apex-loop/apex_loop_deck.html at main · fetch-rewards/apex-loop · GitHub

1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
145
146
147
148
149
150
151
152
153
154
155
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173
174
175
176
177
178
179
180
181
182
183
184
185
186
187
188
189
190
191
192
193
194
195
196
197
198
199
200
201
202
203
204
205
206
207
208
209
210
211
212
213
214
215
216
217
218
219
220
221
222
223
224
225
226
227
228
229
230
231
232
233
234
235
236
237
238
239
240
241
242
243
244
245
246
247
248
249
250
251
252
253
254
255
256
257
258
259
260
261
262
263
264
265
266
267
268
269
270
271
272
273
274
275
276
277
278
279
280
281
282
283
284
285
286
287
288
289
290
291
292
293
294
295
296
297
298
299
300
301
302
303
304
305
306
307
308
309
310
311
312
313
314
315
316
317
318
319
320
321
322
323
324
325
326
327
328
329
330
331
332
333
334
335
336
337
338
339
340
341
342
343
344
345
346
347
348
349
350
351
352
353
354
355
356
357
358
359
360
361
362
363
364
365
366
367
368
369
370
371
372
373
374
375
376
377
378
379
380
381
382
383
384
385
386
387
388
389
390
391
392
393
394
395
396
397
398
399
400
401
402
403
404
405
406
407
408
409
410
411
412
413
414
415
416
417
418
419
420
421
422
423
424
425
426
427
428
429
430
431
432
433
434
435
436
437
438
439
440
441
442
443
444
445
446
447
448
449
450
451
452
453
454
455
456
457
458
459
460
461
462
463
464
465
466
467
468
469
470
471
472
473
474
475
476
477
478
479
480
481
482
483
484
485
486
487
488
489
490
491
492
493
494
495
496
497
498
499
500
501
502
503
504
505
506
507
508
509
510
511
512
513
514
515
516
517
518
519
520
521
522
523
524
525
526
527
528
529
530
531
532
533
534
535
536
537
538
539
540
541
542
543
544
545
546
547
548
549
550
551
552
553
554
555
556
557
558
559
560
561
562
563
564
565
566
567
568
569
570
571
572
573
574
575
576
577
578
579
580
581
582
583
584
585
586
587
588
589
590
591
592
593
594
595
596
597
598
599
600
601
602
603
604
605
606
607
608
609
610
611
612
613
614
615
616
617
618
619
620
621
622
623
624
625
626
627
628
629
630
631
632
633
634
635
636
637
638
639
640
641
642
643
644
645
646
647
648
649
650
651
652
653
654
655
656
657
658
659
660
661
662
663
664
665
666
667
668
669
670
671
672
673
674
675
676
677
678
679
680
681
682
683
684
685
686
687
688
689
690
691
692
693
694
695
696
697
698
699
700
701
702
703
704
705
706
707
708
709
710
711
712
713
714
715
716
717
718
719
720
721
722
723
724
725
726
727
728
729
730
731
732
733
734
735
736
737
738
739
740
741
742
743
744
745
746
747
748
749
750
751
752
753
754
755
756
757
758
759
760
761
762
763
764
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="utf-8">
<meta name="viewport" content="width=device-width, initial-scale=1">
<title>Apex Loop — Demo Day Deck</title>
<style>
  :root{
    --pur-deep:#2f1364; --pur:#4a2287; --pur-bright:#6a35b0; --pur-card:#3a1c73; --gate:#4a2050;
    --lime:#e8f59e; --lime-dim:#c9d97e; --orange:#fa6400;
    --white:#fff; --lav:#d3c8ea; --lav-dim:#a99cc9; --line:rgba(232,245,158,.22); --card-line:rgba(205,191,230,.16);
    --sans:-apple-system,"Segoe UI",Inter,Roboto,sans-serif; --mono:"SF Mono",ui-monospace,Menlo,monospace;
    --iwbg:url("data:image/png;base64,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");
  }
  *{box-sizing:border-box}
  body{margin:0; background:#160c28; font-family:var(--sans); color:var(--white)}
  .slide{
    width:1280px; height:720px; margin:24px auto; padding:58px 72px 72px;
    position:relative; overflow:hidden; display:flex; flex-direction:column;
    border-radius:16px; color:var(--white);
    background:radial-gradient(120% 130% at 82% 12%, var(--pur-bright) 0%, var(--pur) 44%, var(--pur-deep) 100%);
    box-shadow:0 10px 40px rgba(0,0,0,.38);
  }
  .slide::before{content:""; position:absolute; inset:0; pointer-events:none;
    background-image:var(--iwbg); background-size:cover; background-position:center; opacity:.07}
  .slide.bleed::before{opacity:.32}
  .slide::after{content:""; position:absolute; inset:0; pointer-events:none;
    background:linear-gradient(180deg, rgba(22,12,40,.30) 0%, rgba(22,12,40,.16) 45%, rgba(22,12,40,.22) 100%)}
  .slide.bleed::after{background:linear-gradient(180deg, rgba(22,12,40,.10) 0%, rgba(22,12,40,.12) 55%, rgba(22,12,40,.55) 100%)}
  .slide > *{position:relative; z-index:1}
  .slide.title{justify-content:center; align-items:center; text-align:center}
  .slide.title .sub{max-width:34ch; margin-left:auto; margin-right:auto}
  .slide.title .meta{margin-top:22px}
  .kicker{font-size:14px; font-weight:800; letter-spacing:.12em; text-transform:uppercase; color:var(--lime); margin:0 0 10px}
  .kicker .arc{color:var(--lav-dim); font-weight:600}
  h1{font-size:92px; line-height:.96; margin:0 0 20px; letter-spacing:-.02em; color:var(--lime); font-weight:800}
  h2{font-size:39px; line-height:1.08; margin:0 0 18px; letter-spacing:-.01em; color:var(--white); font-weight:800}
  .sub{font-size:24px; color:var(--lav); line-height:1.36; margin:0 0 20px; max-width:66ch}
  .accent{color:var(--lime); font-weight:800}
  .paccent{color:var(--orange); font-weight:800}
  b{color:var(--white)}
  .foot{position:absolute; left:72px; right:72px; bottom:26px; display:flex; justify-content:space-between;
    font-size:13px; color:var(--lav-dim); border-top:1px solid var(--line); padding-top:11px; z-index:1}
  .foot .n{font-variant-numeric:tabular-nums}
  .meta{font-size:19px; color:var(--lav); margin-top:auto; line-height:1.5}
  .meta span{color:var(--lime); font-weight:700}
  .body-center{margin:auto 0}
  .callout{padding:17px 24px; border-left:4px solid var(--lime); background:rgba(232,245,158,.09);
    border-radius:0 12px 12px 0; font-size:21px; line-height:1.42; color:var(--white)}
  .callout.p{border-left-color:var(--orange); background:rgba(250,100,0,.12)}
  .hyp{font-size:20px; line-height:1.42; color:var(--lav); margin-top:14px}
  .unknowns{margin-top:8px; border-top:1px solid rgba(211,200,234,.22); padding-top:8px}
  .unknowns .uh{font-size:12.5px; font-weight:800; letter-spacing:.11em; text-transform:uppercase; color:var(--lav-dim,#9d8bc4); margin-bottom:9px}
  .unknowns .urow{display:flex; flex-wrap:wrap; gap:9px}
  .unknowns .u{font-size:14.5px; line-height:1.3; color:var(--lav); background:rgba(211,200,234,.07); border:1px solid rgba(211,200,234,.16); border-radius:9px; padding:8px 13px; flex:1 1 40%}
  .unknowns .u b{color:var(--white); font-weight:700}
  .hyp .lbl{font-weight:800; color:var(--lime)}

