AUTOPSY RULE:</strong><br> Do not make the most visible third party the cause without supporting evidence. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[IDENTIFY CONTRIBUTING FACTORS->Case 002 Final Finding 03]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ REACTION CONFUSED WITH CAUSE</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Nia suspected an affair, and that conclusion proved unsupported.</p> <p>But her suspicion developed after repeated secrecy, unexplained financial activity and misleading information from Andre.</p> <strong>FINAL AUTOPSY RULE:</strong><br> A person's reaction to damaged trust is not automatically the source of the damage. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[IDENTIFY CONTRIBUTING FACTORS->Case 002 Final Finding 03]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ EVENT CONFUSED WITH UNDERLYING CAUSE</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>Andre's failed business financing contributed to his fear and secrecy.</p> <p>But the loan rejection itself did not destroy the marriage.</p> <p>The damage developed through how Andre responded to his fear: concealment, avoidance and deception.</p> <strong>FINAL AUTOPSY RULE:</strong><br> Circumstances create pressure. Patterns of behavior determine how that pressure affects a relationship. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[IDENTIFY CONTRIBUTING FACTORS->Case 002 Final Finding 03]] </div>

(set: $case2score to $case2score + 10) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ VERIFIED FINDING</h2> <h1>CHRONIC EROSION OF TRUST</h1> <strong>+10 EXAMINER POINTS</strong> </div> <hr> <p>The evidence does not identify Tamara, jealousy or the failed business as the primary cause of the marriage's collapse.</p> <p>Instead, the record reveals a continuing pattern of secrecy, concealed financial activity, misleading explanations and important decisions made without Nia's knowledge.</p> <p><strong>By the time Andre told the truth, Nia had already lost confidence in his explanations.</strong></p> <strong>FORENSIC RULE:</strong><br> Trust often dies gradually before the relationship visibly collapses. <hr> <p><strong>CASE 002 SCORE: $case2score / 100</strong></p> [[IDENTIFY CONTRIBUTING FACTORS->Case 002 Final Finding 03]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>FINAL AUTOPSY</h1> <h2>FINDING 03</h2> <h3>CONTRIBUTING FACTORS</h3> </div> <hr> <p>The primary cause has been identified as:</p> <div style="text-align:center;"> <h2>CHRONIC EROSION OF TRUST</h2> </div> <p>Now identify the factors that contributed to that deterioration.</p> <hr> <h3>EXAMINER DETERMINATION</h3> <p><strong>Which combination is best supported by the complete case record?</strong></p> [[A. Financial secrecy, avoidance, fear of failure, assumptions and deteriorating communication.->Case 002 Finding 03 Correct]] [[B. Infidelity, abandonment and romantic betrayal.->Case 002 Finding 03 Wrong B]] [[C. Tamara's interference and Nia's jealousy.->Case 002 Finding 03 Wrong C]] [[D. Andre's failed business venture alone.->Case 002 Finding 03 Wrong D]] <hr> <strong>FINAL AUTOPSY RULE:</strong><br> Contributing factors must be supported by the complete evidence—not by the original theory. </div>

(set: $case2score to $case2score + 10) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>✓ VERIFIED FINDING</h2> <h1>CONTRIBUTING FACTORS IDENTIFIED</h1> <strong>+10 EXAMINER POINTS</strong> </div> <hr> <p>The complete record supports the following contributing factors:</p> <div style="text-align:center;"> <strong> FINANCIAL SECRECY<br> AVOIDANCE<br> FEAR OF FAILURE<br> ASSUMPTIONS<br> DETERIORATING COMMUNICATION </strong> </div> <p>These factors contributed to the chronic erosion of trust between Nia and Andre.</p> <strong>FINAL AUTOPSY RULE:</strong><br> Relationship breakdown is often the result of interacting patterns rather than one dramatic event. <hr> <p><strong>FINAL CASE 002 SCORE: $case2score / 100</strong></p> [[SUBMIT CASE FINDINGS->Case 002 Findings]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ FACTORS NOT SUPPORTED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The investigation did not establish infidelity, romantic betrayal or abandonment.</p> <p>The evidence instead supports secrecy, avoidance, fear of failure and deteriorating communication.</p> <strong>FINAL AUTOPSY RULE:</strong><br> Do not return to a theory after the evidence has failed to establish it. <hr> <p><strong>FINAL CASE 002 SCORE: $case2score / 100</strong></p> [[SUBMIT CASE FINDINGS->Case 002 Findings]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ BLAME MISPLACED</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The evidence does not establish that Tamara interfered in the marriage.</p> <p>Nia's suspicion was also a reaction to an existing pattern of secrecy rather than the primary source of that pattern.</p> <strong>FINAL AUTOPSY RULE:</strong><br> Do not substitute convenient people for supported contributing factors. <hr> <p><strong>FINAL CASE 002 SCORE: $case2score / 100</strong></p> [[SUBMIT CASE FINDINGS->Case 002 Findings]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>⚠ SINGLE-CAUSE ERROR</h2> <strong>NO EXAMINER POINTS AWARDED</strong> </div> <hr> <p>The failed business venture created pressure, but it does not explain the entire relationship breakdown.</p> <p>The evidence identifies secrecy, avoidance, fear of failure, assumptions and deteriorating communication as interacting factors.