Pinned Butterflies

dark

• Primary#D9A066
• Secondary#120A05
• Background#1C110A
• Text#F2E4CE
• Danger#C0533F
• Success#7FA467
• Warning#D9A23C
• Speech#E8B47A
• Thoughts#D8B88C

@import url("https://fonts.googleapis.com/css2?family=Lora:ital,wght@0,400..700;1,400..700&family=Cormorant+Garamond:wght@500;600;700&display=swap");
/* ═══════════════════════════════════════════════════════════
   PINNED BUTTERFLIES  —  a Lumiverse theme by Goldie
   A lepidopterist's gallery: glazed specimens on a damask wall under carved walnut, with swaying lanterns and warm amber accents.
   ═══════════════════════════════════════════════════════════ */

:root, html, html[data-theme-mode="light"], html[data-theme-mode="dark"], body {
  --lumiverse-primary: #D9A066 !important; --lumiverse-primary-hover: #E8B47A !important;
  --lumiverse-primary-light: rgba(217, 160, 102, 0.18) !important; --lumiverse-primary-soft: rgba(217, 160, 102, 0.14) !important;
  --lumiverse-primary-muted: rgba(217, 160, 102, 0.55) !important; --lumiverse-primary-text: #E8B47A !important;
  --lumiverse-primary-010: rgba(217, 160, 102, 0.08) !important; --lumiverse-primary-015: rgba(217, 160, 102, 0.12) !important;
  --lumiverse-primary-020: rgba(217, 160, 102, 0.18) !important; --lumiverse-primary-050: rgba(217, 160, 102, 0.45) !important;
  --lumiverse-primary-contrast: #1C110A !important; --lumiverse-primary-deep: #B77F45 !important;
  --lumiverse-primary-deep-hover: #9E6C38 !important; --lumiverse-primary-deep-contrast: #1C110A !important;
  --lumiverse-bg: #1C110A !important; --lumiverse-bg-elevated: #2A1A10 !important; --lumiverse-bg-hover: #3B2517 !important;
  --lumiverse-bg-dark: rgba(42, 26, 16, 0.65) !important; --lumiverse-bg-darker: rgba(42, 26, 16, 0.8) !important;
  --lumiverse-bg-deep: #3A2415 !important; --lumiverse-bg-deep-080: rgba(42, 26, 16, 0.92) !important;
  --lumiverse-surface: rgba(42, 26, 16, 0.85) !important; --lumiverse-surface-raised: #2A1A10 !important;
  --lumiverse-surface-hover: rgba(59, 37, 23, 0.95) !important; --lumiverse-surface-muted: rgba(217, 160, 102, 0.07) !important;
  --lumiverse-input-bg: #2A1A10 !important;
  --lumiverse-text: #F2E4CE !important; --lumiverse-text-primary: #F2E4CE !important;
  --lumiverse-text-secondary: #DCC8A8 !important; --lumiverse-text-muted: #D8B88C !important; --lumiverse-text-soft: #D8B88C !important;
  --lumiverse-text-dim: #BFA183 !important; --lumiverse-text-hint: #8F7458 !important;
  --lumiverse-icon: #D9A066 !important; --lumiverse-icon-muted: #D8B88C !important; --lumiverse-icon-dim: #8F7458 !important;
  --lumiverse-border: #8A5A34 !important; --lumiverse-border-hover: #D9A066 !important;
  --lumiverse-border-light: rgba(138, 90, 52, 0.65) !important; --lumiverse-border-subtle: rgba(138, 90, 52, 0.4) !important;
  --lumiverse-border-neutral: rgba(138, 90, 52, 0.25) !important; --lumiverse-border-neutral-hover: rgba(138, 90, 52, 0.5) !important;
  --lumiverse-secondary: rgba(217, 160, 102, 0.06) !important; --lumiverse-secondary-hover: rgba(217, 160, 102, 0.11) !important; --lumiverse-secondary-border: rgba(217, 160, 102, 0.3) !important;
  --lumiverse-fill-subtle: rgba(217, 160, 102, 0.04) !important; --lumiverse-fill: rgba(217, 160, 102, 0.08) !important; --lumiverse-fill-hover: rgba(217, 160, 102, 0.14) !important;
  --lumiverse-fill-medium: rgba(217, 160, 102, 0.2) !important; --lumiverse-fill-strong: rgba(217, 160, 102, 0.3) !important;
  --lumiverse-fill-heavy: rgba(15, 8, 5, 0.55) !important; --lumiverse-fill-deepest: rgba(15, 8, 5, 0.8) !important;
  --lumiverse-danger: #C0533F !important; --lumiverse-danger-hover: #A3422F !important; --lumiverse-success: #7FA467 !important;
  --lumiverse-warning: #D9A23C !important; --lumiverse-error: #C0533F !important;
  --lumiverse-danger-015: rgba(192, 83, 63, 0.14) !important; --lumiverse-success-015: rgba(127, 164, 103, 0.14) !important; --lumiverse-warning-015: rgba(217, 162, 60, 0.16) !important;
  --lumiverse-radius-sm: 8px !important; --lumiverse-radius: 12px !important; --lumiverse-radius-md: 14px !important;
  --lumiverse-radius-lg: 18px !important; --lumiverse-radius-xl: 24px !important;
  --lcs-radius: 12px !important; --lcs-radius-sm: 8px !important; --lcs-radius-xs: 5px !important;
  --lumiverse-shadow-sm: 0 2px 8px rgba(0,0,0,.35) !important; --lumiverse-shadow-md: 0 8px 24px rgba(0,0,0,.45) !important;
  --lumiverse-shadow-lg: 0 18px 50px rgba(0,0,0,.55) !important; --lumiverse-modal-backdrop: rgba(10, 5, 2, 0.6) !important;
  --lumiverse-font-family: "Lora", Georgia, "Times New Roman", serif !important; --lumiverse-font-mono: ui-monospace, SFMono-Regular, Menlo, Consolas, monospace !important;
  --lumiverse-prose-dialogue: #E8B47A !important; --lumiverse-prose-italic: #D8B88C !important;
  --lumiverse-prose-bold: #F2E4CE !important; --lumiverse-prose-blockquote: #D9C3A0 !important; --lumiverse-prose-link: #E8B47A !important;
  --lcs-glass-bg: rgba(42, 26, 16, 0.93) !important; --lcs-glass-bg-hover: rgba(59, 37, 23, 0.95) !important;
  --lcs-glass-border: #8A5A34 !important; --lcs-glass-border-hover: #D9A066 !important; --lcs-glass-blur: 0 !important;
}

/* ─── TYPE ─── */
html, body, #root, [data-theme], button, input, select, textarea, label,
[class*="_modal_"], [class*="_drawer_"], [class*="_panel_"], [class*="_menu_"], [class*="_popover_"], [class*="_tooltip_"] { font-family: "Lora", Georgia, "Times New Roman", serif !important; }
html, body, #root { color: #F2E4CE; }
h1, h2, h3, h4, h5, h6, [class*="_title_"], [class*="_heading_"], [class*="_headerTitle_"], [class*="_panelTitle_"], [class*="_modalTitle_"], [class*="_sectionTitle_"] {
  font-family: "Cormorant Garamond", "Lora", Georgia, serif !important; color: #F2E4CE; font-weight: 700 !important; letter-spacing: .04em;
}
code, pre, kbd, samp, [class*="_highlightPre_"], [class*="_textareaHighlighted_"], [class*="_token_"], [class*="_counter_"] { font-family: ui-monospace, SFMono-Regular, Menlo, Consolas, monospace !important; }

/* ═══════════ THE GALLERY WALL: damask, picture rail and a hung collection ═══════════ */
html { background:
    /* gilded corner brackets */
    /* gilded picture rail along the top of the wall, with its shadow */
    linear-gradient(180deg, #d4b777 0, #a8803f 28%, #583a0d 52%, #3a2415 54%, #1a0f08 100%) left 18px top 18px / calc(100% - 36px) 11px no-repeat,