  /* Problem: before/after scale diagram */
  .ba{display:grid; grid-template-columns:1fr 64px 1fr; align-items:center; margin:6px 0}
  .ba .panel{border:1px solid var(--card-line); border-radius:16px; padding:22px 24px; background:var(--pur-card); box-shadow:0 4px 16px rgba(0,0,0,.28)}
  .ba .phead{font-size:13px; font-weight:800; letter-spacing:.06em; text-transform:uppercase; margin-bottom:14px}
  .ba .today .phead{color:var(--orange)} .ba .apex .phead{color:var(--lime)}
  .ba .pair{display:flex; align-items:center; gap:10px; margin:9px 0; font-size:17px; color:var(--lav)}
  .ba .chip{font-size:13px; font-weight:800; padding:5px 12px; border-radius:9px}
  .ba .human{background:#5a2f2f; color:#ffb4a0} .ba .agent{background:#2f3f5a; color:#a8c6ff}
  .ba .loop{background:var(--lime); color:#33380f}
  .ba .arrow{text-align:center; color:var(--lav-dim); font-size:30px}
  .ba .many{font-size:15px; color:var(--lav-dim); margin-top:10px}

  /* Loop ring (8 stages, animated) */
  .ring-wrap{margin:auto 0; display:flex; justify-content:center}
  .ring-wrap svg{max-height:372px; width:100%}
  .edge{fill:none; stroke:#b9a6df; stroke-width:2.5; stroke-dasharray:6 8; stroke-linecap:round; animation:flow 1.2s linear infinite}
  .edge.auto{stroke:#a6e06a}
  .edge.manual{stroke:#f2c94c}
  .edge.decide{stroke:var(--orange); stroke-width:3}
  .edge.gate{stroke:var(--orange); stroke-width:3}
  @keyframes flow{to{stroke-dashoffset:-28}}
  /* mid-edge maturity pills (today = mostly manual) */
  .epill{font-size:10.5px; font-weight:800; letter-spacing:.06em; text-transform:uppercase}
  .epill rect{rx:8; ry:8}
  .epill.auto rect{fill:rgba(166,224,106,.16); stroke:rgba(166,224,106,.5)}
  .epill.auto text{fill:#c3ef94}
  .epill.manual rect{fill:rgba(242,201,76,.15); stroke:rgba(242,201,76,.5)}
  .epill.manual text{fill:#f6d976}
  .epill.decide rect{fill:rgba(250,100,0,.2); stroke:rgba(250,100,0,.65)}
  .epill.decide text{fill:#ff9a52}
  .epill rect{stroke-width:1}
  .today-tag{fill:var(--orange); font-size:13px; font-weight:800; letter-spacing:.01em}
  .vision-tag{fill:#a6e06a; font-size:13px; font-weight:800; letter-spacing:.01em}
  .rn{box-sizing:border-box; height:100%; border:1px solid var(--card-line); border-top:3px solid var(--lime);
    border-radius:12px; padding:10px 12px; background:var(--pur-card); box-shadow:0 4px 14px rgba(0,0,0,.3)}
  .rn .rnn{font-size:12.5px; font-weight:800; color:var(--lime); letter-spacing:.02em}
  .rn .rnd{font-size:12px; line-height:1.26; color:var(--lav); margin-top:3px}
  .rn.gate{border-top-color:var(--orange); background:var(--gate)}
  .rn.gate .rnn{color:var(--orange)}

  /* metrics */
  .metrics{display:flex; gap:16px; margin:6px 0 14px}
  .metric{flex:1; border:1px solid var(--card-line); border-radius:14px; padding:17px 19px; background:var(--pur-card); box-shadow:0 4px 14px rgba(0,0,0,.26)}
  .metric .big{font-size:36px; font-weight:800; color:var(--lime); font-variant-numeric:tabular-nums; letter-spacing:-.01em}
  .metric.p .big{color:var(--orange)}
  .metric .lbl{font-size:14px; color:var(--lav); line-height:1.3; margin-top:5px}

  /* use-case cards + video */
  .exec{display:grid; grid-template-columns:1.15fr 1fr; gap:22px; margin:6px 0 14px; align-items:start}
  .cards{display:grid; gap:12px}
  .uc-card{border:1px solid var(--card-line); border-left:3px solid var(--lime); border-radius:12px; padding:13px 16px; background:var(--pur-card)}
  .uc-card .uh{font-size:17px; font-weight:800; color:var(--white)}
  .uc-card .um{font-size:14px; color:var(--lav); margin-top:3px; line-height:1.3}
  .uc-card .um em{color:var(--lime); font-style:normal; font-weight:700}
  .videobox{border:1px solid var(--card-line); border-radius:14px; overflow:hidden; background:#000; box-shadow:0 6px 20px rgba(0,0,0,.35); aspect-ratio:16/9}
  .videobox video{display:block; width:100%; height:100%; object-fit:contain; background:#000}
  .videobox .ph{display:block; width:100%; height:100%; object-fit:cover}
  .videobox .ph{background:var(--gate); display:flex; align-items:center; justify-content:center; flex-direction:column; color:var(--lav); font-size:15px; text-align:center; padding:16px}
  .videobox .ph .pi{font-size:34px; color:var(--lime); margin-bottom:8px}
  .videocap{font-size:13px; color:var(--lav-dim); margin-top:7px; text-align:center}

  /* Impact: scale visual */
  .scale{display:grid; grid-template-columns:200px 90px 1fr; align-items:center; margin:6px 0 16px}
  .scale .oneloop{background:var(--lime); color:#33380f; border-radius:16px; padding:22px; text-align:center; box-shadow:0 6px 20px rgba(232,245,158,.25)}
  .scale .oneloop .l1{font-size:15px; font-weight:800; letter-spacing:.05em; text-transform:uppercase}
  .scale .oneloop .l2{font-size:34px; font-weight:800; margin-top:2px}
  .scale .fan{text-align:center; color:var(--lav-dim); font-size:34px}
  .scale .agents{display:grid; grid-template-columns:repeat(3,1fr); gap:10px}
  .scale .ag{border:1px solid var(--card-line); border-radius:11px; padding:12px 10px; background:var(--pur-card); font-size:14px; color:var(--lav); text-align:center}
  .scale .ag b{color:var(--white); display:block; font-size:15px}
  ul.tight{margin:4px 0 0; padding:0; list-style:none}
  ul.tight li{font-size:20px; line-height:1.36; margin:0 0 9px; padding-left:28px; position:relative; color:var(--lav)}
  ul.tight li::before{content:""; position:absolute; left:0; top:10px; width:11px; height:11px; border-radius:3px; background:var(--lime)}

  /* per-use-case slide: system explanation (left) + demo (right) */
  .uc-slide{display:grid; grid-template-columns:1fr 1fr; gap:36px; align-items:center; margin:auto 0}
  .uc-tag{font-size:13px; font-weight:800; letter-spacing:.05em; text-transform:uppercase; padding:5px 13px; border-radius:999px; display:inline-block; background:rgba(232,245,158,.14); color:var(--lime); margin-bottom:14px}
  .uc-slide .what{font-size:22px; color:var(--lav); line-height:1.4; margin:0 0 18px}
  .uc-slide .what b{color:var(--white)}
  .uc-rows .row{display:flex; gap:12px; margin:11px 0; font-size:17px; color:var(--lav); line-height:1.35}
  .uc-rows .rk{flex:0 0 118px; font-size:12px; font-weight:800; letter-spacing:.04em; text-transform:uppercase; color:var(--lime); padding-top:2px}
  .uc-todo{margin-top:16px; font-size:14px; font-style:italic; color:var(--lav-dim); border-left:3px solid var(--lav-dim); padding-left:12px}
  /* per-use-case realization table: what each block IS for this case */
  .realize{width:100%; border-collapse:collapse; margin:2px 0 16px}
  .realize caption{text-align:left; font-size:12px; font-weight:800; letter-spacing:.09em; text-transform:uppercase; color:var(--lav-dim); padding-bottom:8px}
  .realize td{padding:6px 0; border-bottom:1px solid rgba(211,200,234,.12); vertical-align:top; line-height:1.32}
  .realize tr:last-child td{border-bottom:none}
  .realize .blk{font-size:13px; font-weight:800; color:var(--lime); white-space:nowrap; padding-right:16px; width:1%}
  .realize .rz{font-size:14.5px; color:var(--lav)}
  .realize .rz b{color:var(--white); font-weight:700}
  .realize tr.gate .blk{color:var(--orange)}
  .uc-metrics{display:flex; gap:12px; margin-top:6px}
  .uc-metrics .m{flex:1; border:1px solid var(--card-line); border-radius:11px; padding:12px 14px; background:var(--pur-card)}
  .uc-metrics .m .b{font-size:26px; font-weight:800; color:var(--lime); font-variant-numeric:tabular-nums}
  .uc-metrics .m.p .b{color:var(--orange)}
  .uc-metrics .m .l{font-size:12px; color:var(--lav); line-height:1.25; margin-top:3px}