</p> <strong>FINAL AUTOPSY RULE:</strong><br> Pressure may expose relationship problems without being their sole cause. <hr> <p><strong>FINAL CASE 002 SCORE: $case2score / 100</strong></p> [[SUBMIT CASE FINDINGS->Case 002 Findings]] </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>CASE 002 FINDINGS</h1> <h2>THE OTHER WOMAN?</h2> </div> <hr> <h3>FINAL AUTOPSY REPORT</h3> <p><strong>ALLEGED AFFAIR:</strong><br> NOT ESTABLISHED BY THE EVIDENCE</p> <p><strong>PRIMARY CAUSE OF DEATH:</strong><br> CHRONIC EROSION OF TRUST</p> <p><strong>CONTRIBUTING FACTORS:</strong><br> Financial Secrecy • Avoidance • Fear of Failure • Assumptions • Deteriorating Communication</p> <hr> <h3>FORENSIC CONCLUSION</h3> <p>Nia was wrong about the affair.</p> <p>But that does not mean she was wrong that something serious had been concealed from her.</p> <p>Andre's secrecy gradually created an environment in which even truthful explanations became difficult to believe.</p> <div style="text-align:center; margin:25px 0;"> <strong>THE OTHER WOMAN EXISTED.</strong><br><br> <strong>THE AFFAIR WAS NOT ESTABLISHED.</strong><br><br> <strong>THE DECEPTION WAS.</strong> </div> <hr> <h3>THE LESSON</h3> <p><strong>Suspicion is not evidence.</strong></p> <p><strong>But deception is still evidence.</strong></p> <p>Sometimes the greatest damage caused by dishonesty isn't the secret itself.</p> <p><strong>It's what happens when the truth finally sounds like another lie.</strong></p> <hr> <div style="text-align:center;"> <h2>FINAL SCORE</h2> <h1>$case2score / 100</h1> [[VIEW EXAMINER RANK->Case 002 Examiner Rank]] </div> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>EXAMINER RANK</h1> <p>CASE 002 — THE OTHER WOMAN?</p> <h2>FINAL SCORE</h2> <h1>$case2score / 100</h1> </div> <hr> (if: $case2score >= 90)[ <div style="text-align:center;"> <h1>CHIEF RELATIONSHIP EXAMINER</h1> <p>You separated suspicion from evidence and identified the deeper cause beneath the apparent scandal.</p> <strong>CASE ASSESSMENT: EXCEPTIONAL</strong> </div> ] (else-if: $case2score >= 75)[ <div style="text-align:center;"> <h1>SENIOR EXAMINER</h1> <p>You demonstrated strong investigative judgment and avoided most unsupported conclusions.</p> <strong>CASE ASSESSMENT: HIGHLY PROFICIENT</strong> </div> ] (else-if: $case2score >= 60)[ <div style="text-align:center;"> <h1>INVESTIGATOR</h1> <p>You identified important evidence, but some assumptions influenced your conclusions.</p> <strong>CASE ASSESSMENT: PROFICIENT</strong> </div> ] (else-if: $case2score >= 40)[ <div style="text-align:center;"> <h1>EXAMINER IN TRAINING</h1> <p>You uncovered parts of the truth, but the evidence requires closer examination.</p> <strong>CASE ASSESSMENT: DEVELOPING</strong> </div> ] (else:)[ <div style="text-align:center;"> <h1>CASE REQUIRES REEXAMINATION</h1> <p>The evidence and your conclusions did not consistently align.</p> <p>Remember: suspicion can begin an investigation, but evidence must determine its conclusion.</p> <strong>CASE ASSESSMENT: REEXAMINATION REQUIRED</strong> </div> ] <hr> <div style="text-align:center;"> <p><strong>CASE 002 STATUS:</strong><br> FINAL AUTOPSY COMPLETE</p> [[CLOSE CASE 002->Case 002 Closed]] </div> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>CASE CLOSED</h1> <h2>CASE 002</h2> <h2>THE OTHER WOMAN?</h2> <hr> <p><strong>FINAL AUTOPSY COMPLETE</strong></p> <h3>FINAL SCORE</h3> <h1>$case2score / 100</h1> <hr> <h3>OFFICIAL FINDINGS</h3> <p> <strong>ALLEGED AFFAIR:</strong><br> NOT ESTABLISHED </p> <p> <strong>PRIMARY CAUSE OF DEATH:</strong><br> CHRONIC EROSION OF TRUST </p> <p> <strong>CONTRIBUTING FACTORS:</strong><br> Financial Secrecy • Avoidance • Fear of Failure • Assumptions • Deteriorating Communication </p> <hr> <h3>FINAL CASE NOTE</h3> <p>The investigation began with a question:</p> <h2>WAS THERE ANOTHER WOMAN?</h2> <p><strong>Yes.</strong></p> <p>But the evidence did not establish that she was Andre's lover.</p> <p>The investigation uncovered something different:</p> <h2>THE OTHER WOMAN DIDN'T KILL THE MARRIAGE.</h2> <h2>THE LOSS OF TRUST DID.</h2> <hr> <p><strong>RELATIONSHIP EXAMINER PRINCIPLE:</strong></p> <p> What looks like the cause may only be the clue that exposes the deeper problem. </p> <hr> <p><strong>CASE 002 — CLOSED</strong></p> <p> AUTOPSY OF DIVORCE<br> INVESTIGATIVE TRIVIA </p> <p> Based on <em>Autopsy of Divorce</em><br> by Michelle Granger </p> </div> </div> <hr> <div style="text-align:center; font-size:0.85em; line-height:1.6;"> <p> <strong>© 2026 Michelle Granger. All Rights Reserved.</strong> </p> <p> <em>Autopsy of Divorce — Investigative Trivia</em><br> and all original case narratives, characters, questions, gameplay content, educational material, and associated text are created by and owned by Michelle Granger. </p> <p> No part of this interactive experience may be copied, reproduced, republished, distributed, adapted, or commercially used without written permission from the copyright owner, except as permitted by applicable law. </p> <p> <strong>Unauthorized reproduction or redistribution is prohibited.</strong> </p> </div> <hr> <div style="text-align:center; margin:35px auto; padding:25px 15px;"> <h2 style="margin-bottom:12px;">CONTINUE THE INVESTIGATION</h2> <p> The case may be closed—but the lessons continue. </p> <p> Explore the relationship insights behind the investigation in <br> <strong><em>AUTOPSY OF DIVORCE</em></strong> <br> by Michelle Granger </p> <p style="margin-top:25px;"> <a href="https://www.amazon.com/dp/B0HG2M124N" target="_blank" style=" display:inline-block; background:#7a211d; color:white; padding:14px 28px; text-decoration:none; font-weight:bold; letter-spacing:1px; border-radius:3px;"> AVAILABLE ON AMAZON </a> </p> </div> <hr>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>INCORRECT FINDING</h2> </div> <hr> <p> The evidence does not establish that Derrick was preparing to leave the marriage. </p> <p> A secret account may raise that possibility, but possibility is not proof. </p> <p> <strong>EXAMINER'S NOTE:</strong> Do not assign a motive before the evidence establishes one. </p> <hr> <p style="text-align:center;"> [[CONTINUE INVESTIGATION->Case 003 Exhibit 02]] </p> </div>