    linear-gradient(180deg, #000a, #0000) left 0 top 29px / 100% 34px no-repeat,
    var(--pil-band) var(--pl1) 30% / 62px 16px no-repeat,
    var(--pil-band) var(--pl1) 70% / 62px 16px no-repeat,
    var(--pil-shaft) var(--pl1) 0 / 62px 100% no-repeat,
    var(--pil-band) var(--pl2) 30% / 62px 16px no-repeat,
    var(--pil-band) var(--pl2) 70% / 62px 16px no-repeat,
    var(--pil-shaft) var(--pl2) 0 / 62px 100% no-repeat,
    var(--pil-band) calc(100% - var(--pl1)) 30% / 62px 16px no-repeat,
    var(--pil-band) calc(100% - var(--pl1)) 70% / 62px 16px no-repeat,
    var(--pil-shaft) calc(100% - var(--pl1)) 0 / 62px 100% no-repeat,
    var(--pil-band) calc(100% - var(--pl2)) 30% / 62px 16px no-repeat,
    var(--pil-band) calc(100% - var(--pl2)) 70% / 62px 16px no-repeat,
    var(--pil-shaft) calc(100% - var(--pl2)) 0 / 62px 100% no-repeat,
    radial-gradient(ellipse at 50% 42%, #0000 38%, #0a0603cc 100%),
    linear-gradient(112deg, #0000 0 36%, #fff3d908 43%, #0000 52% 100%),
    radial-gradient(ellipse at 50% 30%, #3a2415 0, #0000 70%),
    url("data:image/svg+xml,%3Csvg xmlns=%22http://www.w3.org/2000/svg%22 width=%22120%22 height=%22160%22 viewBox=%220 0 120 160%22%3E%3Cg fill=%22%23d9a066%22 fill-opacity=%22.055%22 stroke=%22%23d9a066%22 stroke-opacity=%22.10%22 stroke-width=%22.7%22%3E%3Cg transform=%22translate(60 40)%22%3E%3Cpath d=%22M0 -34C15 -18 20 -6 0 14C-20 -6 -15 -18 0 -34Z%22/%3E%3Cpath d=%22M0 34C15 18 20 6 0 -14C-20 6 -15 18 0 34Z%22 opacity=%22.55%22/%3E%3Cpath d=%22M-26 0C-16 -8 -10 -4 -8 0C-10 4 -16 8 -26 0Z%22/%3E%3Cpath d=%22M26 0C16 -8 10 -4 8 0C10 4 16 8 26 0Z%22/%3E%3Ccircle r=%223.2%22/%3E%3C/g%3E%3Cg transform=%22translate(0 120)%22%3E%3Cpath d=%22M0 -34C15 -18 20 -6 0 14C-20 -6 -15 -18 0 -34Z%22/%3E%3Cpath d=%22M0 34C15 18 20 6 0 -14C-20 6 -15 18 0 34Z%22 opacity=%22.55%22/%3E%3Cpath d=%22M-26 0C-16 -8 -10 -4 -8 0C-10 4 -16 8 -26 0Z%22/%3E%3Cpath d=%22M26 0C16 -8 10 -4 8 0C10 4 16 8 26 0Z%22/%3E%3Ccircle r=%223.2%22/%3E%3C/g%3E%3Cg transform=%22translate(120 120)%22%3E%3Cpath d=%22M0 -34C15 -18 20 -6 0 14C-20 -6 -15 -18 0 -34Z%22/%3E%3Cpath d=%22M0 34C15 18 20 6 0 -14C-20 6 -15 18 0 34Z%22 opacity=%22.55%22/%3E%3Cpath d=%22M-26 0C-16 -8 -10 -4 -8 0C-10 4 -16 8 -26 0Z%22/%3E%3Cpath d=%22M26 0C16 -8 10 -4 8 0C10 4 16 8 26 0Z%22/%3E%3Ccircle r=%223.2%22/%3E%3C/g%3E%3C/g%3E%0A%3Cg fill=%22none%22 stroke=%22%23d9a066%22 stroke-opacity=%22.07%22 stroke-width=%22.8%22%3E%3Cpath d=%22M60 80C40 92 20 100 0 80M60 80C80 92 100 100 120 80M60 0C40 12 20 20 0 0M60 0C80 12 100 20 120 0M60 160C40 148 20 140 0 160M60 160C80 148 100 140 120 160%22/%3E%3C/g%3E%3C/svg%3E") 0 0 / 120px 160px,
    #1d130b !important; background-attachment: fixed !important; color-scheme: dark; }

/* ═══════════ v8: layout vars, full-height pillars, dusk lighting ═══════════ */
:root { --spec-w: min(12.4vw, calc((100vh - 120px) / 5.7)); --top: 52px; --bot: 36px; --ox: 28px;
  --pl1: calc(var(--spec-w) + var(--ox) + 14px); --col: calc(var(--spec-w) + 28px); --pl2: calc(var(--pl1) + 46px + var(--col));
  --pil-shaft: url("data:image/svg+xml;base64,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"); --pil-band: url("data:image/svg+xml;base64,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"); }
/* the collection: ten glazed specimens on each side, then a wooden pillar, ten more cases (Nº XI-XX) between the pillars, and a second pillar. All sits behind the chat and homepage UI. */
body::after {
  content: ""; position: fixed; inset: 0; z-index: -2; pointer-events: none; 
  
  background: 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") calc(var(--pl1) + 68px) calc(var(--top) + 0 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(var(--pl1) + 68px) calc(var(--top) + 0.25 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(var(--pl1) + 68px) calc(var(--top) + 0.5 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(var(--pl1) + 68px) calc(var(--top) + 0.75 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(var(--pl1) + 68px) calc(var(--top) + 1 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(100% - var(--pl1) - 68px) calc(var(--top) + 0 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(100% - var(--pl1) - 68px) calc(var(--top) + 0.25 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(100% - var(--pl1) - 68px) calc(var(--top) + 0.5 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(100% - var(--pl1) - 68px) calc(var(--top) + 0.75 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(100% - var(--pl1) - 68px) calc(var(--top) + 1 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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h/kfy3+mT/Q8pf5z/uP2w+Bj+df37rP+iAZmqncy6JGbnFCXI3i5t4aiEMfSjnFCXI9VO5l0SM3OJvP4GKrubL1JIq9S9CayANjnByU/Jf97NMTWCziDzDn1DyP9/wf3pZfIg79K6jiTM6RN1F/6MB7UKJjoTDQ3Qj88Ppujc1pE4KM9JbNty80fb3siqucsydsqQ9ntA0p84aeDGjNwmdFzImlY0By0FwO99PaaEddEAxHfN42NhmPBoHMy5Yjy0S+D6sj7WgXKcm4Yhzd9i916C39g3d6fLnmsP7mKYpnLWDChvUvekdrM0ly6cwQ/ZNx1/zvc3jgz8jzx/tfywhEgGOW9IhZbUl0j3I35M95sj9FjZ1MSDWpwY1ow6Mwlxg00WON0uBRLLLkMFkdc8bgI5S6K9xvm55aw9R8+OjRLjASfAbYuB2kYxC/nEuzOeqMTpbAm8b72CQueblDeQFsfb5YTLusT1LVWj78b5048KUDnB7xTAw0vCpZS64SH26c690jIPbQOV3aFCIc2Q3Z+AVDkwXItxaf3SH0hjWliXs6LyJVKoGh40OderMGKnZ+W9tN7gxbEHOho4TySYQYepKlNqaVYkLJFi2cxnJ54w/e8SeyVH32jXAJr2ugyrpSBgEyw9nUZ3qn/BReul84RPmisqZc73vVVgIqQjs4bvDoor5T9340jzGDYGk3ZsYcxfyZbea7k7vYQ/PQo5UCd2tTnAdJwi1f5hmumdbyiaiqYo6ernh0C0ZaEP3R/P6Dp+OuoSP8JRUc6gstJ9vbMEiihJ+dQWWk0W0TH8tJuezwJ5w00dng+bW711odw10rRsk/RrahGf58H3K4FYklfxZBeDEPukRvq1l3wRKvfGmxWDFOUm57PB87UkE+oGx59e3VL6gOvlp72N3o+MMxdJseHYX0Q8M80Vd0GQzC0TrF5Fmqw0hZ6/OKQ5O8CpiGPfoTWQAB8gkHR1QE7SMoOgj7Tk8W/wcEBTlLsfGOgVpAyOqdxgYbCro6/IDzEL9OXA1S/Yka/UUuJy5HRp0nPi6JFcXhbBpe1hiLSs3yBYppsG8isSg1Ux3Fe9jz0p5LprUJ+ZvSzv4q8Z2Djp5DVHMer9NBq2C+s15ZQ6AalRKVK7w0qKsRZF4t4U9sWgo3sdU0YspxXvTLVKNfDmarCVcV27zAWSHRTM/fByabgIgo3KZzst35+36iTuDAqD9zv/TzxGJOfpImB2iaY6pOR+coRU7V1LflsCk8lB4bGaQ9pYTJv7pGjKSNvQszRqwBKpPVudyaeldvIKPDV7fL/1Ui0FroxB/1TfeRLImtK5friXq8Tzv1+bpWdA88oH1SoQljV+HnFab3iO0BoQ2HOTglArsnStz0SpxqfLj+iRfcm2JdEdqZPNbxxd1xk7LFNBiO/sGrimjALqMVK7PlQN4+GHYG/bt6U5PWhw0+KKceXp/jlMZA1VLgoihaAauYJtrLbLCaiQwQ3xmqYV9MDtFMFAnnQMxuOO6CxYmExMPw79CPGiMYQFZLntN1dt1s8y7wO5DMpMvOG5GKtQNmlOOi2NDcfhjWe5GTx3sv5fGANY8ff++IP9dz2/uCKuNIcjbiypcSPRbiXbJcCR8oS02+jDSW7LyYr82v5LQ6OW2u659wqaxOJ+