  /* Problem / gap-at-Fetch slide */
  .gap-cards{display:grid; grid-template-columns:repeat(3,1fr); gap:16px; margin:10px 0 16px}
  .gap-card{display:flex; flex-direction:column; border:1px solid var(--card-line); border-top:3px solid var(--orange); border-radius:12px; padding:15px 18px; background:var(--pur-card); box-shadow:0 4px 14px rgba(0,0,0,.26)}
  .gap-card .gs{font-size:12px; font-weight:800; letter-spacing:.05em; text-transform:uppercase; color:var(--lav-dim)}
  .gap-card .gsig{align-self:flex-start; font-size:10.5px; font-weight:800; letter-spacing:.06em; text-transform:uppercase; padding:3px 9px; border-radius:7px; margin:9px 0 8px; background:rgba(232,245,158,.12); border:1px solid var(--line); color:var(--lime)}
  .gap-card .gt{font-size:19px; font-weight:800; color:var(--white); margin:0 0 8px}
  .gap-card .gd{font-size:14.5px; color:var(--lav); line-height:1.36}
  .gap-card .gd b{color:var(--white); font-weight:700}
  .gap-tags{display:flex; flex-wrap:wrap; gap:8px; margin:2px 0 4px}
  .gap-tags .gi{font-size:14px; color:var(--lav); background:rgba(211,200,234,.07); border:1px solid rgba(211,200,234,.16); border-radius:9px; padding:6px 12px}
  .gap-tags .gi b{color:var(--white); font-weight:700}

  /* Hypothesis / solution-intro slide */
  .hypo{border:1px solid rgba(232,245,158,.35); border-left:4px solid var(--lime); background:rgba(232,245,158,.07);
    border-radius:0 14px 14px 0; padding:16px 22px; margin:0}
  .hypo .hl{font-size:11.5px; font-weight:800; letter-spacing:.11em; text-transform:uppercase; color:var(--lime); margin-bottom:6px}
  .hypo p{margin:0; font-size:17.5px; line-height:1.4; color:var(--lav)}
  .hypo p b{color:var(--white); font-weight:700}
  .hypo .m{color:var(--lime); font-weight:700}
  .oneliner{font-size:19px; line-height:1.42; color:var(--lav); margin:0}
  .oneliner b{color:var(--white); font-weight:700}
  .oneliner .name{color:var(--lime); font-weight:800}
  /* loop flow as chips */
  .flow{display:flex; flex-wrap:wrap; align-items:center; gap:8px 6px; margin:0}
  .flow .fc{font-size:14.5px; font-weight:700; color:var(--white); background:var(--pur-card); border:1px solid var(--card-line); border-radius:9px; padding:8px 13px; white-space:nowrap}
  .flow .fc.dec{border-color:rgba(250,100,0,.6); background:rgba(250,100,0,.14); color:#ff9a52}
  .flow .fc.rep{border-style:dashed; color:var(--lav-dim)}
  .flow .fa{color:var(--lime); font-weight:800; font-size:15px}
  .principle{font-size:16.5px; line-height:1.38; color:var(--lav); margin:0}
  .principle b{color:var(--white); font-weight:700}
  .principle .k{color:var(--orange); font-weight:800}

  /* restructured hypothesis/intro: two-column hero */
  .intro2{display:grid; grid-template-columns:1.05fr 1fr; gap:30px; align-items:stretch; margin:0}
  .intro2 .col{display:flex; flex-direction:column; gap:16px}
  .def{font-size:20px; line-height:1.44; color:var(--lav); margin:0}
  .def .name{color:var(--lime); font-weight:800}
  .def b{color:var(--white); font-weight:700}
  .prin-strip{border-left:4px solid var(--orange); background:rgba(250,100,0,.10); border-radius:0 12px 12px 0; padding:13px 18px; font-size:15.5px; line-height:1.36; color:var(--lav); margin-top:auto}
  .prin-strip b{color:var(--white); font-weight:700}
  .prin-strip .k{color:var(--orange); font-weight:800}
  /* right column: vertical step ladder */
  .ladder-h{font-size:12px; font-weight:800; letter-spacing:.1em; text-transform:uppercase; color:var(--lav-dim); margin:0 0 2px}
  .ladder{display:flex; flex-direction:column; gap:10px; margin:0}
  .step{display:flex; align-items:flex-start; gap:14px; border:1px solid var(--card-line); border-radius:12px; padding:13px 16px; background:var(--pur-card); box-shadow:0 4px 14px rgba(0,0,0,.24)}
  .step .snum{flex:0 0 30px; height:30px; border-radius:9px; background:rgba(232,245,158,.14); border:1px solid var(--line); color:var(--lime); font-weight:800; font-size:15px; display:flex; align-items:center; justify-content:center}
  .step .stx{font-size:15.5px; line-height:1.28; color:var(--lav)}
  .step .stx b{color:var(--white); font-weight:800; display:block; font-size:16px; margin-bottom:1px}
  .step.gate{border-color:rgba(250,100,0,.55); background:var(--gate)}
  .step.gate .snum{background:rgba(250,100,0,.18); border-color:rgba(250,100,0,.5); color:#ff9a52}
  .step.gate .stx b{color:#ff9a52}
  /* measured-by dataset tiles */
  .measured-h{font-size:12px; font-weight:800; letter-spacing:.1em; text-transform:uppercase; color:var(--lav-dim); margin:0 0 24px}
  .dsets{display:grid; grid-template-columns:repeat(3,1fr); gap:16px; margin:0}
  .dset{border:1px solid var(--card-line); border-top:3px solid var(--lime); border-radius:12px; padding:15px 18px; background:var(--pur-card); box-shadow:0 4px 14px rgba(0,0,0,.24)}
  .dset.reg{border-top-color:var(--orange)}
  .dset .dn{font-size:15px; font-weight:800; color:var(--white)}
  .dset .dr{font-size:12px; font-weight:800; letter-spacing:.04em; text-transform:uppercase; color:var(--lime); margin:3px 0 7px}
  .dset.reg .dr{color:#ff9a52}
  .dset .dd{font-size:14px; color:var(--lav); line-height:1.34}
  .dset .dd b{color:var(--white); font-weight:700}

  /* 4-stage workflow: Annotate -> Diagnose -> Optimize -> Prove&Promote */
  .wf{display:flex; align-items:stretch; gap:0; margin:0}
  .wf .stage{flex:1; border:1px solid var(--card-line); border-top:3px solid var(--lime); border-radius:13px; padding:15px 16px 16px; background:var(--pur-card); box-shadow:0 5px 16px rgba(0,0,0,.26); display:flex; flex-direction:column}
  .wf .stage.gate{border-top-color:var(--orange); background:var(--gate)}
  .wf .snum{font-size:11px; font-weight:800; letter-spacing:.08em; text-transform:uppercase; color:var(--lav-dim)}
  .wf .sname{font-size:19px; font-weight:800; color:var(--lime); margin:2px 0 3px}
  .wf .stage.gate .sname{color:#ff9a52}
  .wf .spur{font-size:12.5px; color:var(--lav-dim); line-height:1.3; margin-bottom:10px; min-height:32px}
  .wf ul{margin:0; padding:0; list-style:none; display:flex; flex-direction:column; gap:7px}
  .wf ul li{position:relative; padding-left:16px; font-size:13px; line-height:1.32; color:var(--lav)}
  .wf ul li::before{content:""; position:absolute; left:0; top:7px; width:7px; height:7px; border-radius:2px; background:var(--lime)}
  .wf .stage.gate ul li::before{background:var(--orange)}
  .wf ul li b{color:var(--white); font-weight:700}
  .wf .wa{display:flex; align-items:center; padding:0 7px; color:var(--lime); font-size:20px; font-weight:800}
  .wf .set{display:inline-block; font-size:10.5px; font-weight:800; padding:1px 6px; border-radius:5px; background:rgba(232,245,158,.13); border:1px solid var(--line); color:var(--lime)}
  .wf .set.reg{background:rgba(250,100,0,.14); border-color:rgba(250,100,0,.4); color:#ff9a52}
  .wf-note{font-size:15px; line-height:1.38; color:var(--lav); border-left:4px solid var(--lime); background:rgba(232,245,158,.07); border-radius:0 12px 12px 0; padding:12px 18px; margin:0}
  .wf-note b{color:var(--white); font-weight:700}
  .wf-note .k{color:var(--lime); font-weight:800}