(set: $case3score to $case3score + 5) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>CORRECT FINDING</h2> </div> <hr> <p> The evidence establishes that Derrick maintained a significant financial account without Monica's knowledge. </p> <p> It does not yet establish why the account existed or what Derrick ultimately intended to do with the money. </p> <p> <strong>EXAMINER'S NOTE:</strong> Establish the fact first. Investigate the motive second. </p> <p style="text-align:center;"> <strong>+5 POINTS</strong> </p> <hr> <p style="text-align:center;"> [[CONTINUE INVESTIGATION->Case 003 Exhibit 02]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>INCORRECT FINDING</h2> </div> <hr> <p> The evidence does not establish that Derrick was gambling with the family's money. </p> <p> The hidden account and unexplained transfers are suspicious, but no gambling transactions or related evidence have been discovered. </p> <p> <strong>EXAMINER'S NOTE:</strong> Suspicion can guide an investigation. It cannot substitute for evidence. </p> <hr> <p style="text-align:center;"> [[CONTINUE INVESTIGATION->Case 003 Exhibit 02]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>INCORRECT FINDING</h2> </div> <hr> <p> The evidence does not establish that Derrick was financially supporting another romantic partner. </p> <p> A hidden account proves financial secrecy. It does not identify the recipient of the money or establish a romantic relationship. </p> <p> <strong>EXAMINER'S NOTE:</strong> Do not turn an unanswered question into a conclusion. </p> <hr> <p style="text-align:center;"> [[CONTINUE INVESTIGATION->Case 003 Exhibit 02]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>EXHIBIT 02</h1> <h2>THE TRANSFER PATTERN</h2> </div> <hr> <p> The hidden account was not simply holding money. </p> <p> Investigators reviewed eleven months of activity and discovered that Derrick regularly transferred money out of the account. </p> <p> Most outgoing transfers ranged from <strong>$300 to $1,200</strong>. </p> <p> Several were sent to the same recipient. </p> <p> The recipient appears on the statements only as: </p> <p style="text-align:center;"> <strong>J. ELLIS</strong> </p> <p> There are no payments to casinos, hotels, jewelry stores, dating services, or other businesses that would independently establish gambling or an affair. </p> <p> But Monica does not recognize the name <strong>J. Ellis</strong>. </p> <hr> <p><strong>QUESTION:</strong></p> <p> What is the strongest conclusion supported by Exhibit 02? </p> <p> [[A. Derrick was secretly sending money to someone identified as J. Ellis.->Case 003 Exhibit 02 Correct]] </p> <p> [[B. J. Ellis was Derrick's romantic partner.->Case 003 Exhibit 02 Wrong B]] </p> <p> [[C. Derrick was paying gambling debts through another person.->Case 003 Exhibit 02 Wrong C]] </p> <p> [[D. Derrick was moving money in preparation for divorce.->Case 003 Exhibit 02 Wrong D]] </p> </div>

(set: $case3score to $case3score + 5) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>CORRECT FINDING</h2> </div> <hr> <p> The records establish that Derrick repeatedly sent money to someone identified as J. Ellis. </p> <p> The identity of J. Ellis—and the reason for the payments—remain unknown. </p> <p> <strong>EXAMINER'S NOTE:</strong> A transaction can establish where money went without establishing why it went there. </p> <p style="text-align:center;"> <strong>+5 POINTS</strong> </p> <hr> <p style="text-align:center;"> [[CONTINUE INVESTIGATION->Case 003 Exhibit 03]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>INCORRECT FINDING</h2> </div> <hr> <p> Nothing in the evidence establishes that J. Ellis was Derrick's romantic partner. </p> <p> The transfers establish a financial connection—not the nature of the relationship. </p> <p> <strong>EXAMINER'S NOTE:</strong> Do not assign a relationship to a name simply because the relationship is unknown. </p> <hr> <p style="text-align:center;"> [[CONTINUE INVESTIGATION->Case 003 Exhibit 03]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>INCORRECT FINDING</h2> </div> <hr> <p> The records do not establish gambling activity. </p> <p> No casino payments, betting transactions, gambling services, or other supporting evidence have been identified. </p> <p> <strong>EXAMINER'S NOTE:</strong> A suspicious transfer is not proof of a particular vice. </p> <hr> <p style="text-align:center;"> [[CONTINUE INVESTIGATION->Case 003 Exhibit 03]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>INCORRECT FINDING</h2> </div> <hr> <p> The evidence does not establish that Derrick was preparing financially for divorce. </p> <p> Money was leaving the hidden account and going to J. Ellis, but the purpose of those transfers has not yet been established. </p> <p> <strong>EXAMINER'S NOTE:</strong> Follow the destination of the money before deciding what the money means. </p> <hr> <p style="text-align:center;"> [[CONTINUE INVESTIGATION->Case 003 Exhibit 03]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>EXHIBIT 03</h1> <h2>THE ADDRESS</h2> </div> <hr> <p> Investigators obtained additional information connected to the transfers made to J. Ellis. </p> <p> The recipient's banking profile lists a residential address approximately forty miles from Monica and Derrick's home. </p> <p> A search of available records identifies: </p> <p style="text-align:center;"> <strong>JORDAN ELLIS — AGE 24</strong> </p> <p> Jordan shares Derrick's last name. </p> <p> Records also show that Derrick has visited the address several times during the past year. </p> <p> Monica says she has never heard the name Jordan Ellis. </p> <p> There is still no evidence establishing why Derrick is sending Jordan money. </p> <hr> <p><strong>QUESTION:</strong></p> <p> What should the examiner conclude at this stage? </p> <p> [[A. Jordan is Derrick's secret child.