w3rc6U5p4g9Va7DUnjbTdopggox23nndrtzoEQFqNiizSprQaE5yeiiRV1dQpmJMyDyTRcmiAlqKbLgBCtUBXFeG8wPvgVtqaMiLfGUSc/nBIBQqDwY6b7QdL2oTegAx1x+fR2OaJvc4VsSbH+h5F6fRUdEUmtJkAE0+ikDSLJBK+4DyRr30b9kYhWjdgXYjVIYxtVR4wrM5i5yjoSRvWdLt9+KwL6d3M17Cw2k0OAoRDnSwUn90gP/afNzlW8UyKoJM9aSkiSrbtSdP9W9z+fpFDrEJV0j5aHJcZ6kRIqJKGytquaJwM7tqEzu0jxikNZkpYws39FZd10/hqC92KUy3kzz1bVXFspdzyw4bIm8tfraA7bpEK2KkpAb8D7xkFd1Lg1UWyvV/mXn3zff/6HmJ4VBav2sxuynLzSiQOi1tD5K726gosel4vlQ9WblULoULvYBGGqS+yJArj2EsQLwDuXLBVqnXxv21bVyHrLHTwQYfU0vSf5K1iCuboLF4rJO+bpu8Y+nyTvkHUcoIKmyaonS1cxFKvvpxqQTsRT26f4Aj1hlYum0ieez69GOcKls4Fa1xW34hfEiKHenKJmgJx2Z5/NZhktQAfVeYO0diaevl4KnRevR3S6C2pQLFOwbDH9viuq6C2Eu8DFV7adyq3XnG0EKcl4RyuwFgG2BNW7qK3zlH/OkcUYSMfB7blIdEm/bVnDo46NNsz4YG+bacaPqXJPuNFrd2fXDoWQNPgzCdjE5dc9Ze7iT7Nme6wtD2VCJu3RkzZthJVXo0j+Y427Kr7pALuYsZ1k2qkH/48nH/9AMlP1p/pvNqtLAuY+VRcPd4OBAy1U9Wsf4GYraH8zabH3nrfED3F3ESHgORvJAI69wEg2FybQowkY+D3HBp2NWUpy9ozWW7giMYWcX1lDG41t9dQAVy+/MiBrub7s4k+S4zm99eDd47XtUR+xbJMVqH8XwUDtJqavdIoWqaLra2sa3PmgqL92LgXmz56QY17FFDnJbDsy9NlqFBizILEHeCnJQpvb/4s99EU9UUZym/fDqxaqUM5uA3unH6xEKRLeOGDGzMQ1ch/3o83QWjid79uwiueC+2yVnggw+e4AP1wk1tu13d3znGlEuedYXvR6sF/CPqkUhEozsz7I1omBrvuhYZ5YLojxoyfptMikqFY/soJVd6mfYcg5fkeY905XqOuehi8566vndxLCWiYRPR0ec74Ar1QKTzmA0sFj+KQFqsOXgUKNYaiTbYh4AWZqzZc4OGhmQewJ22yU2Pb/+znzkpSg7CZZf4BpX9/mKWbkQOaK9py71w1QGHTMRFCtY8v7ob7u3hRc/YJrkPYLPf6W7oEXQhaCVuVhy2FpaX+jsMDZ9ToCT40vBxe3/gKpcrPfmxp0qWTS1mPbMSnpq2eROJwKmsT69Ol32dwLrXt6t2flIBh7ZsX1cC6yIiIKU7lSl7jRA5PSzmfy+x8r5eb6XXFVKbdahokTLxbqTRd83jsZbspXmgsN/bYk2kp+sh3g0NUiOwV5ZV0qKFHquCSwd/lDtTkoh5ySFGigAWiK1nU73Ql4OBZ/Iw3txvyngZcckqhtuPxZamzWdk+cacEv2kejI8wUsoa5ISUpAKmcXAG8ZdjNLoDS05ekWdfbP2OhsbFLuonGndU+f0PdxDdhSYcE5cuTwwhSlGhiuD5797U4tjITRWL8Glf5cztq7sjmD+03dgcgkYqba9xSDA6UXgDCbfCcitufPb1HEg3h7NPyUA11w5yK61kmlawfjaK9yalOOZ6fzTNAk6HM7qWX2gwaZ1xQjs8ejuWI7a25j+ec0FJbJ5K225KmU7X8Ybl79YqeKWa7p26BmLkQGTY9m0EhfL/ZzD89sUwCw6NwDx0uK4r6bKUrRfpDQT7kjKSNvQszPaEaX/VtcoxlSqniJRhc4GYdw1RdaQWlTCUZPtbcHcdLP+klNSxXg2EOaDX4Ml/Ad0WmD/tbDBAlEaBRHuO68Fy42PMA+mQ2nhk+zzVaCwABKxpF/8B+zf8mUyBqxi9ASKR/PnBhuUCUa74zfoAHBjSXMtsBMH/mRRyOfuuGxmteJL56oCGDvzgzhhw43o4NzNyMsGYQQU+46Qi85UsrAvzaluPIq7aQ+f7M85IWvZ2UpYnWZiZRqrO2XDWTNw/b7oHN3DJpxn5uQ4aGXEnKraupjJmggHBi/ig6/8AwWP7zR70zzVMAmWeSvHTKuIw0b/fEayCtBYNbP8rXs6Q90PXBqsoM7U04QCqGSuZhZyYx3GAJyIjsEP30JyhgxD1ltXo9uyYQrmYJpLhT8pj+/FBFsffPml/B1gjLa2DfpaX0nbaju3ilBvIDqH83s18h6x4qGzuJDFHQTZ5zAXXUxVJXpPg8BU2P7THLcLmgKGdglDIdFNk4rrpUQXAo7CWhnzqURXu7sq539BiHSwtw+vowz/5ZqRzh9eywZG/Y0s1vFGqNX0t4r2mIdIyiAOhUh64L1enXaVPbSazh/izfRMIq072Jsl7w8Pza7GZaf0BF/PMWhhf4y3Z4J0Wp5kywtm6ee6MEGwjnNIr8QPCRpDDUzSFoGP5ZS6J/EM/VUyHHQtouNh+TesTPZXuBIx8Htul6789jdBr27eQJH1QZtdl0OLJJji5fyivnXjz7ngj0IUSv9Do3cs49vycQ60G4UHPs8ULWhF99+QIIue4S2RRXwhytYprsmH8kKRRoR2Cud7ympJBs9RuOS40CwcHbNEGavDPAExjKlYPSJZIkLQ/9D4gAFXVSRupfnWXtNT1ZR2T/rOzvpgosLmTDDcMXPmZzKRGnuNUHezAHhSPyabgIgm/8fvkW/LHZzcD4pNQaojeFcC4UgaTTOp0CEJuEp5et4qU1ltkbuMsEljrrnWiv964apEefEVh68uqwpa7ufhEWWBL/UlKlmEHhtBKyIXyiMPL4pbRnKKhdYU/6pRJwvC/dxen5IqGByCRihSwLWJOdQlU9qWTGV3gCiR/e3WdXW+NS9F0L6lVqT82TtrLbN8Iz6RKMB3D6B7DP/lyPncAKtP9S7Q2sZA0DOBqIKzkBgA9Xfk9MbALptW59ZQNhtLsnEO258cB828kBdNqudNh1o6FSzzcxFGsd3OUeV9MGYNhwZu4H/zDA/FwYwVnFnzbyNd02hc89nvudqRrum0MHUE8IhNR2t24a7jsd/W1DTSgMGdzeCU0sIL6R+TV/1q+gpEX8gmt7w0VzbBhG8qu4hNSQG12hg4+OP0JrH/vLsBv6+0bvv83lmFFQ190U63r/VawAJ8ZhzZl22pZLaPBBvkWUprWDzPgWyDpREHnuZzGHqXJzNt4faohPA94sMg41k72A4diuRUuEu+EVXv94x6lxqDmErJYlPd3NwwXBSqxEt21yr4sW/KcpH5NX/suS0YuV31t4LdzXi9fogebKZKOWQmtuVV49E03Ob342ezjRn1fAeegAM0gV7vNKFYs9D4WrGJkwl3nN5uuHEvcyHCsXfXv8pKcfxYTQyGRuy9xvVHS0g6U6fB77b9vsBNq7U4eYqPYszUfoRWTWuGqRIFhfIpJmhIqtKAf9Vtcuh8TFw8WOAcMjZIGj9nZ1Dep0hqlQp9if358wIl2OJLIljLvJLwCwbfxV13cYSHg/I6hzYr+lQd5wW3pMwdPyX/wRo62NizdY3dVnjpV4O9Vv4owkZMD05ElsWNbCbjqAnIH+MCFp8FsyPtQTwfNvI13TaDo2TGkNW/mvub+u6+2bnPyYnyta9yIitWwjP/mKUiYzyyHJPTNHk+HB3/rWgRJ/h/jKq4VMWtBiS36eoDql9QHXz67vdnqOy/HOTcsoGxn6MeVZo53AoCVN1h7+SGqGMBYv/v7fhsraYGUNpFkxoUSfVTdruUHQWuC4OPjgRCakgN74/u9s8OyKxFyNe12hGQaa24VJqt/ysr3D8Rpn7uGSv3VkES/mWBijKB7GNzxeUdEqaOxKStABFPhLm/sHnkVhI92vOW+DWrnhleK1uL5A/+j+7O99zXtvgmsJ6fNf8zgaaAUUi55bvVIYjGx5pr+MR2TZr7KQ2xDdXy3v1UtKiAU+MdPOqPImM4yHhqVLfdMg+is++1XJ3yIMz0I9gTJmPhNDZVDCAX2Up/C3s3/47gZKxSpLmjI2CtMG1B7kr7HVtGlL74kOb7081d7OJ0KHLIQhaKePwykk2aqxgZjWpmOEZSW/JN6Dfy3UDkzUYC0yP9JVCa5RzouFv16BKw82q90DYLjXTvL//dUVtX73R4c6Q6NMf0dJSnZ8bqvjsH9Zf2n72zJ6cmVXa++i6zZMEVsW27O4hcwzI4kPg8bKnUWkCMedp0RMy+AUMHxuxdvzGwFXN0HuTaNpczwNOrFUuRej9nTL92b9pm1ns0pMn630a4C2XspMMsbtJLoc4iX4xkjkKFuwfVecDF19Z2Vetl75CTayGvlePWkmciPTUBLe4wh5LYE3iOP94KBHcsgo+PWVZ7+Qjy2dkmrYCkRpKLD+4RxZg3zbyNd02hc89ng+bXmRhA6UXDlNL2foIbRwwlCDaOHZ4Pm3ka7pqWh+OteI/09+7FVBNvLT959OKE6Ra90VmAZGbnFCXJa90VmDejp5xQlyPVTuZdEjNzihLkeqncy6JGbnFCXI9VO5lAAD+/PhAAAAAAE2noeP2XOe3F+QfGNUm2aC6+6qq7Zxvg3IKCvCDvIq5MGx+S8AAAAAAQ8+ph/UAtZeio/9s3Ftg/Ue1X0feIH/vsiB4UwE+Dk/HpACJeqFv9CWq4mhjYCFlFwGdF6k1+ywOX5ltcEjkfmmEz08IUDuqg1lJ7RUa8nt/e4xv8dX90bL/6uN84oyj9ULmHgYphCin767/IBluHQTC1PgHqRTNIVA4PPJRsr0bsoIKCy+nctsMPN6qq2NUbA+H+NtbJ3bHoc4G5AjARA3pKdQUHuZkW4KPbITZsb9MEA3uzxl4prsI9SZNkDbiWGQxyJ3lKW2+9ssLPzvVFPW1ZmHd677u1Tb8lYf278H5PWNaV687N+aNqHbf4E8ONhkgjZ4FdcOwZlhULrSu6UD/kCsyT7fgXUuyCqftNapI3D/xN5GlqFaHUT3mVwfu4Vc/2vA+2jg+zd4SlS3X3THWsLIk9iXSHiO9aRCiVrVhBrq+bIB/skzIduRK3OE4X+1Ei5X/ROxaF/dPP9QRhSZJ6Ec6RssOvLfnz5F9aayr9d8vYXuK4WugtNDg53A52j2h4yjBfSvMO/Bjh45gRTPXVUKcj9TohGmd4SxRwaanAPSw8ndeXBrVSBwJxYcwCpv+91gr670rDKd8ZI/0gsnnTsciRpR4dtqEbCQR7i+R0liXzCrcIT22VYf0ch5IfWI5cOxbbifr8Mj+BIVo6KzazXEu6XEz7I1PJZwwwLKZU12gHOmqgGC3xaNPVIfmpbZzcXUAGwGUMtal1094QtW6LBZpZytto02IWGn0HNBmZmzURxVpKTO/iAW1SYVcymAY1NYsmB4TlEYFIi+0C0MkmhWFwqRfsnS61rCxjUDxvCikhRhK6DTioxeXAQl7+grbq21PPFP8L3wm3nCZgpxea7TmrM86v8rzoJf2QdLHahKmrjEJ8SC/WXQaVV5wBpTDkpUvmgcw5s7mtmCI1IzAT1/fgTrZQKqMgiWK5E9yPUbE7+SJ/HJJieqtwknFXBafXF7cx64UqdpOU2JSAx27BHRShSRBcRgh6d6IMUuH7Mu5yRdHRtcokmEba/TMetPFUppCIObJIV7H6IeM9qEkMVKwmVjaD/6IaL2haeBc59anDIaANsECiixlT8wI88RFFJ0Kwl86qiw/9q1abULSPcKXOM28ZNx92sKqL7+lgI84bUVWhqpsZYM1RYaBCMufMeEFCdnBG2co76W1I9kz00ruUTraudbEuK+rCjQ7sxyrs/h6zlZZ43JwEJMieXwsMt2/QBgAgN85r/z7rXqdUkNdod6dQopaozK6bW8s/I1JHapaS/BD1sKV+q3eHcXSodn+527dDtXZqPa5ta6YnbCOQLeIAU2DJOFlTwc6D4wVguPXrL6lxhuWdSv5oG/TcvDj7+YgL2bPpdtnrX+Kxa1H6FFdMdFH3vvlHUt6FFQ7IYcZweWwk7EAQv/GX8njrCMb92n5+qOFVEk/tv/cW1nN3UeIIbWOvIeVTQ5biBS5qkkvrL+EEbP1sXXZvDCAWbW+tQLTu58ySni0p6X7uFs5p99jJ9enRFyEeULYD1VKj9S0YAuPa+bMhf3d6nKinr9yi5gZYha4M93fmFGlhlFAMU5PO4f3qrb40Q1W7NmKHPu8pnOZjHZ1rbqVljhlqebJzhaqla2N2EehCropUt3BKKepojexNa45atTVrrM1DH/z+H2+/8u4hnVQD8tJ++2pyb7MnlP+wYWn085dqkFiqP3gRw8qLFbnyhvS/GvfnsrCm8ZZbXcaffi2GybRhTQ4BP+tmL6qz9W7a7E09zr5sKagJaB3cZUR6z70QvnzEPq5NbtwHLEugc9R7Dr0SIKUxzT2T328wggLiRVHxwa1xhHlq+AyIo1aa/4FNeDMumKmnBgKKKxbY09ACBBITfpj2gPALWF38kgrAxVHxt1vA2QbgWNBIKRrE6np4YrYdLW6Bsgny9H60KiUvWyMqPuW9nhJnqPKNnP6wtYFySHafod3qNE+r5Qx2GRr1tJVqWM0zZrHskKi5PHzELG75iuu7hiCi3Ov4/uBf4HC9KVR+28/Z2HDPfCoXBjvZnn/KKpBnVOSr0IDBPHb9uGTXiWHF/cwBV4BgGavFURd3MNpewAAZOSpGtpw19thRwiKOnVDXvIEMvJJfZbvW/2la9pUjz5+m9ovggt5McqigTC36kfC7gzIh51WFws+53rCDmuxb9k2Dr5a9Y1tLXeft2W8iat0HPKZBeczst9Rp1kKL90xUVc82uu/2c2zqUnPIsurSyNY7PY5dJcW5vKzPzqlYag/UsQAUKMv2Vp35pfwYW6cVJ6lnP1os3mAEuO4IYRpMuQ9yLJ1Jn/NKXZ2fu2uOaVEw+bxBJuVTaN73Z+1RjIabFe9+M8pj+OVHk+RaatiR0X8ug2Rlnl82GhWISDdcMOv/jhrAJAkS5lRCWEYoamwTzqvQyfRusQBjPggvBDukFDPFKqEuUZFOT7x6kNwIgQyQJ7rTWGggqE6frgqUU/UHhn0n8EMyzJjnmx9OaKziM77CRl7oSd8o+Pzh5nrl/LnnkSgY2O4e6r5tc2tfIwM75Zq9Jlcg3Loz22WTZNZk8/nytPDY1GI79mu+m/3TAvGQnNPDKzaxGTQ6Rgc6FQiU9mRjdWPa1PTxNQv6Bs/h7XdqFUjm0P/70JK7WsKbOxJLkzeM9b1TQW+sKiS+z7T+cA7bWSEA+dAUfIHEXiAxRetsQ3esKEmNOnxYHJNi0kiYWP8tUos5QFCibuHiVNPq4k7n130FbB9m/GideQAnST9fkdO31hl4yCeIwsoiLPMlGJnweUf9EsFWK/lAKKunPXrXu3nDdMdKDua9l8g49EnU/tKOlKTUQmtdy/A1E6lRELLjNofjcWtzgSxUbp51ugZw4cVSu7Fi9ngeteclqePYh0arDo2lG4TY/4PTJBSD/dlEeyVVp7IR7yuGXimtyKzUMAM3dO8cqaX3d9UMCEZyvzdyi+1fArRIVNQtcBToJ0e5WmoSzaSOsOJBboWGehHibU23vRUjLavPxrrFqwf2QBE1kx9zzC3CUR6mJaf8lzQ6VzBKCRVurPBqFzVX+qCQSuB/NbkPDQRw8AL5xY9QHLM+RxezQFNDFtODbnEJaCiujSZTNZjHH+xv62k7ccB+nygQiKn69Y6Y/28uVdMwAAejgGiaWKk8krd+D5vp9NeIOMTgdP43LJOmicJrYKRdOAtgQ+l6wBX9xhkQvfhnMw0siRPXaJdBxCAI9S90xAkyF3Wsb1fcdCVNAdNtyTzr8VPPPd7vjmqxrV55Yf8dvebBe6XmWH/KB/qQwmNrdJvZM2hvGC8QqiJIrQ1LEyipkrWXLWUksPAzSX9vFVU7FjtmG+ZchPt9cnZd6sIcgNCAFZT5P5TuJqnhEqN+t9SFxKr+An1r/KnKnXhnjpen4P25hINuRYqCwQ9aJbXy7gJTiWNtHLuRrhwpwMCyghlNxAIX4RyzXM6EGl0iOqdzV+4bYBXCQtihNousNlbKJmrA/Hdi54gzqhz+5GIPNwW3G2AUyCR31FUwb1t39EqW05eX9CR5fARUwZzdIO6DUrpd4MPCoJIvO3ntNVe+QgaJCEbu30L7WH5iuXdzGigVd45/oqGXk8TZMMyaa+Om/yRm9rJaPQRI6xhDoAsvGnbEu4Hfh/TnicpMp+YkdJB++T7OfB1xv5tO5zwpaJgDVkkBqFW5whUOTaXun19FzR2iH+F8EPCvWy+0zWOT1PvuVdKBRCXrmT+qgZ5lMKIedHEr3Gf9z3KVdy5OnJmMpUHyYs+4CgJY573RdGkewpOaSq3A5Sl4fyA+qfe8fO94FkyP4kmIUDi8yuKas3AskeSVqR0oZirWJFDlFKRvdM45DAOuROm92Ze0m2VrmfITSW87TCkBOgLvo/Ghb6uHLkEbMX0M2G/9PNCdXa7leA/QjUbRamjr+9KLQl9Z3K6izw14uUrYNsCpU8H3yIZLh27zTMEwp3wlZ2OwHis5NStqbZv5xbYyEY/dTic7y/HlUlCG82FEEgS7Sh84jfp5E2Va5PLKEkxNZMfPgwRKv+gZiq14DGMMHciOmogz0Hy35GgKS5XageekkpCourLmHNClzk6m+jh9iNHYpKqg+jI/GNjZA2b0gYx0aaYf9NeOMaRxEK79olnLbZW7pKCPIUG7ANDppnDhfKT8Fhfi1lUcaePCBig5oCaNhiqf5Mtu+mhW3rcTU8xiAo4ptxnJLB0pdRY7oe9n3CwK6XGAgU/9fUml4x3oN85xbiTbk5CUFhGgy4f1yk2x/gy1W11RvkwKz9/hmXnBhC9X9QV3BpHtCLHga+dC5X+Zm5gED92QB9CqwmmUijelys2w36V+ySyBme1TEEiddAmbZ56DupihGbxyczkM7mlhIWKbsKPYhTOYrMXuQO824kCoYHFFo45wFKP75SandN3QGXU9v+fsXH/AWjjCyXYHPZIgCGZxhYjcSRzK4oRWx8rOIZQC+c5TN6WNBaEjudxgww1O37QbnruJLyAaLTBnMJYppnPP3Ga+jhCz9v/v3Q1RF4HeLjZw2JPNMrMLG5IzLxE5auhalOMMZz3E4jUUIUwBE5T3EllP9/tJpAKHJ5LQiOhtIVkwkJ+5JhrjOw1BIjTKPo87+f5QgdlXz5PvQJ8Z6zWfnBBSp3mwBAxT60JFDXZ2/XSyGcaWHSnY67dP8NJ70/kUVt7JEa8xj50+2iZZC16smcsAjSKXw8GAEhq4aIb0JRXj7/egeDjvBsQwrSbmOwNuNA2gbl7cp7mgeCLiIfZh3KzBALob9OlOLmoHwHJ0Zv3C8H9MFLztAZ1G/aSXro4zKkDJO4G644E8JagFemjw+p25zgetmukWQpGU3Esc0CABqegwclRrYAzSg6kaU4GX3e93mrod/vDSroKE389QA7tzKT55mwmdLioF5uI5vqfFjDr2hegg3I7upFtylzwxksIlSPErsgHqpaYQtyHG3R5AQr8meOxcY1sDawln1vwWlvR2DpYnXArb/080J1f7NqPqIYcYKi03H4qdpzsfh/5breh2LkDM7b0HRo06Y5aJqcMBE7nNR9pF/fZE481BD/frjVHxYyO45GhFfiNf+14JzsE+QxasVtzbnj3IIlvV6dD4Dfilzh3q3urGFossxzEmGcmrlpiTT2vD3Fi1K3wLlU8H4kLhDhB+ZL2ML9GeR/tNr6R66wkAUJ1hqAP+hYLxz/Y5ZzCkjjCeYhv7kJn8Iqx7qSoAF9+R7+5PBkaDvZl1p+YtaQ/BEhKpyHHBNnySabCGy7YIatsNMB91O2bJCxl8d+wbLtrLECewW2Oxmwqw+3RAOolSfbhfydVmrz9I873Km5B3C0qhenWPuNJzvPoF3tPLKCYsQhznFiXsKsvbY6Wz2ET0PPYnhy8F1vsBAysx1HUf/cDFSy/3JgiEek7Wc2SdXqRbKomV6ksQ74BnhhMBxPyDHNBG/5N7Dktv2aQ/g3jL+EfxJ9bpJf62tUAp78PHcBfLtecqFU5T1zDJXViq7yH6icAn/77whrZUVP22TprzBuwBOC4Ktj5NQ/N3dyE88LBtyXlM03JQYivTtBtDQMqsWn3HotOQ7eJwUh71WqoxpYjMvpfjMODIf1/77gbaofEVylQQnapJtF0poCEhfmjdlAkm8EMqIqSPHuSk9/ELBClM0kV8olims1iEwY6cXifil5H2ovq3p6xhP10AUNsrZNYeX/mJH9KjQ+O6HWAZaC0xuShnqsnvTZw8ArCeJvgeyrWUXJYOWWXi3iIzj3Bu+7qxDvB1UvwoqH/6Dcd7/JPPcpH5aH/tkzwiLw6QHLF5Mgy1eX88uU/lrM0AwMYApZ9LJvrNVIZubo8wFAMgtY0jR0um2SEcKZmQbimyJzSacx+1AJUme1N10zqMs6SHhrQJm/qqHRUpdyYx+FodMi59Isy3XHvMJ7l6q1xbGTckhi//uHS/CZlRRMpJVB1HqlvuxdYm+8KDDfqtVEWumcc0MAjQOdxuJCq0xdH0/BFKMfNz7Svks1WVj7O5JeBEG8Zu2VjZNhrvNiU2LT8u9G3O7phjP3u7N7VhZJ2LiTYQPeNuFetA5mXv/k4RE8xYgY3queYDDoqfl8G9d3kby9hbKhfJcFkilllhOuOTsTpxYg7wOfg40Xr18Nu2LJllKxQIAW24SvZ0BNksRhGmjuIIkchfP+FmB8obaIpRYEH9qOOFQ1ZK8Qo2qli6j2c5bwMfDw6ptZBr7MYooL3hb4OXxxnrrHs5B4kKgK9X/zkS38m+fyH20NIcbfjTIiG0bU1J0q2v0Fu6xSG8wFKcDmCLoQ8WujQRdnX5GlTE6LY5C4n3QMZ6QfkpgCCiGgz2b+rkt+I9oth580w5C/tnI/tBObWQB0ylo+z9EUre5ogOHOb4OjqXh3gtXFmSX88SOgyWVQ2dyebzvSbaLeymfB2nO93XnFlqHQyDEcZ/n8mYaU+jvKShtzY9nVTAaD3D7Bq2qe9S91APHAI1CnXR0A9AIvve4CpZBtqx0vQZHI9m+HQeKs68rZbL0RYe6/y2pgrdVins29SLhuq4n5OzCNKSyz+LNngrarOhHwCVZv4FXNDzkHn4uGu/bZBoM697g6v8b/6ZvZHWXOc4Ook2zSbtSpQ46y2dyFLQojDJ08vheeh4PXbL/m9UD66+MqtsGn8tYjpjZ3rgNEFlmkvvCBLjkfhmbmN5WUmvOwtG6SVK6rQDPW7jFRYfd2jPro0JBCrQOcg0T9RCHL/14nZli9c39semv6F6uhd36ah5Iz1nswY60+mqolhfsV5PeM7jNhaN47dYYWrJJ3oRtNJ8dZlwVcUe4CEJjKxKimXgPo5N/NGNIr4ErtnDJTGhQSD8rwNC1rYN9Kxfk9rEsw+NGHH/U09X+GF5+Cz3QaK1SgtV3AzgMSbsRzNZ8Of4yWBPRAqBFMLhuT0SSrRhgkKC3tJrDqD1NFAiCFyrsmwKFcZCF7QFjAdBo7gNjgmL6rUCWLNp+5elBatYLzP5TKbQ5ZPPTIldudmDsHzGO9kIqDqwU7/cXoTYwZmSWBUFHppT25u6a48I7TA+VSeybNIOVDfFKIWYLoOyIxFdvrQJUsPrvHbGZ6quZCv1AcJuIczXktGh99qpf9tH4G75hn/KXio4mtCeEwycUbS2km3Cq391Aj0QiKJmbVLhtmdkSuwVnj9lzImIBaG39IcG9mXob5ifsBWcD9e1G3TCs+Cz4YyhYOEmCrcvkgvAwzzrIKQAaEaMuuiRdHEUhwYiqZhrh25e3w0WGx5HAb7Hta2HlrLneXYFUaDwvAjc3QMSf/rctHj/CDM9pYuyuo5heAoh1TyMYSJeHSSVFZdXAB6/3sbvDBEOiP1VAjwX7JvXYBAp8WWGxJW6hjO7AjNc1b1wdj5nJpvBcDiGBS/iOvCNV90jKHYI+J/hG7kOt859TgWplK3bOF78zJ/+3KEnbZSrtT/bdlrfL+K8Wm1hjBJW+EZV1mPPKZZIR17gcbW5cTUo2WHDxpPpZVDdZrB+5+OZ9EqhXm5pnLB6GKAkik0osVo7hnI0AuROSa3yx3Tlz19DWc3cxRa+gI+lHlAOAB79YerraTU70kmZftil9uLt2c3jypgP8rcY4QOshwI8I8D585werbSjKxW7Q1rdNoTovYtvj//sRxtAxXgcH07ELTzpqjwnE/2C+QqSiNaVLUkfdFGQSl+R6CRP5Y+M0erD3tJGmfvZPQeYLhJEIx5kRYB23Y5p2vYd1Fdy6PwiohIfLrUWamMQtWyj3QWA0d1gBsUvx44OkWQqIYb1r/DQaawP7xlvsFq5bCYYcEdMwC+78I8JQ2+Rb6TjoxP3y3WfwNU3oi366rdGZcHjllB7v2xVXX3ALHjR9EEhCaa58K/TN/a3z27nMaEFIU3McfEZ9DEzd+Dj9s6JFiurL9pLgUY9PkiOLgI9yDjOypeQS7+SL4ikaxKtnebD8f2gOewHmgR1VhAAbAL0ps3gngAaIyialPa7z+t9TUFafxB7QeIRmtqZMxaSzOW2Z109VOT7p1J5zdjfwpN1I/10R7BlwPU1WT5g3zub7vpUjuhvmtP6CY2dDUtvl33KswrBYlEsg5gCMUIDKDmDHyFd2W8mjjy8rZHTjGtUO9PJjFWJUwHAIxwqogULISI68UkxnsQFXplmjf66yfP0QTSyGcA3ouamGLmNheBG+Lm1NKItibSjMrgqdxug2RyOrmWqoW+I4GdTvrKskm6RS+rmoRzYpCHDltXWB1gxTJxGDMt5iDeIwKeK8xvME43gcFHRMa6DekKqv5MJ6Nv3Zcqfwn5HPda5ztSY2mLp/Yrh3UmoxqoaAdpBjOsbry16Nv9PMo7iyfkchaRMKRtegxkbO7G4Kucs68rOZ4NRticEUuF/owvXAeVRU+leg7x3tldJj4jNFk9P/lW22tWeOoIy0rDoZuqCz01+ItFICBXW4cemTlwiQq/kThc53v+sCbqCmQX4QOoEQuq6CbWTOUYj7I1Nnf5dEA6qNGNnu6Ry1K1t3LCKHWwBbbar7/flT6pt5X4YZA+YMdMrKCKWLEBcqLBC3YZZ8MyPBdKwXle+v1nC9e3+7EFAZN657JcVGVeXdcBDi/LwH5OT4y5/1XemgUpZP9U8Dqp8dpsvvQuaI9/8YhgjdDPYHd+PWYu7xEV+A+WFYNVVFH4W5HaS+7KWaXalG4AlX0POLGlslF49ozt8BrKd1U4BMLyntAei0f3lDH0yK145KpNYru9ti1qfAHQe5xGFkSJ4JaHj2Yc0bPfGaLzwZ2CvVBxJH6aU/guSM+F5L/WWyFn2BtcLSczdAUNCbxAytuMIhePcQaTAhYYqUAHgZFFFzKUlEkbFFU0C+/qXEh5Y4jTtGW8Hhnk7qiT5UXQ19ZLm+qP49+0l3KnV5kG2mgnPopS9/V0tYnqNIoxhUc4pdudZiY3b3HBVx16jYiK4oeFaUs1gGvc2XyqvAz9uK/8Tnag3cvKU0JiuANVwQcsXkQz7nIRGALg3AExykmiu7TsWL3gb7UD3o9aIZYHbZh+2WV0Fa518/xOdYm9ankp3AWChrF2tQHJdz0/5fRE+fagFeP2IKMwnKucofxtYCiPQTgdDJGwFf3EJAkziN+O9ukgKrv7Mxov/pKVIqlwPla+wWMUdY6uYZSsJS0qUndYAMJGNS3JXI+7EiZlfwfjKLJZkvwL+ov5/KPsVB3U8Mh/itF2ncUHfMzzdxYrmFxQzrevZUtYJqbez5kCpDxePiUFyuZhNGdz1K7729DPKMiSrtbc8bEx5xbMbI1q5H8ZAKzn50ji1CpCkgEZyU+R8iCHJo2PAC37HvqFh4Ol6tO0bMMol9DI82ifINlgO3A89o8En4P5nRfTZcv4j9Ep46Y9NFhauIXcOftZIUgqVdWRKUAShra92yoIePEcGeZl3tsYSjb/Zira8zi2dzl0NxOIcrjKODJLrlcVyiIrIDXN1wNl68BE6T81ndJqMe31j3pjxtCA+gOw1xd+sH3hExVT15vm5L8B3f76/b34VqYHmyDhZfom4HY9sVsdDCMk+/fCCz5zr2C7l3VkE6GhwafmqKqBPUARULccezE1NFFPGUCTmomFRjlQCETdKMRhkzTYdKpVi10jGwXESRohFUCskVBX4QdV4zWCCAghAiTJAxt3hdzxmK9Bxm1PgF47KvcEZ54CM+76fLjEePwE1PjuTRHmfd6XZZIiqAYafHZr8mcTMGZXhRFZqboXpTj05CalEzCey9dPcBNJuS2MV9jjVkjjqYD82PjVGjtNNVlYa8M57GY84XPfeJA/UYbAMrtT19n0t1ObhPPOcjile2i538Uin0wVtxT3s8lZIpgZoXK0M5Ket+1OB+LfECa096Mrus0miWdQ14Vj4ck7te7Eom+YqneewgnCVGeoUUDffMMZNPlBSFGFqh7j9dpJ+BJtBYV0c98/+b/yFmI1CCD+0v6RPaV1SWj2Bi6PA5MK4DUShsI0jM9+o7LIUKLqIRzQB88wqk0tHDKn0kjJG/T9ggcB6G66jfUz3CN7S3y6kRXo/r64kKDWg04zZCZq7w+BGzAfTgwJziLvE1JKs5N+dA3qLjCNAVzliCCUXZUwcrzOibO53ZkLIIo4kNY51IwQdGT5ss0vP/+rv7dzi/lvbyP6xWdzIQRq039cC5/lWKFthjFkisgN+c2EioSOgNFjz62zg2NIJcn07Y+WsUNvnhcVM74XMlKsOQQY9uiBFkB9LVM+NWBiAiYPB5UHZnZajZZ+AOpkJtaK1PmQkJ3/JPuESMS6RL3Xz1QcSetlIiKidBQ+PLwfMKyiRhX6+vXxBpaWsn6Y02pV7QqnacSWAlctDz25ZeyGe93Q4kGWptn9lVPTZK0MlPbs/Hy3Jvo4scPox4YZoe3Ged5Z1ygM+4PxfLRmDjLUgTPzQDgfateC+lKP1EItFCwvZXCddF23qu55jriXKiMxaPT+45Vee/tMr5Wbbi9Dm2iA7772VxuUwnJeEnJBJwI8GawpjUrPsXWQQ1qCsK3Om7p+tVf0TEv6+wh2zVqXDYJh/YFA3uiTp0WvR/nNsRTx2r2ZhDZmq2VBntRyR13aPUIiHzQYx50FTjOGtWGJjPYRupJ+CRX6nmG3+uV88dUJhCOO2CRHOXYS+SV6mrM9cl1GA8AKVtkwE5RXxwtHS3ti5zjr9WhcNHxqJFulTu89ZqDNVXO7WOJbYo9n3sZg7nTSFYPyCXdZ5ppZ2bWYoWRT6VZkSAQt4yJmzsyahU1NtooMwOi1GlAuXaQR7V8EDVy/9NhQApB8b44XVtN2hh1AwULPj+WvxFwKl+zFKKn29B8SfIwN9ZE0Hlxmoq3dDieVHAJNXMKb4cKZ2aBQU4Kpm63Z+Rde+Inou9DF8jPNLBrZQs1i73G9C78boICg/Yax3VbQVsNOFea31o2gNh1Scpt7cmYQWKZ6V9z7ft2UGORKyn78HBWMWu4d5xpGxPa++c8l46aT6j/Ucm6RU7RF7TUUCqg0H1RIOzu+5HugSwJK/lNP+uftjFO5zhNTC07TwAn9weGwank13KPSF6EsVEb8AaeO4cCVmwFeRzReH1DNLO3H037qr9LJhWa/3rvnJKTXaXY9Unc2feyEB1uXdndFT+v8lVyHP+GXlrrTyghgVtdgP3x1ijcjkq/5da5Oujv/CGkS0hrdaQkFbR1h2ungFv5XYW9sFQw3LJNtMA6/SAEBbXvqrAtr7a3XMnbUYEucUibL1Tae0WTEDT0Co93c2TJ0ICNf+HDPXyds6ea3opZ1KFPtcb36XXYLu6xBYX5hc7fZmgCh4HJvaO3CPdHaPJN7Gp0l2ODNgVddMGJ8HCI4zP3gLmc/vsz15C7xdq1S/imBweGCEcY/lGt+6lsS79V/cMP7uQxeTATE91n7Yr9E5+/E7rqVxMDKWDieE4FvqZGx57XIZs5F6/SwT8sF8U00/ejt8B9/DyF2YYw5tKwg3U4DSX2tA3MsnkaJlY5oyCK1c8c9cbNtRi2TVcNTi16zbHvW36OwjBdUMwD61rqHoBBDkRApihxo8IEjSz7zq5AZpB8WLDepyzJsHuw4wu3zIRDwN36eJTq7wXl7BK7W5HxPWWGnrqPuZDieZn3HHW0471oAIWVvkQ49rc6PBzeYWFt+1x5A1tS0ipoML3vgMAQtUQpuzNisH9bPIJSP1jqvtGWdxTaG8hQAC4wHMZBA/flvrI/bMhsyLBN6V6vdYz6SvOR21OpZSbq4aIw/BatcSk8/RsWSL7225IzUyVFquCmfb//iXq5mGkSXOL3jRI5mjF0yoCA+ixQuyepSRL3m4Ucj4P1hAPYHrfJ0Cq3JD7aRrFg5xFTI32SSRwX8X/GaH8h80+cTcrgXX1kfA55dbXuKWcxsKesGlGWanykPrMcB6iQ+zP2IaA57ar356+4muBijbr9VFeXEWHODRdgUNMhrjuGJviB7i/5FyJRwx6e3O+JxfsVzD2zVN2MMOtug9hl5BBuWWbnGN2GGfHpz49N2Jk90Ty4EjsrG8Cd7qzdz8UcSh9o8BvMgMIEDb3+IKWBgUybTdJ+n51U1CNP9lN5YuRDFdhpj+OOeNFd72u2L0jekCZ5lrQL6Ypz7KKYHIgY1OGRHrfsDiwHKCgk92aEMQIrSjR+0cJaae6Xp+0lDWOczOXLPphT7jifUF/FHUgas5KWCESSRlarxwslkEred90nd7x37tkW6x4TyaBT6mVsingFMKh0ZU1fM14LKWfwR5mwgsA15l1qsWkDTDVJ8twLH/oJz2d1uWdZtz4bBPhdgXAGv1gQhjTvGNGWIYO3iwA4vbm6CetqGwtdAdu6PYbZzg2ghJw/UNb9uId0mYDCswy+fHlrsLAXuEdAJEAM0A4fomUTusaj26nUtkuwChOOKnPY+5xl36Ftd7rgjNNIe+F+R9QohIyhUY1ZCwrbWJGH50OzpZUgw2vClTnMV0NbE++mJg9V82i82e/4m0K2U9JX0BAjs283M2/c5rpgzEqDjTkEZpL+xvwN3BZjGU0+uOE4pvysjaL3kSJpVgKCfz617fDo5Ym065XcEcDavQ/M2bg1zoe2KV6QbhLpeXJc9UhksBmq8XKUySN783GIpl+myyWX1kZ1RJJHIe6txYZR3UecTPCclh47Wwf2FWjXrQLVctd4UyUq7/iFQ/SvXZUCCYNjS62flgPmNwA3mEwk26V5sG9Mrf/nHcalMtMNsg9AGireTNVzJh49qJBZOxUELOa6J6iiuVwy3OqzquRLAeHJwO32gIOwx4Ibk5NbmIb+f4JUzqRsBo05lNbIPdhZdPfm1/OfkFGzqZuPlJpv6hcGwKn9WrmLD3Oc0K8IZp8hcpY3x39t6eoxFXxpM0dAKo4wwmyJ9pZ59p9xohLEn/pl5jD+zK/07Tft7n3IkaXqOXSY1UZmp69NkLQ4vHB5809r3KB88FYR9U8QzEgy8QrUtzaDoTxad9r+R0qserdOKs/92urc4RjGiV8Je9aTLg3pQr7QQjCx0ldPK+JC+NKUFTCl9bcI072SpBQKG1HIR/8CWPmvp1mhdmQPjKvGTElQRWOYpEHTAXyjmfJWMTdSWJf/z58qqQ8Mij7bSVtXBWHVJyXyCn4aYMGJ2QPIKiKPjsoEAogp8WWqm/nVLdjjdguzeTBclTjdReVcds6nG5bACrtTzqwKe9hIqdpYBGjYFfqAA/I6r2aBSBTQ3HtDkHrJBDcf6MZY2Vuu8BDnVkXwFH6WvA4mV7W/XiaN1yAiEY70GrvjLYMnAHc4A8ypfaaH4Fr8hoP8nGe12Dp9P4W0gQKvX/jIBwmBsolRS/kiiHBlVAWX5/Tp0spGXP8alTHh4/qdM9VN2YZDORe2sDfL9yfSTho8WvfL+/sLvFthw/ZF1S4msqEXYLDp3evbNeAkcL9E+ed2/DxGigDjaiDWuvJNeyEUzmHv9qy/O6e4hyQ+TZHPnuWUnnz4Qhhx40ZzTuWJnfrhGcU1VzmFDF9q6iL63NImwSXZ0FWNe9403IK07ukEvJfqp57bysMZ846lI3Ql3FX/P+/9uVPerFZ0Ude6sKsIzePAG7kjtjJEVwPfk0btfEadi0qYzQVOkGltI8RCgJs1bKEb3K/MDGOQdaeN/f+oY3DmqtSbeTWpBfkufwCP9mJtfBLp4Tn+063+zyojAL8d9Tz5wmmLG9+W02drzl7O+9SZ20exYFzRENkD6KIqlAYY5KQ4i+VbM5j7fMweA100D0PAbRAuBYeMVASKrCA2Bq09Hgg0oX3EWCp/U5ukkoZDRh6KHs3yJpZ/BBY7viZXEPUX1Fqk4W7O7Mpfmw8YXLUFb0LBjFbT+z+XqCtu6L/jd/Ifw0WzlrxKEKhSusfu9IlEnn5P2BMRV9WTqu6GQ8EDOYWJ4PpkuoVN/8yPTxwbV3CQrVFFf001p7xSf6dr6J5U5jx4nJuI6I1HNnf5mtWSkgEh7SDUrcMePWmyuqt9aJaWsIZkEWJLSRZRIZGMCOX9fMsiaRfHjhDk6DCjcJHKcb83lvmlQIzjngvzBWnl8AYxgUEBT3EhP4AN25pGkveOWDLJlgXXl4hmn7hWos586bRdT4AzZ9f/de4cHKva4GE/21Rteh09ESPM65rWCLNM1XsvmivnepZjmJrAjphkA8sM6AGi7+db9ip0TvG6PNvHVZMD6uI/CCk9CBymJmhtqetAY3U47GR7p4nC1hg/yeVwVhmk6gim7pB3pWHmqR3LBdwbfrESwKF8qs6RmAgUnStsgG6MHFCnIETUvgnG4dlhmK73jnb17FFhZZU5dLb/ZPMA7jd5Rtsm6gWd3yZ4O5Ow3tqSxglI4E8vV0/B+vwyBIAiimDNWRFTB6Y0rBzrttcVqJH8hT9fhm1vDXms4s8cOLaayLcH9bacx2kUHUFYDOqrKNVBYjzmN2dIcIGIgJOyRRnNSSzRmIDAE2bCCM3VRGevDayaE2ypf1H057c+77WhrVltzRCKPHa+06QEY57ThzN1n7Gv7eBmN/+ZXtSqd3HlzprmiaemHiKNkyqojB5DQn/N2Hh8fyK32YUF/sTFYVK6T6zITG22W4u3KWbJHcRyyzzoxZByIV1FgSejwGZ0gPChce6VV/6XQWoYklq993vYgwf+YucHSvYVT9b13H7EyKroXnxUGmc+xQGl4lVxPLy6xfirFm74Otq7muGUXe3IwkNZ0Za9kwV94MHV4IO40Ao/jZHnV+2ZpcxfnDua2efFmJXBkF0iWzgwEyVXzhAJEEmBmhEUptAnqO/aAbQWAvXAe0HpKkG9vFQYf8dVF6rqJuPVepSwwUggd0XuLi9BFRB3kCVpQZv10iLk3thL4OpPVE7fsdviMqzRxD83s1bRDjgsGZwMexwy/5iO9BwcaUkwB9I6ukfEDvojX8j4MXYOfsvATYnACaCTl/P6Be9/bN5J+tsR3NGHN/K196OfKZMgMffqXsPGmwIw37HfvOKMm7C0pAHp6s8cmCSNPFnxauaQYW3fUzTkGeZtr5K3zrSmo17zlAxolkWAnVUJCEif5LfmLbx0BzaNKi6z27v79lO8Z7VLIaFzzOpT/0UNBalROdlQZH9kjyqaffxUzi+0rK7sP8rVarKLemdOXR3kvFnIvL4sIIAjJ0IsQ9BHcrV+eYibb13IeQF/gpH36p2gmXtziBl9LclY5xcb65oXFJq30EpWf6AHShd3vhvwdAl3mhJk0OTEZm9P7cTXs4Bhp/PuRgSOFnIcXTuYcKeDRstGvQ47Mj6IxxQELCszcMcgcphk3ceTi+3OvuqbE+rTIpds4BXEqYZwVt7aj+dZ/Dn+TFyuXM1QBre9R3KkP04XPnBYcwaEBN8ms3artXDaAu0JFa3iADJY2J2hQrzU9m3bMa4sbvmaWuXlTP5o4QXHwVM+BLQBz6LXHIoRqqg1nbDx+e0Hn4lbmlHDVIOHj6ctqnGU9PAsrdXQOjgSBTKrAzw+bIesH6qgfAZnS1rEjD4WtCUA9h+O5aEhodoHBDRNno6nlbyQclwJbAi30yFPCIYyxWBknZlSk5vXtFv6EEiqno1s01mL2pkAgov/HS+2PEtInV7mbf3AqGnMFnan+UPcOgLJZsi8C/yo3HJWdEN7R5nTPO+vRSo2JTi1mqZ7NwYusblaG2mQX4nlrXFCO9uRbv6v5ZSSSVAkD1yUoiHX78JkZk1KbB64ZKCchUIN6rREw7xe98dapFRudyM6wiwfUawgYEv7/58B6HetUK6zYLyWtL0AHAKgT6wzDSAWaulKslVx1gCiDhn2ypcnUO2cMvoYgPtQzpZxtfBV5whKC2pBF9WxPxu8sBEzgV7vxi7SHTNW+zqfVfjZPiJCdeAOwBLybzjmgpprJQGWGqBZgf+jvWQBZ0j+7EIsmKG0Sadp8DmiltA6WE3SjlumJxGR6nqtv9Y2rj+iIKlsxxxneZ58jT/PmBeSeS9znLh+fvwkf7MImxmIBPR6cKrEYBnAgXY+pa16GQ9xgLjdxNrMrFO6w/HlFmKynOs+WGe9nx+EuadsxtmHy53uM3YDXGThcYqiDdwGsoo36HUMAe1gRHfwLuqEqhjGgNgN5735BYg3xEbmbi7eZj0bcMoeH0aPYioH0TmR3hWuWx9CHmqG/WuXgJS20zN0s4pyPK+6NqT4v8vW+daVGkKPkJB5mCaEIQI4sSJVUdoZjrf/w37rrZyhRaMX+I+bSgRRLomyDVFo9IFSnMCEIh9NQWlr3e6ZCIdGurFAM4kyO7jyGTkcW03m47HAUa8zi2c8mwp1g4iEloydKkiET+zdpgxrd90sKqmlSJnMFVjzhW7U57ew6PPWjtNgxJPdeTiN2lrTAk9bo764j4EWSg/9+UJ4NGVEYSPCEhnqTOO/x1fjEIg9sH0P3qyzCVn+g1IvIPWTZIHmBFP79On+izQOLN61AUFDr+V9aMJvl6hwOPkj5ts4WhiIBR3Gq2ii7euYmvwHUOiNufzkaKpmPsTRaLXuKb+ajviesVLgkktbzd9Fm7xnIqRbIHzNzpFAzMidwtvp/MYferdgUwQcKu9Mge/uHpr+odMUTqHw5P1KKQkitb0paQ8HnKMHVnSt/UApBa7mBQxl3+WkAlnTiwe80GZeD6hkhmq3dds7IMjSyEujHbd7Zmh8vkyY5ZubDQFuwAtqP4ejnGWSD02Mti5h2PtHTrLVR53s/YyVmVn1/gH3aPXQAulSORLwkWayxUozlFBi7XYrfbriFc4vZyOU2oMzh+lB7rG25pLGEorbeq/jBng2H0MdopPXa2yVSaomo1NqWEFGH24MZroeFFA1gJm4ac11UpkgAbm8BoCShByLG9nfHbN4qHSJbgEMnHyLKgo6lFVHeSh/quVlXaSe9izeP1lU4jxRp2C9NeUMm97xbHVR6tkyHwvFbGZhAT7VdPLrsS39EeNSbXzK0e+ETLPVuP+nSfxQEvtCe8xB6o+QvJYknxQNMHWVinRPMGALTo1dWn869hnksXdoEYSuOOZOGcuv5KL0ZgEKBAzhd0LsPc8J0Tc1S54+UfmndjChUxhYi21fDLe9sGNiA5Jv8LhiWGUiBpzPCs1cYnh23j7/k4UYDa7s2CPzgJt8FLPFUUGdsyEx8sYd+YbSCA5MD7cSy9LvoR3OqDrm0V8V3CIUSmcLpff9QR5YL1B7zGXFE4lzWbvXQ5YNQSUkIJCCTUnQuO7U3hr5B8WbOwM/JdR29Cpvf7qsV0blTQY0nNo3eoJ7cVjFyMl/BfaUQ6rgIXJ9yuMDj5B6QMN46pP0MHAmOlsNmRc5V9W9Yes6RvFCOuARL5Hns5Et0cYMj85gqfUfRmmpoOkQ10yKMIpp3SgAtrr9/6YLA8mPVnjr7ZNZiZtC85BNyMPoOZl3IKLtNgS9As9eUVC5VQlUeHFsxxMfv0485t0+Uw7R+RY4npI2oL40nDcwEPPuXCZ2xQiPCqHHTX8sfMI5GcyJhHKXmLXrb+SNtbSlRqIWrUcybpQHrROjRb/Sq6puo2rsDt4iBAJeys4vFYXQdUUwO0phRuH1Jxq3VXtioR3a19CtHdP2VFuQUv74c1Yu1JeBMghQMZ0sn0fr0Z0hs5An0x+GEjYlNOp5HWg8pe9rBm5M1fOwNOuC5f5eE71F3HYwIqnkrLRl5F5b3QWvCGEMTeiCOg2K+5w4Q5gPwrsrne/ELrKnF7OE0fUH9sW4uOWOw+XHEJxkIfl9tRhAj9BawDFzzja5nR1SmDWHW4neHwpO9UsIyWJuXh0EDmHMBmmL1/Q7pOuqyr2tEF0U3vn6KtEWAuz8ZWQ4zWSXm8mnj98C6ZdsGlKFnyZJfpnQV1uMqShPBcp2zaeHZjTAa/sPUPJ92nvMTCIzr9Z6MY5YOo1Oodjuxet1Vx/TjuT4RKsJajv92uREN0LoFnUs0fhZ77yEqGmgsOPBAXPm69fZJ2QrHa7Mo4mWP16a7biEejgLtUvg2Q6/Zsqy2f5p3DIdPa7jZ5fTV7Rffqu5m7wNTtc4pb9xRykc9s6WKvSTQZcf7kut1yGMkF3NPE4Lw5nmYSd41A1jNhiUDevYbWKYezJ8ODRfPn5TFtu/1F52W97FKbgoVzgiU4SmGulLsZVAQbXzm6UBh2KUpOg8J3Ip/JdxVS1L2RM7oUh1qntik4hIDvZMlnPyLhAL5D/aSY+r8vfDjlPVmLwFns01wnyPr80Aua5SjhMBBhqaTxOu0VLLrDcZEmjh13RAg87L74VuTMSLnZdCMGs4nzeNk8VoEWETGtoJmwI5FUAptBy7WDFvAtkWFkFGgxRjc+QEDAui868TaHnks/8l6JRUH9hkUb8ShEZrYp9ip4urfR9mmKQBxNxwFbX75ugrrIoJs7YsgUm/KFGV5SgbgylWqBEVL51dzaAIsLkGfh5qZI3VHshqYIRz3S9S4fWynykmJhbCMC8Q+pRJ+lMK8H6vlvItk9QIVVnM0BYs/8ev3w1PgC04m8A5EpJS8YiKuoY6eNcyvkHVBVjtdBgdu2YDxSo51JTIRKStOPrXVTWat11sbuf+u6TvzfgwASyuKjZZqxffRWZrDiwbqUiAGyKzHj/dwwV6wvFa8zndfOMZqyC4T+v1/2Wg8hJ/BUwjkTNpLP1wQy7E+PU4356jFrHHgBYxc/Lm5MHzxD9+J0kZm2aCmWvVHirwA06/CxDZQsgQED6DK5ja0tG1R0MeqFtlW1hMKc2ZPeVPg3FJbvJT9k6owNahJjeMzvZT8vsyJmXYj7AWOxciaWPem6oZC2/AJ57N3GrKhhO814XBdzSFDCxeC5qRBm6M8meZmSZbjMvaPj9kapiJdmj07QkP0BNqy2igWybWNHCPRKHcgNaS0FwqngyIRGhsjpPiYjLLA1eMPOE8Qqb6r3DLrXZ0MSmiP67TF0Wi6aTL9aea9I0bQ6reyHjZnJqCSANbF5RZhCIbRtyYHMzqTKnV43hsRLy/NVbz6vE5nklSmlXeqYpg9mcM6eRik5I2vD2hcmjmaYJjsR6w+I08ASiTRiEA/8fo6uqSiJ6ojJP6dqaRpSzYcX9rHhLsLFmESrF4sOVBRBTJPNwQb5awtAZX0S/+bENCJJewkbsjmRN9RebZa2f6fqG/FpLeGHPWp9ZbX5Yi++l6vTr/WnO+bw72BPcNH7qcbT05iW13El4ca93Dzj5TwB/6ZCskktUGo612mzq30+g06GzS5Pxu6MB2tgElxa6oey09ikLCt9dXU7NRP86oEScbkVTJJbtS0ncXvv4ECk0v0FxBgnl8EENs05eQ8BKFNjBByPUY2RVWLhAGO8DNXDD8iAN8s+KYlKdpneQtemtl/ZT408nFGEugv/YVrhWYfudLB2uNUuafAqux8zSCG5dFCZ0IpowDAE7OZC6LFDG5evCZNxm4n2+njD5jjdFOON8oxxkB+hQbeuOWf3+Zq0qiZri5e2kEfzxj27Wlllkg50nXgFuaRDCeNigAwBl+T55eCF/0wUyrQ0iJH5akJ5EgAOb6NWyFEVndYKUnfBQiHE6En3gjFf6+mgp6SW5BohE/q/HQxDTwrHVuqzTArvcZSg+RofB14nsXF+nND3mCM9ek23PMXnW+tcHTtur70LaWSfJ8lKhgn4y2DRD3S5SgXhKKeW+OYK4tKiqqJg3gDS1zBdscern/i41ddiLxrJaJOFABaOsFkmlMtVC+CkXea0J3ORKmu0Na13BoAhcVtp/ojsSFNWPAG45lKaFqEwDuTM9RnzAT7lOlpcy4bX2PwFf3w2hWTf8w6imetskDjNThaSmGCz96vsAQ1Qfloamk0+8zn5DBJ6+tcWO6qqwDCeaEinwbjEbMYMp0ffaMoUxv8z14RATtr/uGiTxTgZlVSlSoZiRIJHuqfgrne8m9bCwHYB20PvlJXfmwyqX8rdJnq5gqneQOZyrPnUPNktX66pkddkgMcZdysUjBDy3MtH57l+FvVHeJhwFx505BVp/YjvDoasKyGT8pUdtUn7QGheLKJ4bpnZZKxowXDrvh1fuoOaWgkcMQXtGU1X9jAIK8Y0ZNNhQ5aCc5fy1Q2EG8Hoo4pSmCa/1d397ZyxW0M1pZEL3cfwADoF7vxggVhV1oVeCkn/5SeGA2ekb72c8lVF9vWX3vQivpOWAhcPi45zL359yp5ISf+7IxZ3FnhZ8eBcRaRA13JTT22Ir44sNFeeXmkVR5odmI3Dw79M9jFMIfwIZjxicusksfCEGONSXBR3PrPM0ilXwJ2efueHQOrR76xdUSKIfrvFNuuJnv2LcdKsKSv/nGjLX4K843/vLfpwYZfRv3NYUUP7VUt38O2zBzVJtavrqtBQrut1BcnHbjEb9ya9UjWRBp16RpO0TdSk4oYq5lVWZ2++c5yGvTcmhpe/msoY3LYySlZg9K4fxLQZNSo7nUsIEtg4klxNHHvDNj52OAoLa4gVv6vIwzM9usKss6eHYWwtxL3rr4Ptul5a3SFzqMtnjTpc49lnBVzR8N5kVkQBS4G73NVPsrBss44XDcwoMwKBiBrrSoxNwQMdw4w+1/Cc3JKa8c1LQCFD+GqksKMhMBIhpIsomaY6ojriyK9/RETm3zMAquPnYvCcwljON+rA/PGeL9nhv6oHEiPdoz66