  /* Proof: two side-by-side result panels (HELD vs PROMOTE) */
  .proof2{display:grid; grid-template-columns:1fr 1fr; gap:22px; margin:0}
  .ppanel{border:1px solid var(--card-line); border-radius:14px; padding:18px 20px; background:var(--pur-card); box-shadow:0 5px 18px rgba(0,0,0,.28); display:flex; flex-direction:column}
  .ppanel.held{border-top:3px solid var(--orange)}
  .ppanel.promote{border-top:3px solid #a6e06a}
  .pp-head{display:flex; align-items:center; justify-content:space-between; gap:10px; margin-bottom:4px}
  .pp-agent{font-size:19px; font-weight:800; color:var(--white)}
  .pp-sig{font-size:11.5px; font-weight:700; color:var(--lav-dim); margin:1px 0 12px}
  .verdict{font-size:13px; font-weight:800; letter-spacing:.05em; text-transform:uppercase; padding:5px 13px; border-radius:999px; white-space:nowrap}
  .verdict.held{background:rgba(250,100,0,.16); border:1px solid rgba(250,100,0,.55); color:#ff9a52}
  .verdict.promote{background:rgba(166,224,106,.16); border:1px solid rgba(166,224,106,.55); color:#c3ef94}
  .pp-stats{display:grid; grid-template-columns:1fr 1fr; gap:10px; margin-bottom:12px}
  .pp-stat{border:1px solid var(--card-line); border-radius:10px; padding:10px 12px; background:rgba(0,0,0,.14)}
  .pp-stat .v{font-size:23px; font-weight:800; color:var(--lime); font-variant-numeric:tabular-nums; line-height:1}
  .pp-stat.warn .v{color:#ff9a52}
  .pp-stat .l{font-size:11.5px; color:var(--lav); line-height:1.25; margin-top:5px}
  .pp-foot{font-size:12.5px; color:var(--lav-dim); line-height:1.34; margin-top:auto; border-top:1px solid rgba(211,200,234,.12); padding-top:9px}
  .pp-foot b{color:var(--lav); font-weight:700}
  .pp-gates{display:flex; gap:8px; flex-wrap:wrap; margin-bottom:10px}
  .pp-gates .g{font-size:11px; font-weight:800; color:#c3ef94; background:rgba(166,224,106,.12); border:1px solid rgba(166,224,106,.4); border-radius:7px; padding:3px 9px}

  /* use-case: six-block ladder (replaces the plain realize table) */
  .blocks6{display:flex; flex-direction:column; gap:8px; margin:0 0 16px}
  .b6{display:flex; align-items:flex-start; gap:12px; border:1px solid var(--card-line); border-left:3px solid var(--lime); border-radius:10px; padding:9px 13px; background:var(--pur-card)}
  .b6 .bn{flex:0 0 84px; font-size:12.5px; font-weight:800; letter-spacing:.03em; text-transform:uppercase; color:var(--lime); padding-top:1px}
  .b6 .bd{font-size:14px; line-height:1.32; color:var(--lav)}
  .b6 .bd b{color:var(--white); font-weight:700}
  .b6.gate{border-left-color:var(--orange); background:var(--gate)}
  .b6.gate .bn{color:#ff9a52}

  /* Problem statement: the five things every team re-solves by hand */
  .solve-lead{font-size:12px; font-weight:800; letter-spacing:.09em; text-transform:uppercase; color:var(--lav-dim); margin:6px 0 12px}
  .solve{margin:0 0 16px; padding:0; list-style:none; counter-reset:s; display:grid; grid-template-columns:1fr 1fr; gap:11px 26px}
  .solve li{position:relative; padding-left:40px; font-size:16.5px; line-height:1.34; color:var(--lav); counter-increment:s}
  .solve li::before{content:counter(s); position:absolute; left:0; top:1px; width:27px; height:27px; border-radius:8px; background:rgba(232,245,158,.13); border:1px solid var(--line); color:var(--lime); font-weight:800; font-size:14px; display:flex; align-items:center; justify-content:center}
  .solve li b{color:var(--white); font-weight:700}
  .solve li .a{color:var(--lime); font-weight:700}

  /* Problem: broken-pipeline visual (pieces exist, the link is missing) */
  .pipe{display:flex; align-items:stretch; gap:0; margin:8px 0 20px}
  .pipe .stp{flex:1; border:1px solid var(--card-line); border-top:3px solid var(--lime); border-radius:12px; padding:20px 14px; background:var(--pur-card); box-shadow:0 4px 14px rgba(0,0,0,.26); text-align:center}
  .pipe .stp .si{font-size:26px; line-height:1; margin-bottom:10px}
  .pipe .stp .sn{font-size:16px; font-weight:800; color:var(--white)}
  .pipe .stp .sd{font-size:12.5px; color:var(--lav-dim); margin-top:3px; line-height:1.25}
  .pipe .stp.have .st{display:inline-block; margin-top:8px; font-size:10.5px; font-weight:800; letter-spacing:.06em; text-transform:uppercase; color:#c3ef94; background:rgba(166,224,106,.14); border:1px solid rgba(166,224,106,.4); border-radius:7px; padding:3px 9px}
  .pipe .arr{display:flex; align-items:center; padding:0 6px; color:var(--lime); font-size:22px; font-weight:800}
  /* the missing link */
  .pipe .gap{flex:1.15; border:2px dashed var(--orange); border-radius:12px; padding:14px; background:rgba(250,100,0,.09); text-align:center; display:flex; flex-direction:column; justify-content:center}
  .pipe .gap .gx{font-size:22px; line-height:1; color:var(--orange); font-weight:800}
  .pipe .gap .gn{font-size:15.5px; font-weight:800; color:var(--orange); margin-top:6px}
  .pipe .gap .gsd{font-size:12.5px; color:var(--lav); margin-top:3px; line-height:1.25}
  .pipe .arr.brk{color:var(--orange)}
  .pipe .stp.goal{border-top-color:var(--lav-dim); opacity:.6}
  .pipe .stp.goal .sn{color:var(--lav)}

  /* present mode: one slide at a time, scaled to fit the viewport while locking 16:9 */
  body.present{position:fixed; inset:0; height:100vh; width:100vw; overflow:hidden; background:#0d0720;
    display:flex; align-items:center; justify-content:center}
  /* keep the 1280x720 (16:9) canvas; scale uniformly -> letterboxed, never distorted */
  body.present .slide{position:absolute; left:50%; top:50%; margin:0;
    transform:translate(-50%,-50%) scale(var(--scale,1)); transform-origin:center center;
    opacity:0; visibility:hidden; transition:opacity .3s ease}
  body.present .slide.active{opacity:1; visibility:visible}
  .nav{position:fixed; bottom:18px; left:50%; transform:translateX(-50%); z-index:50;
    display:flex; align-items:center; gap:14px; padding:8px 14px; border-radius:999px;
    background:rgba(22,12,40,.72); border:1px solid rgba(211,200,234,.22); backdrop-filter:blur(8px)}
  .nav button{width:34px; height:34px; border-radius:50%; border:1px solid rgba(211,200,234,.3);
    background:rgba(232,245,158,.10); color:var(--lime); font-size:17px; font-weight:800; cursor:pointer;
    display:flex; align-items:center; justify-content:center; line-height:1; transition:background .12s}
  .nav button:hover{background:rgba(232,245,158,.22)}
  .nav button:disabled{opacity:.3; cursor:default}
  .nav .count{font-size:13px; font-weight:800; color:var(--lav); font-variant-numeric:tabular-nums; min-width:42px; text-align:center}
  @media print{
    @page{size:1280px 720px; margin:0}
    body{background:none}
    body.present{height:auto; overflow:visible; scroll-snap-type:none}
    .nav{display:none}
    .slide{margin:0; border-radius:0; box-shadow:none; page-break-after:always; break-after:page}
    .slide:last-child{page-break-after:auto}
    .edge{animation:none}
    *{-webkit-print-color-adjust:exact; print-color-adjust:exact}
  }
</style>
</head>
<body>