->Case 003 Exhibit 03 Wrong A]] </p> <p> [[B. Jordan is a relative of Derrick's.->Case 003 Exhibit 03 Wrong B]] </p> <p> [[C. Jordan Ellis is connected to Derrick, but the exact nature of their relationship has not yet been established.->Case 003 Exhibit 03 Correct]] </p> <p> [[D. Derrick purchased another home without Monica's knowledge.->Case 003 Exhibit 03 Wrong D]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>INCORRECT FINDING</h2> </div> <hr> <p> The evidence does not yet establish that Jordan is Derrick's child. </p> <p> The shared surname, financial transfers, and Derrick's visits make the relationship important to investigate—but they do not prove parentage. </p> <p> <strong>EXAMINER'S NOTE:</strong> A strong suspicion is still a suspicion until the evidence confirms it. </p> <hr> <p style="text-align:center;"> [[CONTINUE INVESTIGATION->Case 003 Exhibit 04]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>INCORRECT FINDING</h2> </div> <hr> <p> Jordan may be related to Derrick, but the available evidence has not yet established that fact. </p> <p> Sharing a surname and having a financial connection are clues—not confirmation of a family relationship. </p> <p> <strong>EXAMINER'S NOTE:</strong> Do not promote a possibility to a fact before the evidence does. </p> <hr> <p style="text-align:center;"> [[CONTINUE INVESTIGATION->Case 003 Exhibit 04]] </p> </div>

(set: $case3score to $case3score + 5) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>CORRECT FINDING</h2> </div> <hr> <p> The evidence establishes a connection between Derrick and Jordan Ellis. </p> <p> Derrick has sent Jordan money and visited Jordan's address, but the exact nature of their relationship has not yet been established. </p> <p> <strong>EXAMINER'S NOTE:</strong> Record what the evidence proves. Keep investigating what it only suggests. </p> <p style="text-align:center;"> <strong>+5 POINTS</strong> </p> <hr> <p style="text-align:center;"> [[CONTINUE INVESTIGATION->Case 003 Exhibit 04]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>INCORRECT FINDING</h2> </div> <hr> <p> Nothing in the evidence establishes that Derrick owns or purchased Jordan's residence. </p> <p> His visits to an address do not establish ownership of the property. </p> <p> <strong>EXAMINER'S NOTE:</strong> Do not infer ownership from presence. </p> <hr> <p style="text-align:center;"> [[CONTINUE INVESTIGATION->Case 003 Exhibit 04]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>EXHIBIT 04</h1> <h2>THE BIRTH RECORD</h2> </div> <hr> <p> The identity of J. Ellis has now been confirmed. </p> <p> A birth record identifies: </p> <p style="text-align:center;"> <strong>JORDAN ELLIS — AGE 24</strong> </p> <p> The record lists Derrick Ellis as Jordan's biological father. </p> <p> Jordan was born years before Derrick met and married Monica. </p> <p> Additional records confirm that Derrick has provided Jordan with financial assistance during the past year. </p> <p> Monica says she never knew Derrick had a son. </p> <p> The hidden account was not financing an affair. </p> <p> It was helping support a part of Derrick's life that he had never disclosed to his wife. </p> <hr> <p><strong>QUESTION:</strong></p> <p> What does this evidence establish? </p> <p> [[A. Derrick's financial secrecy was connected to his undisclosed son, Jordan.->Case 003 Exhibit 04 Correct]] </p> <p> [[B. Derrick created the account because Jordan demanded money from him.->Case 003 Exhibit 04 Wrong B]] </p> <p> [[C. Monica was responsible for Derrick hiding Jordan.->Case 003 Exhibit 04 Wrong C]] </p> <p> [[D. Helping Jordan was the primary cause of the marriage's breakdown.->Case 003 Exhibit 04 Wrong D]] </p> </div>

(set: $case3score to $case3score + 5) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>CORRECT FINDING</h2> </div> <hr> <p> The evidence establishes that Derrick's secret financial activity was connected to Jordan—his previously undisclosed son. </p> <p> It establishes where the money was going, but it does not establish that helping Jordan was itself the cause of the marriage's breakdown. </p> <p> <strong>EXAMINER'S NOTE:</strong> Separate the purpose of the money from the consequences of the secrecy. </p> <p style="text-align:center;"><strong>+5 POINTS</strong></p> <hr> <p style="text-align:center;"> [[QUESTION WITNESS 01->Case 003 Witness 01 Jordan]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> The evidence establishes that Derrick sent Jordan money, but it does not establish that Jordan demanded it. </p> <p> <strong>EXAMINER'S NOTE:</strong> Do not assign coercion where the evidence establishes only financial support. </p> <hr> <p style="text-align:center;"> [[QUESTION WITNESS 01->Case 003 Witness 01 Jordan]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> Nothing in the evidence establishes that Monica caused Derrick to conceal Jordan. </p> <p> Derrick's decision not to disclose his son occurred without Monica's knowledge. </p> <p> <strong>EXAMINER'S