<!-- 1 · TITLE -->
<section class="slide bleed title">
  <p class="kicker">Team 175 · Innovation Week 2026</p>
  <h1>Apex&nbsp;Loop</h1>
  <p class="sub">A self-improvement loop that keeps AI agents good -- automatically, with a human at the one decision that matters.</p>
  <div class="meta">
    Akash Bhapkar · Prakash Chaudhary · Sangam Man Buddhacharya<br>
    Track: <span>Agentic Product Development</span> &nbsp;·&nbsp; Theme: <span>Scale the business</span>
  </div>
  <div class="foot"><span>Apex Loop</span><span class="n">1 / 12</span></div>
</section>

<!-- 2 · THE PROBLEM = THE STATEMENT -->
<section class="slide">
  <p class="kicker">01 · Innovation <span class="arc">— the problem</span></p>
  <h2>Agents drift as the data shifts -- and keeping them healthy takes an engineer babysitting each project.</h2>
  <div class="body-center" style="flex:1; display:flex; flex-direction:column; justify-content:space-evenly; margin:0">
    <p class="sub" style="font-size:21px; margin:0">At Fetch, input data shifts drastically, so agents must keep adapting to hold performance. Teams already have the pieces to <b style="color:var(--white)">detect</b> failures automatically -- and AI tools speed up finding the bug -- but everything after is <span class="paccent">still a human babysitting the agent.</span></p>

    <div class="pipe" style="margin:0">
      <div class="stp have"><div class="si">📡</div><div class="sn">Capture</div><div class="sd">real traces + labels</div><span class="st">automated</span></div>
      <div class="arr">→</div>
      <div class="stp have"><div class="si">📊</div><div class="sn">Score</div><div class="sd">judges + metrics</div><span class="st">automated</span></div>
      <div class="arr">→</div>
      <div class="stp have"><div class="si">🚩</div><div class="sn">Flag</div><div class="sd">individual failures</div><span class="st">automated</span></div>
      <div class="arr brk">⇢</div>
      <div class="gap"><div class="gx">🧑‍💻</div><div class="gn">Then a human, by hand</div><div class="gsd">diagnose · guess a fix · verify · babysit -- every time, on every team</div></div>
    </div>

    <div class="callout p" style="font-size:19px; margin:0"><b>No standard, trustworthy pipeline</b> connects those pieces into continuous improvement -- so no agent stays in <b style="color:var(--white)">maintenance mode</b> without a human, and <b style="color:var(--orange)">every team re-solves it by hand.</b></div>
  </div>
  <div class="foot"><span>Apex Loop</span><span class="n">2 / 12</span></div>
</section>

<!-- 3 · HOW DO YOU KNOW IT'S REAL -->
<section class="slide">
  <p class="kicker">01 · Innovation <span class="arc">— how do you know it's real?</span></p>
  <h2>The same manual gap -- on every agent team we looked at.</h2>
  <div class="body-center" style="flex:1; display:flex; flex-direction:column; justify-content:space-evenly; margin:0">
    <p class="sub" style="font-size:20px; margin:0">Three real Fetch teams -- <b style="color:var(--white)">three different signals</b> -- all hit the same wall: detection is there, the path to a proven fix is not.</p>
    <div class="gap-cards" style="margin:0">
      <div class="gap-card">
        <div class="gs">AI Assistant · Innovation Labs</div>
        <div class="gsig">Fuzzy signal</div>
        <div class="gt">Guess &amp; hope</div>
        <div class="gd"><b>13 LLM judges</b> over hundreds of hand-labeled traces flag bad ones -- but improving still means a person reads transcripts, <b>guesses a prompt change, and hopes</b> nothing else breaks.</div>
      </div>
      <div class="gap-card">
        <div class="gs">Async Matching · SMaC</div>
        <div class="gsig">Crisp signal</div>
        <div class="gt">Can't hand off</div>
        <div class="gd">Annotators audit outputs; when performance drops, engineers <b>manually diagnose, fix, and validate.</b> No loop to heal it -- so they <b>stay tied to the project.</b></div>
      </div>
      <div class="gap-card">
        <div class="gs">Buck Bronson · dev agent</div>
        <div class="gsig">Objective signal</div>
        <div class="gt">Learning is lost</div>
        <div class="gd">Builds fixes autonomously, but not every PR merges. The <b>unmerged PRs are the signal</b> it should learn from -- yet nothing feeds it back.</div>
      </div>
    </div>
    <div class="callout p" style="font-size:19px; margin:0"><b>Different teams, different signals -- the same gap.</b> The pieces to detect failures exist everywhere; <b style="color:var(--orange)">the trustworthy path from failure to proven fix does not -- so the work stays manual and gets redone on every team.</b></div>
  </div>
  <div class="foot"><span>Apex Loop</span><span class="n">3 / 12</span></div>
</section>

<!-- 4 · THE PROBLEM = THE MANUAL LOOP -->
<section class="slide">
  <p class="kicker">01 · Innovation <span class="arc">— the problem</span></p>
  <h2>The loop is six blocks -- and today a human runs almost every step, on every agent.</h2>
  <div class="ring-wrap">
    <svg viewBox="0 0 1000 470" role="img" aria-label="The Apex Loop: six blocks cycling clockwise around a shared memory, with a human gate at Promote.">
      <path class="edge auto"   d="M 580,63 L 706,107"/>
      <path class="edge manual" d="M 786,191 L 786,279"/>
      <path class="edge manual" d="M 706,363 L 580,407"/>
      <path class="edge manual" d="M 420,407 L 294,363"/>
      <path class="edge decide" d="M 214,279 L 214,191"/>
      <path class="edge auto"   d="M 294,107 L 420,63"/>

      <g class="epill auto"><rect x="620" y="52" width="46" height="19" rx="9"/><text x="643" y="65.5" text-anchor="middle">auto</text></g>
      <g class="epill manual"><rect x="808" y="225" width="62" height="19" rx="9"/><text x="839" y="238.5" text-anchor="middle">manual</text></g>
      <g class="epill manual"><rect x="612" y="392" width="62" height="19" rx="9"/><text x="643" y="405.5" text-anchor="middle">manual</text></g>
      <g class="epill manual"><rect x="326" y="392" width="62" height="19" rx="9"/><text x="357" y="405.5" text-anchor="middle">manual</text></g>
      <g class="epill decide"><rect x="126" y="225" width="58" height="19" rx="9"/><text x="155" y="238.5" text-anchor="middle">decide</text></g>
      <g class="epill auto"><rect x="288" y="52" width="46" height="19" rx="9"/><text x="311" y="65.5" text-anchor="middle">auto</text></g>

      <circle cx="500" cy="222" r="82" fill="rgba(232,245,158,.10)" stroke="var(--lime)" stroke-width="1.5"/>
      <text x="500" y="205" text-anchor="middle" font-size="15" font-weight="800" fill="var(--lime)">SHARED MEMORY</text>
      <text x="500" y="227" text-anchor="middle" font-size="12.5" fill="#d3c8ea">golden + learning</text>
      <text x="500" y="244" text-anchor="middle" font-size="12.5" fill="#d3c8ea">+ scorer-val sets</text>
      <text x="500" y="360" text-anchor="middle" class="today-tag">Today: a human runs almost every step.</text>
      <foreignObject x="410" y="0"   width="180" height="70"><div class="rn"><div class="rnn">1 · CAPTURE</div><div class="rnd">serve + log every inference</div></div></foreignObject>
      <foreignObject x="696" y="100" width="180" height="70"><div class="rn"><div class="rnn">2 · SIGNAL</div><div class="rnd">judges score every output</div></div></foreignObject>
      <foreignObject x="696" y="300" width="180" height="70"><div class="rn"><div class="rnn">3 · DIAGNOSE</div><div class="rnd">validate the judges, then report what's failing</div></div></foreignObject>
      <foreignObject x="410" y="400" width="180" height="70"><div class="rn"><div class="rnn">4 · IMPROVE</div><div class="rnd">optimizer rewrites, sandboxed</div></div></foreignObject>
      <foreignObject x="124" y="300" width="180" height="70"><div class="rn"><div class="rnn">5 · PROVE</div><div class="rnd">before/after, CI, safety floor</div></div></foreignObject>
      <foreignObject x="124" y="100" width="180" height="70"><div class="rn gate"><div class="rnn">6 · PROMOTE</div><div class="rnd">human reads the report → ships or holds</div></div></foreignObject>
    </svg>
  </div>
  <div class="callout p" style="margin-top:2px; font-size:18px"><b>That's the cost:</b> one human running these steps, per agent, forever -- the bill grows linearly with every agent you add. <b style="color:var(--orange)">The manual loop is the problem.</b></div>
  <div class="foot"><span>Apex Loop</span><span class="n">4 / 12</span></div>
</section>

<!-- 5 · HYPOTHESIS + INTRODUCING APEX LOOP -->
<section class="slide">
  <p class="kicker">01 · Innovation <span class="arc">— our bet &amp; the idea</span></p>
  <h2>Meet Apex Loop -- agent quality maintained by a loop, not an engineer per agent.</h2>
  <div class="body-center" style="flex:1; display:flex; flex-direction:column; justify-content:center; gap:30px; margin:0">
    <div class="hypo">
      <div class="hl">Our hypothesis</div>
      <p style="font-size:20px">A standardized, human-governed self-improvement loop turns agent failures into <b>regression-tested candidate fixes</b> -- keeping projects in maintenance mode with minimal human effort, faster than per-agent manual tuning.</p>
    </div>

    <div>
      <div class="measured-h">How we measure it -- three datasets</div>
      <div class="dsets">
        <div class="dset"><div class="dn">Learning set</div><div class="dr">Fix rate ↑</div><div class="dd">known failures the loop should <b>resolve</b></div></div>
        <div class="dset"><div class="dn">Held-out set</div><div class="dr">Fix rate ↑</div><div class="dd">unseen failures -- proof it <b>generalizes</b></div></div>
        <div class="dset reg"><div class="dn">Golden set</div><div class="dr">Regression ↓</div><div class="dd">frozen safety net -- <b>nothing breaks</b></div></div>
      </div>
    </div>

    <div class="prin-strip" style="font-size:18px"><b>Guiding principle:</b> <span class="k">humans decide; machines do everything up to the decision.</span> Automation of the toil, not blind autonomy.</div>
  </div>
  <div class="foot"><span>Apex Loop</span><span class="n">5 / 12</span></div>
</section>

<!-- 6 · THE LOOP — VISION (AUTOMATED) -->
<section class="slide">
  <p class="kicker">01 · Innovation <span class="arc">— the loop, automated</span></p>
  <h2>The vision: the loop runs itself. The human only decides what ships.</h2>
  <div class="ring-wrap">
    <svg viewBox="0 0 1000 470" role="img" aria-label="The Apex Loop, automated: every block runs itself, with a single human gate remaining at Promote.">
      <path class="edge auto"   d="M 580,63 L 706,107"/>
      <path class="edge auto"   d="M 786,191 L 786,279"/>
      <path class="edge auto"   d="M 706,363 L 580,407"/>
      <path class="edge auto"   d="M 420,407 L 294,363"/>
      <path class="edge decide" d="M 214,279 L 214,191"/>
      <path class="edge auto"   d="M 294,107 L 420,63"/>

      <g class="epill auto"><rect x="620" y="52" width="46" height="19" rx="9"/><text x="643" y="65.5" text-anchor="middle">auto</text></g>
      <g class="epill auto"><rect x="808" y="225" width="46" height="19" rx="9"/><text x="831" y="238.5" text-anchor="middle">auto</text></g>
      <g class="epill auto"><rect x="620" y="392" width="46" height="19" rx="9"/><text x="643" y="405.5" text-anchor="middle">auto</text></g>
      <g class="epill auto"><rect x="334" y="392" width="46" height="19" rx="9"/><text x="357" y="405.5" text-anchor="middle">auto</text></g>
      <g class="epill decide"><rect x="126" y="225" width="58" height="19" rx="9"/><text x="155" y="238.5" text-anchor="middle">decide</text></g>
      <g class="epill auto"><rect x="288" y="52" width="46" height="19" rx="9"/><text x="311" y="65.5" text-anchor="middle">auto</text></g>

      <circle cx="500" cy="222" r="82" fill="rgba(232,245,158,.10)" stroke="var(--lime)" stroke-width="1.5"/>
      <text x="500" y="205" text-anchor="middle" font-size="15" font-weight="800" fill="var(--lime)">SHARED MEMORY</text>
      <text x="500" y="227" text-anchor="middle" font-size="12.5" fill="#d3c8ea">golden + learning</text>
      <text x="500" y="244" text-anchor="middle" font-size="12.5" fill="#d3c8ea">+ scorer-val sets</text>
      <text x="500" y="360" text-anchor="middle" class="vision-tag">Vision: the loop runs itself.</text>
      <foreignObject x="410" y="0"   width="180" height="70"><div class="rn"><div class="rnn">1 · CAPTURE</div><div class="rnd">serve + log every inference</div></div></foreignObject>
      <foreignObject x="696" y="100" width="180" height="70"><div class="rn"><div class="rnn">2 · SIGNAL</div><div class="rnd">judges/human score every output</div></div></foreignObject>
      <foreignObject x="696" y="300" width="180" height="70"><div class="rn"><div class="rnn">3 · DIAGNOSE</div><div class="rnd">validate the judges, then report what's failing</div></div></foreignObject>
      <foreignObject x="410" y="400" width="180" height="70"><div class="rn"><div class="rnn">4 · IMPROVE</div><div class="rnd">optimizer rewrites, sandboxed</div></div></foreignObject>
      <foreignObject x="124" y="300" width="180" height="70"><div class="rn"><div class="rnn">5 · PROVE</div><div class="rnd">before/after, CI, safety floor</div></div></foreignObject>
      <foreignObject x="124" y="100" width="180" height="70"><div class="rn gate"><div class="rnn">6 · PROMOTE</div><div class="rnd">human reads the report → ships or holds</div></div></foreignObject>
    </svg>
  </div>
  <div class="callout" style="margin-top:2px; font-size:18px"><b>The catch:</b> automating the steps is the easy part -- the real work moves to the optimizer, and it doesn't generalize for free; a good optimizer takes real understanding of the specific problem. The ship decision stays human, on purpose.</div>
  <div class="foot"><span>Apex Loop</span><span class="n">6 / 12</span></div>
</section>