NOTE:</strong> Responsibility must follow the evidence—not assumption or blame. </p> <hr> <p style="text-align:center;"> [[QUESTION WITNESS 01->Case 003 Witness 01 Jordan]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> The evidence does not establish that helping Jordan destroyed the marriage. </p> <p> The investigation must distinguish between Derrick's decision to help his son and his decision to conceal Jordan, the account, and the transfers from Monica. </p> <p> <strong>EXAMINER'S NOTE:</strong> The secret and the reason for the secret are not necessarily the same problem. </p> <hr> <p style="text-align:center;"> [[QUESTION WITNESS 01->Case 003 Witness 01 Jordan]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>WITNESS 01</h1> <h2>JORDAN ELLIS</h2> <p><strong>Derrick's Son — Age 24</strong></p> </div> <hr> <p> Jordan confirms that Derrick is his biological father. </p> <p> According to Jordan, Derrick had little involvement in his life while he was growing up. </p> <p> They reconnected approximately a year ago. </p> <p> Jordan says Derrick began helping him with rent, transportation, and expenses while Jordan completed a job-training program. </p> <p> Jordan says he never demanded money. </p> <p> Then the examiner asks whether Jordan knew about Monica. </p> <p> Jordan pauses. </p> <p> <strong>“Yes. I knew he was married.”</strong> </p> <p> Did Monica know about him? </p> <p> <strong>“He told me he hadn't told her yet.”</strong> </p> <p> Why not? </p> <p> <strong>“He said he was trying to figure out how to tell her without destroying everything.”</strong> </p> <hr> <p><strong>QUESTION:</strong></p> <p> What does Jordan's testimony most strongly establish? </p> <p> [[A. Jordan deliberately helped Derrick deceive Monica.->Case 003 Witness 01 Wrong A]] </p> <p> [[B. Derrick was attempting to replace his marriage with a relationship with Jordan.->Case 003 Witness 01 Wrong B]] </p> <p> [[C. Derrick had reestablished a relationship with his son while knowingly keeping Jordan's existence from Monica.->Case 003 Witness 01 Correct]] </p> <p> [[D. Jordan was primarily responsible for the hidden account.->Case 003 Witness 01 Wrong D]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> Jordan knew Monica had not been told, but the testimony does not establish that he deliberately participated in deceiving her. </p> <p> The decision to conceal Jordan from Monica belonged to Derrick. </p> <p> <strong>EXAMINER'S NOTE:</strong> Knowing about another person's deception does not automatically establish responsibility for creating it. </p> <hr> <p style="text-align:center;"> [[QUESTION FINAL WITNESS->Case 003 Witness 02 Derrick]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> Nothing in Jordan's testimony establishes that Derrick intended to replace his marriage. </p> <p> The evidence shows a father attempting to reconnect with his son while concealing that relationship from his wife. </p> <p> <strong>EXAMINER'S NOTE:</strong> Rebuilding one relationship does not prove an intention to abandon another. </p> <hr> <p style="text-align:center;"> [[QUESTION FINAL WITNESS->Case 003 Witness 02 Derrick]] </p> </div>

(set: $case3score to $case3score + 10) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>CORRECT FINDING</h2> </div> <hr> <p> Jordan's testimony confirms that Derrick reestablished a relationship with his son while knowingly keeping Jordan's existence from Monica. </p> <p> Derrick's delay in telling Monica was not an accidental omission. He knew the truth had not been disclosed. </p> <p> <strong>EXAMINER'S NOTE:</strong> Avoiding a difficult truth does not prevent its consequences. It postpones them. </p> <p style="text-align:center;"><strong>+10 POINTS</strong></p> <hr> <p style="text-align:center;"> [[QUESTION FINAL WITNESS->Case 003 Witness 02 Derrick]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> The evidence does not establish that Jordan created or controlled the hidden account. </p> <p> The account belonged to Derrick, and Derrick chose how the money was transferred. </p> <p> <strong>EXAMINER'S NOTE:</strong> Follow responsibility as carefully as you follow the money. </p> <hr> <p style="text-align:center;"> [[QUESTION FINAL WITNESS->Case 003 Witness 02 Derrick]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>WITNESS 02</h1> <h2>DERRICK ELLIS</h2> <p><strong>Husband • Father</strong></p> </div> <hr> <p> Derrick does not dispute the evidence. </p> <p> Jordan is his son. </p> <p> Years before meeting Monica, Derrick had a relationship that ended shortly after Jordan was born. </p> <p> For years, Derrick had little contact with his son. </p> <p> When Jordan contacted him again, Derrick says he saw an opportunity to repair something he had regretted for most of his adult life. </p> <p> <strong>“I wanted to help my son. I wanted a chance to do something right.”</strong> </p> <p> Why didn't he tell Monica? </p> <p> Derrick pauses. </p> <p> <strong>“At first, I thought I needed time to understand what Jordan wanted.”</strong> </p> <p> But months passed. </p> <p> <strong>“Then I was ashamed that I hadn't told her sooner. Every month I waited made the conversation harder.”</strong> </p> <p> Why the secret bank account? </p> <p> <strong>“Because once I started helping Jordan financially, I knew Monica would see the transfers. I told myself I would explain everything when the time was right.”</strong> </p> <p> Was he planning to leave Monica? </p> <p> <strong>“No.”</strong> </p> <p> Was Jordan more important than his marriage? </p> <p> <strong>“It was never supposed to be one or the other.”</strong> </p> <p> Then Derrick adds: </p> <p> <strong>“I thought I was protecting everyone from a painful truth. I understand now that I was protecting myself from having to tell it.”</strong> </p> <hr> <p><strong>QUESTION:</strong></p> <p> What does Derrick's testimony most strongly establish? </p> <p> [[A. Derrick intended to abandon Monica once Jordan became financially independent.->Case 003 Witness 02 Wrong A]] </p> <p> [[B. Derrick concealed Jordan and the financial support largely because he feared the consequences of disclosure and continued avoiding the truth.->Case 003 Witness 02 Correct]] </p> <p> [[C. Derrick was justified in deceiving Monica because he was helping his son.->Case 003 Witness 02 Wrong C]] </p> <p> [[D. Jordan caused Derrick to choose between fatherhood and marriage.->Case 003 Witness 02 Wrong D]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> Nothing in Derrick's testimony establishes that he intended to abandon Monica. </p> <p> He admits concealment, but an intention to end the marriage is not supported by the evidence. </p> <p> <strong>EXAMINER'S NOTE:</strong> Deception may damage a marriage without proving an intention to leave it. </p> <hr> <p style="text-align:center;"> [[MAKE FINAL FINDING->Case 003 Final Finding 01]] </p> </div>

(set: $case3score to $case3score + 10) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>CORRECT FINDING</h2> </div> <hr> <p> Derrick's testimony establishes that fear, shame, and avoidance contributed to his decision to conceal Jordan and the financial support from Monica. </p> <p> What began as a difficult truth became a prolonged deception because Derrick repeatedly postponed disclosure. </p> <p> <strong>EXAMINER'S NOTE:</strong> A truth avoided today can become a much larger betrayal tomorrow. </p> <p style="text-align:center;"><strong>+10 POINTS</strong></p> <hr> <p style="text-align:center;"> [[MAKE FINAL FINDING->Case 003 Final Finding 01]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> Helping Jordan does not make Derrick's deception of Monica justified. </p> <p> The investigation must evaluate the financial support separately from the decision to conceal his son and the hidden account. </p> <p> <strong>EXAMINER'S NOTE:</strong> A good intention does not automatically justify a dishonest method. </p> <hr> <p style="text-align:center;"> [[MAKE FINAL FINDING->Case 003 Final Finding 01]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> The evidence does not establish that Jordan forced Derrick to choose between his son and his marriage. </p> <p> Derrick made the decision to conceal the relationship rather than disclose it to Monica. </p> <p> <strong>EXAMINER'S NOTE:</strong> Do not manufacture a choice the evidence never established. </p> <hr> <p style="text-align:center;"> [[MAKE FINAL FINDING->Case 003 Final Finding 01]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>FINAL FINDING 01</h1> <h2>PRIMARY CAUSE OF DEATH</h2> </div> <hr> <p> The investigation established that Derrick secretly reconnected with his adult son, created a separate financial account, transferred money to Jordan, and concealed all of it from Monica. </p> <p> Helping his son was not itself evidence of betrayal. </p> <p> The examiner must determine what caused the greatest damage to the marriage. </p> <hr> <p><strong>WHAT WAS THE PRIMARY CAUSE?</strong></p> <p> [[A. Derrick's decision to financially help Jordan.->Case 003 Finding 01 Wrong A]] </p> <p> [[B. Monica's reaction after discovering the account.->Case 003 Finding 01 Wrong B]] </p> <p> [[C. Prolonged deception and erosion of trust caused by concealing Jordan, the account, and the financial activity.->Case 003 Finding 01 Correct]] </p> <p> [[D. Jordan's decision to reconnect with Derrick.->Case 003 Finding 01 Wrong D]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> The evidence does not establish that helping Jordan was what destroyed the marriage. </p> <p> The investigation distinguishes Derrick's decision to help his son from his decision to hide that relationship and the money from Monica. </p> <p> <strong>EXAMINER'S NOTE:</strong> Do not confuse the purpose of the secret with the damage caused by keeping it. </p> <hr> <p style="text-align:center;"> [[MAKE FINAL FINDING 02->Case 003 Final Finding 02]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> Monica's reaction occurred after she discovered months of concealed financial activity and a major undisclosed relationship in Derrick's life. </p> <p> Her reaction did not create the underlying deception. </p> <p> <strong>EXAMINER'S NOTE:</strong> Do not mistake the response to a discovery for the cause of the underlying injury. </p> <hr> <p style="text-align:center;"> [[MAKE FINAL FINDING 02->Case 003 Final Finding 02]] </p> </div>

(set: $case3score to $case3score + 30) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>CORRECT FINDING</h2> </div> <hr> <p> The evidence supports prolonged deception and erosion of trust as the primary cause. </p> <p> Derrick's support of Jordan was not the central betrayal. The damage came from concealing his son, the account, the transfers, and the truth from Monica. </p> <p> <strong>OFFICIAL FINDING:</strong><br> PROLONGED DECEPTION AND EROSION OF TRUST </p> <p style="text-align:center;"><strong>+30 POINTS</strong></p> <hr> <p style="text-align:center;"> [[MAKE FINAL FINDING 02->Case 003 Final Finding 02]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> Jordan's decision to reconnect with his father did not require Derrick to deceive Monica. </p> <p> The evidence establishes that Derrick made the continuing decision to postpone disclosure. </p> <p> <strong>EXAMINER'S NOTE:</strong> The arrival of a difficult circumstance and the way someone handles it are two different pieces of evidence. </p> <hr> <p style="text-align:center;"> [[MAKE FINAL FINDING 02->Case 003 Final Finding 02]] </p> </div>