<!-- 7 · HOW THE LOOP WORKS — 4-STAGE WORKFLOW -->
<section class="slide">
  <p class="kicker">01 · Innovation <span class="arc">— how the loop works</span></p>
  <h2>From a flagged error to a proven fix -- four stages, one human gate.</h2>
  <div class="body-center" style="flex:1; display:flex; flex-direction:column; justify-content:center; gap:24px; margin:0">
    <div class="wf">
      <div class="stage">
        <div class="snum">Stage 2</div>
        <div class="sname">Signal</div>
        <div class="spur">Human / Judges Audit outputs; categorize &amp; prioritize errors.</div>
        <ul>
          <li>Humans review outputs, give <b>reasoning</b></li>
          <li>Map each error to a <b>discrete, actionable category</b></li>
          <li>Create Golden, Held-out, and Learning sets</li>
        </ul>
      </div>
      <div class="wa">→</div>
      <div class="stage">
        <div class="snum">Stage 3 · Diagnose AI Agent</div>
        <div class="sname">Diagnose</div>
        <div class="spur">Find root causes; bucket &amp; prioritize. <span class="set">Learning set</span></div>
        <ul>
          <li>Analyze agent metadata, human audited data, and decision logs for each sample.</li>
          <li><b>Cluster</b> recurring patterns into <b>problem buckets</b></li>
          <li>Prioritize by <b>sample count + GMV</b> impact</li>
        </ul>
      </div>
      <div class="wa">→</div>
      <div class="stage">
        <div class="snum">Stage 4 · Optimizer AI Agent</div>
        <div class="sname">Optimize</div>
        <div class="spur">Fix each bucket, one by one. <span class="set">Golden</span> <span class="set">Learning</span></div>
        <ul>
          <li><b>Fixes: Global</b> prompt | <b>skill</b> | <b>infra</b> (→ human)</li>
          <li>Accept only if <b>fix&nbsp;&gt;&nbsp;X%</b>, <b>regression&nbsp;&lt;&nbsp;Y%</b></li>
          <li>Passing fixes advance to Prove</li>
        </ul>
      </div>
      <div class="wa">→</div>
      <div class="stage gate">
        <div class="snum">Stage 5 & 6 · Human gate</div>
        <div class="sname">Prove &amp; Promote</div>
        <div class="spur">Combine accepted fixes; final verdict. <span class="set reg">Golden</span> <span class="set reg">Held-out</span></div>
        <ul>
          <li><b>Golden</b> → "we didn't break anything"</li>
          <li><b>Held-out</b> → "the fix generalizes"</li>
          <li>Typed decision <b>halts for a human</b> to ship</li>
        </ul>
      </div>
    </div>
    <div class="wf-note"><b>What actually changes:</b> Apex Loop rewrites <span class="k">one harness lever -- the agent's prompt</span> (global edit or a scenario-triggered skill), verified against real evals. Tool/code fixes are <b>routed to a human</b>, never auto-applied -- no weight retraining.</div>
  </div>
  <div class="foot"><span>Apex Loop</span><span class="n">7 / 12</span></div>
</section>

<!-- 8 · PROOF -->
<section class="slide">
  <p class="kicker">02 · Execution <span class="arc">— the proof</span></p>
  <h2>Proven end-to-end on two agents -- the gate refused one, promoted the other.</h2>
  <div class="body-center" style="flex:1; display:flex; flex-direction:column; justify-content:center; gap:18px; margin:0">
    <div class="proof2">
      <div class="ppanel held">
        <div class="pp-head"><span class="pp-agent">AI Assistant</span><span class="verdict held">Held at gate</span></div>
        <div class="pp-sig">Fuzzy LLM-judge signal · already hand-tuned · 497 human-labeled traces</div>
        <div class="pp-stats">
          <div class="pp-stat"><div class="v">13/13</div><div class="l">judges validated before acting</div></div>
          <div class="pp-stat"><div class="v">+0.0404</div><div class="l">quality gain · significant (95% CI [+.009,+.062])</div></div>
          <div class="pp-stat warn"><div class="v">0.8431</div><div class="l">safety composite -- under the 0.85 floor</div></div>
          <div class="pp-stat warn"><div class="v">HELD</div><div class="l">safety floor tripped → nothing shipped</div></div>
        </div>
        <div class="pp-foot"><b>A quality gain never buys back a safety drop.</b> The loop refused to ship -- exactly what makes it safe near production.</div>
      </div>
      <div class="ppanel promote">
        <div class="pp-head"><span class="pp-agent">Async Matching</span><span class="verdict promote">Promote ✓</span></div>
        <div class="pp-sig">AIOps Audit · 200 learning / 1552 golden / 49 held-out · (Metric Accuracy)</div>
        <div class="pp-stats">
          <div class="pp-stat"><div class="v">77 → 80%</div><div class="l">golden accuracy · <b>+3.0%</b></div></div>
          <div class="pp-stat"><div class="v">44.9%</div><div class="l">held-out fix rate</div></div>
          <div class="pp-stat"><div class="v">-3.0%</div><div class="l">regression (improved)</div></div>
          <div class="pp-stat"><div class="v">PROMOTE</div><div class="l">all gates passed → ready to ship</div></div>
        </div>
        <div class="pp-gates"><span class="g">✓ Regression ≤ 2%</span><span class="g">✓ Fix rate ≥ 40%</span></div>
        <div class="pp-foot">🕘 55m 28s · <b>200 errors → 10 buckets → Global 3: accepted, 5: rejected, Infra: 3</b></div>
      </div>
    </div>
    <div class="callout p" style="font-size:18px"><b>The gate cuts both ways:</b> it <span style="color:#ff9a52;font-weight:700">held</span> an unsafe win on one agent and <span style="color:#c3ef94;font-weight:700">promoted</span> a proven one on another -- same loop, different signals. <b style="color:var(--orange)">That's what makes it trustworthy.</b></div>
  </div>
  <div class="foot"><span>Apex Loop</span><span class="n">8 / 12</span></div>
</section>

<!-- 5 · USE CASE: AI ASSISTANT -->
<section class="slide">
  <p class="kicker">02 · Execution <span class="arc">— use case 1 of 3</span></p>
  <h2>AI Assistant — the fuzzy-signal case.</h2>
  <div class="uc-slide">
    <div>
      <span class="uc-tag">Shopping agent · fuzzy signal · own loop</span>
      <div class="blocks6">
        <div class="b6"><div class="bn">Capture</div><div class="bd">497 real prod conversations, logged</div></div>
        <div class="b6"><div class="bn">Signal</div><div class="bd">13 LLM judges score each trace → composite</div></div>
        <div class="b6"><div class="bn">Diagnose</div><div class="bd"><b>validate the 13 judges vs human labels</b>, then rank what's failing</div></div>
        <div class="b6"><div class="bn">Improve</div><div class="bd">optimizer rewrites the prompt/component, sandboxed</div></div>
        <div class="b6"><div class="bn">Prove</div><div class="bd">before/after, 95% CI, hard safety floor</div></div>
        <div class="b6 gate"><div class="bn">Promote</div><div class="bd">human reads the templated report → ships or holds</div></div>
      </div>
      <div class="uc-metrics">
        <div class="m"><div class="b">+0.0404</div><div class="l">quality gain, significant</div></div>
        <div class="m p"><div class="b">HELD</div><div class="l">safety floor → not shipped</div></div>
      </div>
    </div>
    <div>
      <div class="videobox">
        <video controls preload="metadata" poster="media/apex_loop_demo_poster.png">
          <source src="media/apex_loop_demo.mp4" type="video/mp4">
        </video>
        <div class="ph" style="display:none"><div class="pi">▶</div>20-sec demo</div>
      </div>
      <div class="videocap">20-sec demo — the loop running on the AI Assistant</div>
    </div>
  </div>
  <div class="foot"><span>Apex Loop</span><span class="n">9 / 12</span></div>
</section>

<!-- 6 · USE CASE: ASYNC MATCHING -->
<section class="slide">
  <p class="kicker">02 · Execution <span class="arc">— use case 2 of 3</span></p>
  <h2>Async Matching — the crisp-signal case.</h2>
  <div class="uc-slide">
    <div>
      <span class="uc-tag">Matching agent · crisp signal · own loop</span>
      <div class="blocks6">
        <div class="b6"><div class="bn">Capture</div><div class="bd"><b>~25K missed-SPD predictions</b> logged weekly in prod</div></div>
        <div class="b6"><div class="bn">Signal</div><div class="bd"><b>AIOps audit report</b> with correct labels -- crisp ground truth</div></div>
        <div class="b6"><div class="bn">Diagnose</div><div class="bd">Analyze metadata + audits → <b>cluster common failure patterns</b> into buckets</div></div>
        <div class="b6"><div class="bn">Improve</div><div class="bd">Find appropriate optimization type for each bucket: <b>global</b> prompt (general), <b>skill</b> (specific), or <b>infra</b>. Apply the optimization and evaluate on learning and golden set. Approve the passed proposal..</div></div>
        <div class="b6"><div class="bn">Prove</div><div class="bd">Accuracy on golden + held-out · <b>regression &lt; 2%</b>, <b>fix rate ≥ 40%</b></div></div>
        <div class="b6 gate"><div class="bn">Promote</div><div class="bd"><b>Human ships</b> -- faster gate, crisp evidence</div></div>
      </div>
      <div class="uc-metrics">
        <div class="m"><div class="b">0% </div><div class="l"><b>Regression rate</b><br>(better than baseline)</div></div>
         <div class="m"><div class="b">+44.9%</div><div class="l"><b>Held-out fix rate</b><br>(quality gain, significant)</div></div>
        <div class="m"><div class="b">PROMOTE</div><div class="l">safety floor → shipped</div></div>
      </div>
    </div>
    <div>
      <div class="videobox">
        <video controls preload="metadata" poster="media/Async_matching_apex_loop_demo_video_poster.png">
          <source src="media/Async_matching_apex_loop_demo_video.mp4" type="video/mp4">
        </video>
        <div class="ph" style="display:none"><div class="pi">▶</div>20-sec demo</div>
      </div>
      <div class="videocap">20-sec demo — the loop running on the Async Match Framework.</div>
    </div>
  </div>
  <div class="foot"><span>Apex Loop</span><span class="n">10 / 12</span></div>
</section>

<!-- 7 · USE CASE: BUCK BRONSON -->
<section class="slide">
  <p class="kicker">02 · Execution <span class="arc">— use case 3 of 3</span></p>
  <h2>Buck Bronson — the objective-signal case.</h2>
  <div class="uc-slide">
    <div>
      <span class="uc-tag">Coding agent · objective signal · own loop</span>
      <div class="blocks6">
        <div class="b6"><div class="bn">Capture</div><div class="bd"><b>138 historical Buck PRs</b> across 5 repos, full diffs + metadata</div></div>
        <div class="b6"><div class="bn">Signal</div><div class="bd"><b>deterministic (CI / merge / tests) + 5 LLM judges</b> on each diff</div></div>
        <div class="b6"><div class="bn">Diagnose</div><div class="bd"><b>cluster 54 closed PRs</b> into error types, rank failure modes</div></div>
        <div class="b6"><div class="bn">Improve</div><div class="bd">Claude Sonnet reads diagnosis → <b>surgical patch, not a rewrite</b></div></div>
        <div class="b6"><div class="bn">Prove</div><div class="bd"><b>targeted re-score on golden set</b> — only the patched judges</div></div>
        <div class="b6 gate"><div class="bn">Promote</div><div class="bd">loop auto-opens a PR on buck-bronson · <b>human review required to merge</b></div></div>
      </div>
      <div class="uc-metrics">
        <div class="m"><div class="b">+1.0</div><div class="l">PR description quality · 25 real PRs · 6 consecutive PASS verdicts</div></div>
      </div>
    </div>
    <div>
      <div class="videobox">
        <video controls preload="metadata" poster="media/buck_bronson_demo_poster.png">
          <source src="media/buck_bronson_demo.mp4" type="video/mp4">
        </video>
        <div class="ph" style="display:none"><div class="pi">▶</div>20-sec demo</div>
      </div>
      <div class="videocap">20-sec demo — the loop running on Buck Bronson</div>
    </div>
  </div>
  <div class="foot"><span>Apex Loop</span><span class="n">11 / 12</span></div>
</section>

<!-- 8 · IMPACT -->
<section class="slide">
  <p class="kicker">03 · Impact <span class="arc">— value &amp; next</span></p>
  <h2>One blueprint, every team runs its own loop.</h2>
  <div class="body-center">
    <div class="scale">
      <div class="oneloop"><div class="l1">Shared</div><div class="l2">1</div><div class="l1">blueprint</div></div>
      <div class="fan">⇒</div>
      <div class="agents">
        <div class="ag"><b>AI Assistant</b>its own loop</div>
        <div class="ag"><b>Async Matching</b>its own loop</div>
        <div class="ag"><b>Buck Bronson</b>its own loop</div>
        <div class="ag" style="opacity:.55"><b>+ your team</b>same principles</div>
        <div class="ag" style="opacity:.4"><b>+ …</b></div>
        <div class="ag" style="opacity:.28"><b>+ …</b></div>
      </div>
    </div>
    <ul class="tight">
      <li><b>Not one system — one set of principles.</b> Each team builds its own loop from the same blueprint; the signal changes, the loop shape doesn't.</li>
      <li><b>Kills the per-agent human cost</b> — the loop runs the steps; a human only reads a templated report and decides. Reject a bad one, nothing's lost; accept a good one, the fix was near-free.</li>
      <li><b>End goal: generalize.</b> Near-term, any team stands up its own loop from these principles; longer-term, a shared trust-layer they build on.</li>
    </ul>
    <div class="unknowns">
      <div class="uh">A few open questions</div>
      <div class="urow">
        <div class="u">Can the <b>optimizer clear the bar unaided</b>, or does it still need a human author in the loop?</div>
        <div class="u">How much <b>generalizes for free</b> vs needs per-problem understanding to port?</div>
        <div class="u">How far do <b>noisy judges and a non-deterministic agent</b> move the proof — and what tightens it?</div>
        <div class="u">Does the loop reach <b>beyond prompts</b> — tools, retrieval, routing — or stop there?</div>
      </div>
    </div>
  </div>
  <div class="foot"><span>Apex Loop</span><span class="n">12 / 12</span></div>
</section>

<nav class="nav" aria-label="Slide navigation">
  <button id="prev" aria-label="Previous slide">‹</button>
  <span class="count" id="count">1 / 12</span>
  <button id="next" aria-label="Next slide">›</button>
</nav>

<script>
  document.querySelectorAll('.videobox video').forEach(v=>{
    const ph=v.parentElement.querySelector('.ph');
    const fail=()=>{ v.style.display='none'; ph.style.display='flex'; };
    v.addEventListener('error',fail);
    fetch(v.querySelector('source').src,{method:'HEAD'}).then(r=>{ if(!r.ok)fail(); }).catch(fail);
  });

  // present mode: one 16:9 slide at a time, scaled to fit the viewport; keys / click / buttons
  (function(){
    document.body.classList.add('present');
    const slides=[...document.querySelectorAll('.slide')];
    const total=slides.length;
    const countEl=document.getElementById('count');
    const prevBtn=document.getElementById('prev'), nextBtn=document.getElementById('next');
    const W=1280, H=720; // fixed 16:9 design canvas
    let cur=0;
    // scale the canvas uniformly to fit the viewport, preserving 16:9 (letterbox)
    function fit(){
      const s=Math.min(window.innerWidth/W, window.innerHeight/H);
      document.body.style.setProperty('--scale', s);
    }
    function go(i){
      cur=Math.max(0, Math.min(total-1, i));
      slides.forEach((s,idx)=>s.classList.toggle('active', idx===cur));
      countEl.textContent=(cur+1)+' / '+total;
      prevBtn.disabled=cur===0; nextBtn.disabled=cur===total-1;
    }
    prevBtn.onclick=()=>go(cur-1);
    nextBtn.onclick=()=>go(cur+1);
    // click anywhere advances; clicks on links/controls do not
    document.addEventListener('click',(e)=>{
      if(e.target.closest('.nav,a,button,video,input,textarea,select')) return;
      if(e.detail===0) return; // keyboard-triggered
      go(cur+1);
    });
    document.addEventListener('keydown',(e)=>{
      if(e.key==='ArrowRight'||e.key==='PageDown'||e.key===' '){ e.preventDefault(); go(cur+1); }
      else if(e.key==='ArrowLeft'||e.key==='PageUp'){ e.preventDefault(); go(cur-1); }
      else if(e.key==='Home'){ e.preventDefault(); go(0); }
      else if(e.key==='End'){ e.preventDefault(); go(total-1); }
    });
    window.addEventListener('resize', fit);
    fit(); go(0);
  })();
</script>
</body>
</html>