(set: $case3score to $case3score + 30) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h2>CORRECT FINDING</h2> </div> <hr> <p> The evidence supports fear of disclosure, shame, avoidance, financial secrecy, and repeated postponement of the truth as contributing factors. </p> <p> Derrick's original problem was difficult. His repeated decision not to disclose it allowed the problem to become a sustained deception. </p> <p> <strong>OFFICIAL CONTRIBUTING FACTORS:</strong><br> FEAR OF DISCLOSURE • SHAME • AVOIDANCE • FINANCIAL SECRECY • POSTPONEMENT OF TRUTH </p> <p style="text-align:center;"><strong>+30 POINTS</strong></p> <hr> <p style="text-align:center;"> [[VIEW CASE FINDINGS->Case 003 Findings]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> Jordan's financial needs and Derrick's responsibilities as a father explain part of the situation, but they do not explain the continuing deception. </p> <p> Monica's discovery also occurred after the secrecy was already established. </p> <p> <strong>EXAMINER'S NOTE:</strong> Look for the behaviors that allowed the injury to continue. </p> <hr> <p style="text-align:center;"> [[VIEW CASE FINDINGS->Case 003 Findings]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> The evidence does not establish that this marriage failed because of a disagreement over financially supporting an adult child. </p> <p> Monica was never given the opportunity to participate in that discussion because Jordan and the financial support were concealed from her. </p> <p> <strong>EXAMINER'S NOTE:</strong> A disagreement that never occurred cannot explain the established deception. </p> <hr> <p style="text-align:center;"> [[VIEW CASE FINDINGS->Case 003 Findings]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"><h2>INCORRECT FINDING</h2></div> <hr> <p> The investigation established no evidence of infidelity, gambling, secret debt, or a plan to leave the marriage. </p> <p> Those theories may have seemed possible when the hidden account was first discovered, but later evidence did not support them. </p> <p> <strong>EXAMINER'S NOTE:</strong> A good examiner allows new evidence to eliminate an earlier theory. </p> <hr> <p style="text-align:center;"> [[VIEW CASE FINDINGS->Case 003 Findings]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>OFFICIAL CASE FINDINGS</h1> <p> <strong>CASE 003 — THE SECRET ACCOUNT</strong> </p> <hr> <h3>THE SECRET ACCOUNT</h3> <p> The hidden money initially raised several possibilities: </p> <p> An affair.<br> Gambling.<br> Secret debt.<br> Plans to leave the marriage. </p> <p> <strong>The evidence established something different.</strong> </p> <hr> <p> <strong>IDENTITY OF J. ELLIS:</strong><br> JORDAN ELLIS — DERRICK'S ADULT SON </p> <p> <strong>PURPOSE OF THE MONEY:</strong><br> FINANCIAL SUPPORT FOR JORDAN </p> <p> <strong>PRIMARY CAUSE OF DEATH:</strong><br> PROLONGED DECEPTION AND EROSION OF TRUST </p> <p> <strong>CONTRIBUTING FACTORS:</strong><br> FEAR OF DISCLOSURE • SHAME • AVOIDANCE • FINANCIAL SECRECY • POSTPONEMENT OF TRUTH </p> <hr> <h2>THE MONEY DIDN'T KILL THE MARRIAGE.</h2> <h2>WHAT DERRICK HID BEHIND IT DID.</h2> <hr> <p> Derrick's desire to reconnect with and help his son was not the injury. </p> <p> The injury came from allowing fear and avoidance to turn a difficult truth into an ongoing deception. </p> <p> <strong>RELATIONSHIP EXAMINER PRINCIPLE:</strong> </p> <p> Sometimes the secret begins as something a person is afraid to explain. </p> <p> But the longer the truth is hidden, the more the secrecy itself becomes the problem. </p> <hr> <h2>FINAL SCORE</h2> <h1>$case3score / 100</h1> <p> [[VIEW EXAMINER RANK->Case 003 Examiner Rank]] </p> </div> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>EXAMINER RANK</h1> <p> CASE 003 — THE SECRET ACCOUNT </p> <h2>FINAL SCORE</h2> <h1>$case3score / 100</h1> <hr> (if: $case3score >= 90)[ <h1>CHIEF<br>RELATIONSHIP<br>EXAMINER</h1> <p> Exceptional investigation. You separated suspicion from evidence and identified the deeper injury behind the secret account. </p> ] (else-if: $case3score >= 75)[ <h1>SENIOR<br>EXAMINER</h1> <p> Strong investigation. You followed the evidence beyond the obvious explanation and uncovered the deeper trust issue. </p> ] (else-if: $case3score >= 60)[ <h1>INVESTIGATOR</h1> <p> Good investigative work. Some conclusions may have been reached before all of the evidence was established. </p> ] (else-if: $case3score >= 40)[ <h1>EXAMINER<br>IN TRAINING</h1> <p> The evidence revealed more than the hidden money. Review the distinction between suspicion, motive, and proof. </p> ] (else:)[ <h1>CASE REQUIRES<br>REEXAMINATION</h1> <p> Several conclusions were reached without sufficient evidence. A relationship examiner follows the evidence—even when it changes the original theory. </p> ] <hr> <p> [[CLOSE CASE->Case 003 Closed]] </p> </div> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>CASE CLOSED</h1> <h2>CASE 003</h2> <h2>THE SECRET ACCOUNT</h2> <hr> <h2>FINAL SCORE</h2> <h1>$case3score / 100</h1> <hr> <p><strong>OFFICIAL FINDINGS</strong></p> <p> <strong>SECRET ACCOUNT:</strong><br> CONFIRMED </p> <p> <strong>IDENTITY OF J. ELLIS:</strong><br> JORDAN ELLIS — DERRICK'S ADULT SON </p> <p> <strong>PURPOSE OF THE MONEY:</strong><br> FINANCIAL SUPPORT FOR JORDAN </p> <p> <strong>PRIMARY CAUSE OF DEATH:</strong><br> PROLONGED DECEPTION AND EROSION OF TRUST </p> <p> <strong>CONTRIBUTING FACTORS:</strong><br> FEAR OF DISCLOSURE • SHAME • AVOIDANCE • FINANCIAL SECRECY • POSTPONEMENT OF TRUTH </p> <hr> <h2>THE MONEY DIDN'T KILL THE MARRIAGE.</h2> <h2>THE SECRECY DID.</h2> <hr> <p><strong>RELATIONSHIP EXAMINER PRINCIPLE:</strong></p> <p> A difficult truth may hurt when it is revealed. </p> <p> But hiding it can create an entirely different injury: <strong>the loss of trust.</strong> </p> <hr> <p> The case may be closed—but the lessons continue. </p> <p> Explore the relationship insights behind the investigation in </p> <p> <strong><em>AUTOPSY OF DIVORCE</em></strong><br> by Michelle Granger </p> <p style="margin-top:25px;"> <a href="https://www.amazon.com/dp/B0HG2M124N" target="_blank" style=" display:inline-block; background:#7a211d; color:white; padding:14px 28px; text-decoration:none; font-weight:bold; letter-spacing:1px; border-radius:3px;"> AVAILABLE ON AMAZON </a> </p> <hr> <p style="font-size:0.85em; line-height:1.6;"> <strong>© 2026 Michelle Granger. All Rights Reserved.</strong> </p> <p style="font-size:0.85em; line-height:1.6;"> <em>Autopsy of Divorce — Investigative Trivia</em><br> and all original case narratives, characters, questions, gameplay content, educational material, and associated text are created by and owned by Michelle Granger. </p> <p style="font-size:0.85em; line-height:1.6;"> No part of this interactive experience may be copied, reproduced, republished, distributed, adapted, or commercially used without written permission from the copyright owner, except as permitted by applicable law. </p> <p style="font-size:0.85em;"> <strong>Unauthorized reproduction or redistribution is prohibited.</strong> </p> </div> </div>

(set: $case3score to 0) <div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>CASE 003</h1> <h2>THE SECRET ACCOUNT</h2> <p><strong>AUTOPSY OF DIVORCE — INVESTIGATIVE TRIVIA</strong></p> <p>4 EXHIBITS • 2 WITNESSES • 2 FINAL FINDINGS</p> <hr> <p><strong>CASE STATUS: OPEN</strong></p> </div> <hr> <h2 style="text-align:center;">THE DISCOVERY</h2> <p> Monica Ellis wasn't looking for evidence. </p> <p> She was looking for a tax document. </p> <p> Instead, she found a bank statement addressed to her husband, Derrick. </p> <p> The account was in his name alone. </p> <p> Monica had never seen it before. </p> <p style="text-align:center;"> <strong>BALANCE: $24,850.00</strong> </p> <p> As she examined the statement, another detail caught her attention. </p> <p> Money had been moving from accounts connected to their household finances into this account for months. </p> <p> When Monica confronted Derrick, he didn't deny the account. </p> <p> But he wouldn't immediately explain everything either. </p> <p> <strong>“I wasn't stealing from our marriage. I was trying to protect us.”</strong> </p> <p> Monica stared at him. </p> <p> <strong>“You don't protect a marriage by hiding money from your spouse.”</strong> </p> <hr> <h2 style="text-align:center;">YOUR ASSIGNMENT</h2> <p style="text-align:center;"> Follow the money.<br><br> Examine the evidence.<br><br> Question the witnesses.<br><br> Separate the purpose of the money from the consequences of the secrecy. </p> <hr> <h2 style="text-align:center;">WHAT WAS THE MONEY REALLY FOR?</h2> <p style="text-align:center;"> <strong>Do not assume.<br><br> Follow the evidence.</strong> </p> <p style="text-align:center;"> [[BEGIN INVESTIGATION->Case 003 Exhibit 01]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>EXHIBIT 01</h1> <h2>THE BANK STATEMENT</h2> </div> <hr> <p> The statement Monica discovered belongs to an account held solely in Derrick Ellis's name. </p> <p style="text-align:center;"> <strong>CURRENT BALANCE: $24,850.00</strong> </p> <p> The account was opened approximately eleven months earlier. </p> <p> Records show recurring transfers into the account from money Derrick normally contributed toward household expenses. </p> <p> The transfers varied in amount and did not occur on the same date each month. </p> <p> Monica says she had no knowledge of the account. </p> <hr> <p><strong>QUESTION:</strong></p> <p> What can the examiner reasonably establish from this evidence? </p> <p> [[A. Derrick was preparing to leave Monica.->Case 003 Exhibit 01 Wrong A]] </p> <p> [[B. Derrick maintained a significant financial account without Monica's knowledge.->Case 003 Exhibit 01 Correct]] </p> <p> [[C. Derrick was gambling with the family's money.->Case 003 Exhibit 01 Wrong C]] </p> <p> [[D. Derrick was financially supporting another romantic partner.->Case 003 Exhibit 01 Wrong D]] </p> </div>

<div class="case-dossier" style="max-width:820px; width:92%; margin:0 auto;"> <div style="text-align:center;"> <h1>FINAL FINDING 02</h1> <h2>CONTRIBUTING FACTORS</h2> </div> <hr> <p> The primary injury has been identified: </p> <p style="text-align:center;"> <strong>PROLONGED DECEPTION AND EROSION OF TRUST</strong> </p> <p> But an autopsy must also identify the conditions that allowed the damage to continue. </p> <hr> <p><strong>Which combination is best supported by the evidence?</strong></p> <p> [[A. Fear of disclosure, shame, avoidance, financial secrecy, and repeated postponement of the truth.->Case 003 Finding 02 Correct]] </p> <p> [[B. Jordan's financial needs, Monica's curiosity, and Derrick's responsibility as a father.->Case 003 Finding 02 Wrong B]] </p> <p> [[C. Financial hardship and disagreement over how much money parents should give adult children.->Case 003 Finding 02 Wrong C]] </p> <p> [[D. Infidelity, gambling, secret debt, and plans to leave the marriage.->Case 003 Finding 02 Wrong D]] </p> </div>