NCQQqz1qy6GJBVmkLtkeNz/XARkKfcpGSt9pp5IBDtnbJHtUT3t6ueFmwAbT3cclHNAT1ujwE5vuH4y4rbcQ/K88PJYPZtkfburjXQhgUl03DRn2x3CIRqbU7Utjym1CLi62V5XXHoFnfG8TGJvum0NBDw2uAGIeP8LjZSUwk5DGOQrYSagjBgWYxcp1sbO/uBCN3VVUhxAgFlnkmOPjp1Lk/CLoyn9Say5Mv/oNGmSwdwBm4FUVBHik7iMhMuycr0qxSzFEhcQ6c9k0Ba68fyLP3+kEPFSmwaS9s7ZTbZdRmG5+BDHYvUc1Mxn5IrcyxgL5VanzPK5CKcXi5TsxVJtOpRt7uhsTlM2krNgR7JwZpc3x90vtf1bA5/MViF+BrFz4FDgE4GLHrdMaIXHaVMByPPTOIp8OvSSPD90oP9k43sMai6jD4fJR+uFq+3OEhk9PAi+jcNxwXPB7qOCrvksNIZgYoGLbSAcoIK3pQ+Gs13vII6LlMJyC+BWRiq98HnS7a43FX9EP+MGcxEy/c5+6JvxoN2YWj4nEANUoQHg9EX+RsBV08ln1NT1jaisAvpe/5kG+2osYMAJtKMDhPFqFnmEocnFV2ni4xVbpmqCaCqtMA5kxTfBxMs5w7bVzm3ZkeFuWs3lMLYspqMyRFaXa/jWgsAZg9jyrTqjhr7zychwdbRMZCkLUkz5SkWlwudiyBcQdYIAlxKF6ot6NtPgNY/JN/Ot6/GcNpEk6ljHrcqEoYIde0oS4/LWKcXpHVHT3APU+GyKvTBbHpzCq9M6tjeUZXc09rQc8JaY5M/lbbKHygYNebpZw6XaJBRRCZ/Pwutgp36fi5AO9ClQ4NrEijg8imjVEc4Ig5+mb8OpiC8qWcpRCqO502u6iJZrVIFztUdnH1QYjPC00M3WVUj0uij7TnAtQZqoKzbdJoR6DB+Q6a3R36OrB3MTMKJDayYQDnraooDtP8Xl41iL1p3DmASsA4PgrLer8T77+yXbMl4XQC0rH1GkKmuslk58oj/V8mWvUX83TccaE6L2Lb4//7EbDRPytDN4t9xn6gADguSXf5gJZ3OdBrgTAZEinhyu3j0UJvEwTW9qmCjgO0/zKetL71ffaDbn1SRuNSA4XbEbvy7iLIojD+8FiPO5uvDcqAhdALqXJIDVif3vD3cPpTirSbZAZKRxiz0fuldZutTgaaziK4b8EZ34s5C6dUYxE/rSQBoM+1aobjhfv2bUJ4enkkzlo0Xn1uA/c+zavNN5uMq/zKArp9vBUqfPpVBmTgy/I4asRo+sifFEj78pBWyOYqQsjNpPPkf0m3XgNckYuyrnFMIgMWwRa1GioA/yuIoCCKV88DB/7qemg0eum6eMPkON0PMGYLB4gMam665/Tjfomfe6Ld4IJcmtp1QoouZP3ae+UmOYDlsHGq40lH/LgtBdmYcYj36bupgs+AiYy0oHcPDN/HGEJrYCwN0TCkyqQgzAjsVsjri8y0APvKnvZEUavnEfgEy3bYGSlDY6hWHd992Q1JKuGE7Om9AmCznv7pMHXPrPNFrCi4xD0oILiptwm//NA7IZyo+4xFNC+fV5eJ7+UNVXuWQiQwaOoSnY9F4SRu1F+EFtMk7J+L+sclEFggLwAp1rhZeDzMXw51uY9fpakH5cOi770cBR2iVfgOhnuLqQZjUWM7f8JmZi9K59Lo5/SnEIfwkXATYa5/9KmK3owUB4jHl86mudr3IpPZ1sZ2kioq9G0rPWlItoOn+LcNYpcz4j++RdXix0gSXRmIdoaGYUTfIZn8Y+VAkRBSshXRoics68zuEg13tJyhgrSLtoIRymCFkbOQ03QDoQLvk58oSYBWSVvawIX2xKhBzdKYGPIuTbdpKbkLGa43uDPd/x+ifiE/YMlWS2Cg7UsWnGAG3AlnH8M5yAgIlgL2729/tAFDfykgD+QFML8K24HkvlU6H+XwMr4IRC9aGCCJqND//9dC9gWK/0cUeIzCqYT+VpslMPDVPg8iOXW82iv9qnSw0c9F2nDfeWoNfcuq9eBSscXAidjfrEqns0jCE0UazmvdThs5cH2fqVcz9Td43R2TXQQ6qbIZtLMNfYZsD+E0G0meek5MnDSl9I9j5ol6wWrapGTyOYJzCYkRpPYUXkTw56CA+noX7EPf0To9SDVC/76vSTqhxX8/wdsjmw7fhu3041J4DggbyKYtzO0h2KHmTtnaDvU2PRz3qn6Wak638+REG8NvLv84B96VxRaAn2y25p9Qdm7BQZh7o3fGD3Z3wVf2l6pjSZPhnai/rd98x+CrXXS4ock8aWVFs86sPs/W01GEZDbn7ILy/HJfVMJXMidpLZVg96wOe8rnWPZlJ4tgEP76HUOKEmR0QFj8dOlUUJkLgJ8VJNx6G3/1gsGmAzZH867AnEJ2oqTDLiBHE5jmuUUrQUMkRmce+Mk99hgeTtFgcQFNP4JsmCs4pwPe9lv3YOolBDeFJRn3CAzekv6bYKpOiZRkxCMFN7cYTr8Y4QFjneuOn8CRvreyFNuEnXeKq6awlsSH92fx75XXHY9GVpz+Rxr7NVVqf7xf9LPSGRijhJLTzwEUAdLIqFURr8woiUJ0thIYWy7c3+HQ1nwvX+aG/kWSNDguxRRNYY3VxxQM/rMzRm36EwWHiXKq41kSRRpg1MHS1IRIVx7SWpGIDY0/ERzguLthix1DQM1I2/ZFfk9lX3fcApWCIHGvBfRpX6JzXOr4khvvE4+fo9TloWSCFJcr+wrogNljos9Uq00rlzUK4ucS5WDiAekeUmKCq+qcez2MxWtWA+rWXuv+7f41Zx15l8+DWFHNprGYyL1xIsT3uAX50kLxdLbiqCqR1/rhjIyjw9ShkSghyOavw5IZnitzP8GvWfYpRaZP/wpOAFRtu4JtICNAV9RmfywCYfmSu1meoDjzLhIesYdmgZELGjNGpWE69p5urFCBrbf4lIfFfRL83JYp1lgj7sIqFbzom7BSy8JPBVWYskYfutjG9eqZK0LKdsvW5B4fqlgYTncU9yf8yn46icko+cTlRbFChZBKcwaFBp8yJUVHzBIXM/KeSvGsG26yYivOEVtnL8qBZJ09ToALFoIVxFKd/83ZuXpuhM6kO2K7SJ3s7wZCE1aRz9uGtaJ1sLMU7YkdgKpi6bYjk7LBb+diLqymakCBG+Awh5ObYEwW+vl4vqvu8mAFjA6a2IVbgt/nSRd/gNQX3WutehPa4k3Gy3CQ+RAiXrPv2sQc45+JxLDdiJMfVMfzyJOW1liF0Eks5i0e7AxKjDdvDu0+sYdf7mnQDzb+pkeAQT8JH6oI6f75eLAKQTN1tDDEGovKiFhEHQGb6VtL5unEOiaejYQfgqCerGtZsz4/TN3RM/TH3UJMXx1ipe2Au0a7RglOSxHqADueeURhBpBBR3OQ9aQiUnG3oze+U6eoJ6jSTSwPELNj8NZsqIEwrB+njEqMUvYCVX8EbVU1UAj4s25KnxSv3e59O2od6LscCIaR6mWicpX6TQR3kvvJh+xVGgf+MbPnsinDsmsh9ibLJjgO54Rip81hyeKesQoWAYzbz6cUKY6AiUZT5L3Ns6NOqXAMw6h0Q8/w4Dw2bZk89a4Wqaib/7keMhYtoa8OVU/Mv8U2HvY19uv+25nOdtuFTvkIB3mSLM6ABtne63j4Fr2cIWCdmh9qJB1OTCmdArsUZrG92YSv1rgehzOdx5GtWFGJjzVKfPvQlaOAJ0FG0kqnixsmoErEOSwG1/MASNubU9GR7my/cczJx3dD64oNm0zsNU0scCCgxu9UugqRf48NYio/bkqFh1oV5Otgl3ncyu/SYIOQqSUWZ/8DfIU6Ye/m66uUsrA9/ItZGuDDdskU91HOwPzrLTTsxVALmES4q4Lxba7XTOR+YvsXFwtTzYaKcIHPrS4soI+wjqKOQFAdjrgiMJMz3UqaN5fEj/qIUqIGEgOsSKBL1YAvTkEyO1AHAAi0kMsDPIf5a5uUfliyCxfv3BHybC+zjsQ04AhWGhiQjJsyfF4GNWCfQno3QxRIAaUe3gh0OAtMnXh9X933QGYH4TFGihzzjUVACh9l7mKVxMfAokQ9KoRITBODPHF8Fze7jG13C0XWBqbaq8TNn8xz3arvrg3RKhM48qdJKYCYNjPyftivqb7QpwGI/xJdyk5DVjcsRXi+FQTI63D2zGzm/gAHdA69at81qhtyQ4+PQwfUH2zb3wW07+nkF2pIPtTOQZfbkjF+HDXGJqL/OTFEhhegaUxlN8ndCNH1rzNkQINUotqUKuDpJgpaqbsF9+pYj6ah2z4LIR6R0YIk4nphwGF/bf87fmP95IQ7d2yceIwt87Zu29O6K6dIT2s0aWEcyk4JwRKFCZqQ4ERdJET9guy7/vUdkObUVx8MEKnCHAhNd1b9L0Ezw09HyMfPxaKQrUT39NsQMgI6uMno8Zqnnl4ObZthAvGRahAKY6qHNYvt1n8pOsDQwjfTQrehMGAVFrC5dqNXJHWMnYOsGv2SBo6jC1c0UF5x/DOeyj9PGJTj6ROYnDBKiPYM9Y83RGPHo2MZTf0AAXhRNKJOww+9GWEpbUXTWP52K9d4tTdBEg3ApYJjq0F8gtLmicha2OmwRE9nYJohpaLHg/1mkwCGbMFPcT+x3WcG2Nei7AypDCdWVy3XVHFVoe/OYJOrPYeJxedKpBuWZzjoVROH2EME7SbMtbQyd2ZlXkeJ8K8YGIW6cSLQbPaQqur9HobjjalL1pQSwkCxU3sq3IV+WP08jWsGqGx/VpQHgtibpGmXTnPV7pdLZRtu+yCdh4KZDUrqU3mNnT6kb0KuV1IJ5+L5Qfxng5svvLnUsspzDI88IfeIzfN0FWkVBy3qsKxzLNd+y8/yiGcIINvMxIZ/8YDKAr+aWlMCUhJJax/1y6mKLzNilC0lkvEmv7o1RQCq05xJbcdTT83W1woVeLTmF5a0RHauqVPuA65+WuttsV3Wol0lN5cQwCeup0ewwKYxnq9j6srDGZ7NgObjMSysmGBp131EZldCj9ufp/+nUjHPN1zVqLOdRGTkeMA2UEqsKJBloRdDTHpQ7uNGQkQPWvAkmihHe/P4IWQekyMLqqHPu0HEyUagSIcT6ZhEBwZ5e+JAcMoYQuvAQKwC/n9lUSVzvrtQECrviMjZCGEps3ol1X+HmJI14H5/wOpocR3nQbV2yD6w4EC1HiqeVL2C954/9q0/bAhNpky5of1fI/I4ssjt4gc81G9VVpHewS7bJliC2ETvDaT13LH911pGsEy478RIMGPVXPejJ+e1bdLSG4jW/b3I6QFCzHpqJfNSh22ry1j33HgffmpxOOTJs4FNl5A/4wLdEOL1S77tXpwqeYouaovHS6mpQcSZWzwdDZz4PVnLclpjHlsqyoRAefdSBHORhTOoTzI8bOTcnb1nREUXvm6OftFoHRTUdnl2O6RV74ZqQDHcszhix4A25dIo+0JwIety6EEGNTPYN30dh/OLeGZeulZIniYNjjrG85oWc0dSxsLvpSdah7unoJi5BfJVbCpI7+NB1WayfIdzrAEXpxfrfpLSWC6Vpq7ocmEP73lfA0DKp88igX/QnvWrVgSytsTcMpfRFsWlUkyt4EUpyHdAyT4nw0nfZWi6lR8jPQ3oPcfU7oeuTGxY8sUYBK3snGUqVH5L7qxx45745wHyaRjRYX6RpWtXr7SxbnfjMcMQ+Etb/msoo4Nf0D8dOTfVHBRvCVhVmw7ItO6HLkmrd8pfUdc7Wbq8n1kCr6RJ20JGAln4+lEd4yBNuO8nfQLA+ajc2h3K4Kqy38U+ksKV1ivleqpjMNd30kJ/+plIGqqYjl/rH1c9lJ4mEAp7JYrDzb73rcts89jI2NFRPCnI7rtt67k5XS11HDqTuakPUdGnDljjjpVl0sCKQlBy06y431XjDvfdVe45T/9b/fByOR7KD9WOZHOlvn2DyZ4IGYo5Dk+dahlDa/+QY0nWz00SVViIoedOMC0plgLyxHI+gTdYfC+/VFpNz8HMOi04qE9TBKg4eajxQM63rqMRGQDn8PHpV6M41prt5UroHcwidKC7bEFAd6U4NZUavqis7uDhly4L4IGFrgLW2VXOAhPlihFSN5FZYB50Y0ZgkkBkiiarSRyCgEkMlfmQbvmODXLyOUrxQgfza5CiJ7ZFOFDIc5Z3wGZbKqzTjQXympWYE6upIxQErYrEzb071bBxJIdThKlq/d2BGkX2jP1JSQslN4Non0MJO2P//VurbzwhL2NmOBwZqK4eSWP4MCsQBf+uXbXV5Y1aSpfqydW6Q5zte3lYdEnE/wfHcVmnAfEG4qCtLOp9KGHgf889/sD1nghsjnwg6NzezR3w7gYU3MzwkVub44bgDMfHYkJTsG93ZWn5eQ8n60EWzjp0wfZ6OQpeJ1gcZwXsNFYX5+Y49d2wFPV4Shv3zEs3eEKP++j5FtqPUAiMGrvm94MJJCoZxJyo3HHwrLoiV+dW5wbT2VVEG+ynllyRhxXOg+TJWjeou5/2TRK8hZWEZ0+HtFA6LRGUu3zPkHuB/G15AVPK/bHf+bPV7A/4lEeCZsB++1HBtfLLcee+Xe8alN41NUDwAHWLaBkW5dQ3AlAO8cqrWClGZXsLupcY4M6VUxpTq3JjJ/FT07xde7T+HdP/z4GG4JkMuwd6bfECQ+FRoZYOllMZr67OeU/hM09rkpmrZOiNGkPapdvC0kL71k+X+omFS5+iW4RH6LlPUL5oeVgUnQYMhy8xDZdVz/YKKBmhYp8jNOBqX02NVuRzvLWkOxiVZ6xtw3WBGn22ADdVM1+svU38JEmtzvpPbHJ7eMqzglw8oXfH1Wa15qJT7ex2AR/gJ3dQ2LndcDBHuvqnNUPoQ8ChBqh2lym+B9sgYDUViy1u8hv4YElBbVFqmreHIslfwi6Hf926GSK4fY6Y9McIdJhtsNVx9WnCcbuD3KhQtFLrdY7tlhFtZsL2YGWu3Rk24FrOinsZyZK9+YaxSEuRvXl+Wtd6cP+uzUXKqufVFDzXG0byOIMj1lJ5ciYtGI0nqI54r6RWNLk0PkCeG5Q3aqqym5NWesbcOB1n3ERip8ouWxeYmjCT/FQsBi09S8YYlT4S/96r5WfwL/VE8vbPyPP7eVgevYNkYAFGuv8yw2sSDbHbi7mZcdwukmSANLwELRrfYNn90NZD+rr24KcqbQlrekAB2tRrPmkP7oB3svyxQLCAHToiNkryAzdumSyhdFoXBZbmUBXE3O9OTMLE/NDKpmDzUnmJVMMxxKgMmGjRnRZc9UX3SzcmfA5rpPvxQFbDJF9HYp47bjOmUubOh8q1FYTDzJJ3xzpmC5N4yc0E6xat+/t9POUP9JytIcYU+vKCzwAP77Z7KUT9KfOkd1K5xYrlM/kIhRGCW6r15if6qLDzXc35FkNbUbdrLborMiXYHlzOADdMET8Tz/EcHmKIAK/rEisKGE7UPxZz2O//X//nGPYhcgIg466GxqowMwrgm24hBRMIkGkJfJNMTSPh3sg+lGkc2FHB2w4TZD2IX2XPqtkX3GbSvkKY+YJBcYtu1xee0QxL6sxqoCp938L5/kt3jsDn+/L0eEGnFj4PCaeV/iHICwCA0SIzSlzgcgPZVlC5ieVOT3uysXqz0taqbqb9A+XHYWe57EMa3DVr3JtRbbpEVrAEXjNbfgbQIuesMOV0dYF9Y8ZUXvByKJGlJ2/BPMPCRU13gzyvYv02fHPGa0wI3CC/lJ7v+qwi2EuRJMrW6Bh20Y+o86RhOJTctR722VuBzn8zUO9TkIkbhVvVq+BgPmuS+u26GT4bTZ3ZybceTmmkKfjgitd4tAdwhklJ54zaiWQu3BqzMm5JKDvEgV2crLEfcUsLuDB/aWeHA/oBo/H2ZOeBK/ZQAFCf36X9y/31uWSd8gxAJP+EZHXvdL4AIVpX5rroVmbSm+hTrM6ePItWADSsjyMSpNA5pYF94nG+OpaIohRz7v+ZkIr460VPW5jnWObiOiVtcmNVETWXbBLcW7nnMjU80S7glkjvQu8S69hKcM1cqvxJCRgBRap1BGiLzXRDe4itO1mL3l9Mqc7BOn0i4yiWD6UWwdTNbng+DM5bkkyWlQRahtmDjDDDO9edPbjZcS25DsCS3cnzfnlRFGH0h12jOHFe70X9q9EKSBCdA9JWRRzr7eet2jF6teYXaZDHNpCWC6G1ilsZBQR2ehPBxdp36gSyeJEnXVEiLXnFEODn4iQZIinwLkUe0M8mUKQbfA6BNdq4Yfffz8u5O9XumeLBgi2YVyUmSaLwKx1RS94vxwvgVpaFem5tA0zAFe+pYO5jRJE1o7O0d7WJX9xo2cy/xAoNynhGpG6+OtFaWIbuClciAv+ltd4cn2j+UkiG08iA2ThsFFIhW4Fq+t67QqnQlUu/NwiXS0glpQfLAqEsGAGPC3ExmFNKxXcU+sIglJblh9DFuyAAGz2Vr+MbgniZyVAwC97YOo3sdBfBsxRlBC5gvuASzB+nNHRrKgGw67sspsIcBrRsncvR3jqvwemJaGOV6FVeap9uXo2hISdE367O2SOAip5sIHHi/633U0bHEhYj4MDXfhv/k4HskjFKntkmDrizbvYQYTCefqPbE/qYAJpw0xZWMVwifEC7e0jMUHDOiYIC1veB4yUurP3U5Dz8Pylm8GWhznQ9iiPuSvEHBZphq7vxblqwPeWSGUWkY4MB/DHQ5YGeLy9kYuhBD4vdUqoh+j5ATSBPMITKQxooPHC+tgiQ24f5gwSWJH9vC5Zr0UeumdeVcUhJmC8eoo8eqzzubEQCKKYrS0U06QeJcrlTdzArUa99btYBQ/gSZBzXeykZdVuCG7ypTiCQCHT9ok94t72uPMQYI7RqhyOMyKObn2RMEazpgCypxYjjTnjcf2LenpJH9mnvvArtw1lCA2fTx/3byhrCSE7e5upEHb/o9weN2nnfY6merHi4mlrn2mPb1X+Z9Rpp4lMEKfNvQiKk0VT88rZZIziOEB+WX8bMcJba73XqmeB7uGfsU0toMadw/ifTb8LdzT1uVtSKeVUzgLrZRAKVLRGL6lTThRkxHp+zXtCKm4BES8iPgP2D7lgSn93/Ktd07DL3ljUgW99/YftGQYt3IbMSHa4kiVn0dFs5NLTQGMXp57WsBsr5ZdVqRlwcgE+d8+fcwvVNQo1XymACLQA1OMSCwmBqjqx9csoTTUW/c3VAf7m/gFesUF4Sd6BRQ6HhfzfGT8rYYG1dEZ/9Ecx/6ak+UjOSjqUmPppu37dg0CFvEDleAPo1P1VVTMmL0REOmif2+L891unFH/xtF1CDLAPLXDjhsnEwPyp19r58BG8RVyTnq9iMuXVWzxsnyftS6sKxpZOeTeLjxma8OUCwRzadtymO2+udoy+hzvG1/0o1ja9mrqTd0n2GhOxeWb2koDU8hpgtK/o8D8jOgkRp5BWQuLqfcrePiLEHwGAMrUGHsPoxWvs6N4JDcEYc9Yp3olKg7gNsGDEHlK+jZ8pxzz2j6n8eJHgQ/RKTzttfTHKfrW+MdX9mz97ZP6K0EssbCr0RQDwsU6zHpfCLl29xubfrXOl0hR2nCSDWLJCYb1BM2wVa/u/wPvTdfxScBvzzglJ6Sa+rJ0ZpigTQGI/ylwYqDs55BM++8dVbJKeMIjbh6KtPL/1CdYRRv2TU9EgZGBAaqn5Q26rVzmabQQtAj4Isbx35puhHIlPRdqi77G/yv0QTpazDCw2CK0JUCnbdWyDmqMMpAP/vWnsttY65R9GCkDBSU6UsRzf1ipAA/ltCl5XBAOnAoDFh/uKaIZkDgaEvZ9XxxNQHnyskJvIVP/qTgPIkInrzaP5Hg5crm022uv7PXAwR8HszR/qhIL2HfmhIiNEWz/nhISLtMve0+s1HIb57wRQR2j44SBXeUh0fNnQ+1NZIFdCkqHfQpEXI7q2SjbfJIALf9vjojR96Syj0XmdqcezDNi81tzSkL8c1DNNRqk5ZwFfwY7x22/xo69s68BH6Qhal3kELCQRh8KiAbMS+st7hARmnhoShyejeXMOcN26cNX0/519dmOAon+ZG4x2RhhapSa5dIWQDMFU/F6lAmAe2s/fELUefAONSWn2cwtlZjLSfLD97vPdlDCs6xf+jjvSRSlJENgt8K+rJ2RnK7QwvhI4o09JqXPA04teEWLBdZP7CyG7HHozmU4EvvADdYpXvN2fBo4MEBH5jrthPaUYhxZZg58gCsgXhBABGJRaONZUCzbPv6c84Z/8fe+1lLWbMTEj393DEJQr9KHYhaWvUlZhaDjAFF0WyNS6TtIFHyTq4Ye1ly+hsASVmRpanLMizyL/Ua7Ae0CkpwJbRlhW/dCpX5Q3ogwxQaT5lWb2e0u+ir5zR8iHNZnlRMcWDnYnJveQRN+2B0nlGTOtHATSICD6PR2v373Nyi/FHpl0HYdvsTYYZMg1kMxsnRAATpdN/ttVUM6wFb5J33oyhmBdbdLWX0gEMlkgtCRy9KFf73RyQ3fUoP0AFtcya+J84fa43AGNNoYYEUfDe1x9j48mz/L1MgPT/OLG/KH58kY+hVsbSetXUy7Ck+QShbTTmujf5vlE/EiGKD7cbcnlwdXe0F8mLLLGzh77HQ7KP7AKUoNHUfGuww7HvzI7kemB/F/0XnLbgYJb3vR3W3io1P8HmGw5GJDWJR7RVpX3pR+sug0n3t5pgCLLZBr3+XQfYwpEl0AtMHk1oQkoFqK2n8i7EC5w99itLz9TvZnyj6Oa7BX47h58gz4M9fyGn0ZCqAngBJeLkIado9u7wLNqFn3at0EKZ+Iq9NATSgRckHz33yCiGVTDBfgCRiQQHoMRm4Eah+XkmdQHpp/Fukp1HP8jtv7m9hErf7CDj3PsZSJi3bAjXX3I9RsTv5GfoPhMh7oSau1QvCo/3wKSGK757n7iw797F/YlOrMoSDNOoAyHiNKArw27AI3C2NEVMJ7jCCfc+2J7R0xVtEDt5VeJh03gMQSAaEXfSsTAvbeFOwR8nT9nA++mGh0+tVdWNRRrj8yoFre7eLTkefGzSTBBe+Z7NlapjU6ykMzeSVhLyf8CW6pktbnc29txa7nEaWDGWDNUWGgQovtqmO3dZMif+B7NTXr+AtzU/3emqPbkv6I2fvc1/LQqkt2cLmg2BCY+UhgGEUAK7r32xQeCOE93grYXwUt8baA9b0dNW6B1ugJ1w9+Ike/pysa20GgaVsoU+ig5VIySs6vXJgs/AOkwSmtau0I+/yOHA/Rp2EqWjAB43pj/WIoC1y2L2oqZ3eLTgk3ZfA5KRLQ2rRIY2zrdF2H2jEVmM2Z4S5cyvryLHmHNqJi7vmSUYTy83+c2KJw1FqM48X5BILsuOOI6toTBXshJw+IiLLyQn1thcql+hpXXcPogEKe5nYLoNxkJCz68FAw60i2E29GAwa2horYuog6nUsE3hvktvZrvEU9BOjRojMSi/8RSmQAA1y6oNlMSB25K6wEcbHWK37A/nTr4KlYrvWEGiiwCYq+tLU7Tl8WpkhZEd1G+qjUd0RIdBiVk5ZmLAESf26Ufe+a2y4x2DHQp2K/TJk1pwcsRAqxhdxryDNzyz9N4sjf7xfXlcvoylXVU5pYInkNXfOY9gTxsyfCttvdG+kVXagtg3jyMhGiO//c4qD7mjKuN83X1cMW4aOj3F/20V7obvkqRY9f+YvAZU9+ixFoKo7wk+wm+r1pA1FoIsJJmDs90ILNz1vw+GmvjWIr2wJFtv7wDqtmWVhrFFbIjFJCf4ZNZDMB5bwHzH/JZMj1b2fSQw3SHOUcurtCmsVdTsfqsMopKVYqasFidCjDP3eYXgST4OYQyJ+rngjaHPyyeIdqeYZvn1DMiX1sEgrttaQQH1vsHZrona02gXDX07sqkM0SeOHsu2htd2M7xXb95KpzFoQhsrSm33DYWCCHS2Ahm2SRUPAQOO41nQMdRVDhFAGC+h232sf+iGB+guKcddqMCVDTz7G8H5Z7N2cngkj2F6ONDvOEn5C0G2Vb3JqbMYqZ5BwNXqOSXOWjpI81vM6dCkANNKxTCPohLL5dSbYAB2zuREViUwxNlVlCUhut6AxSDrFKMXyKKyYAClfx28xYU9z/sjpqB/VZF3wkrz8HUREkP0GFEfkguq1EyBS3w/jieKqjzrHIdwLl2TKH7vYS2tXYGzFUx8mVLvWZ2rhQ4ESezoPyFqOoP6XaT+yukg9/RQObz5C6P6xxY/EZNLws/BR85Vq/81wJBX7FnMc1FafRyywbyhFZbK0fdyog0uUb4s2fkXHHjxV5ZHfBuI3smLuEmPoi5RdROBIYI19tw6ERbn//iUo3W8mNofGbaeXwiUJRg0yD+FfuxdXbUp6spK+Bq8Illjx0o3LFAuOalWu5V99BcfB6HEyAKgCOOaDTj9YaBZMdlp0ID7LOQoCGac1+A/lW9aizfl+yvpdIxbk3hAGmQh0GKtBdJuuPrfKVafgjPjyL8CwTBmKgUR4L4IwItnFew6YURJwii2uXwHYJG5TMPTkf6cQcxYCbX3MPb+jkzior86bZ05z4moiemCUieq8poqG++ywMBZ9Gye+q1QW2Zu+osTUOMO/aHueS5TCrlN8yBGsfh3vR4mFE89Xa1m5B0nrMuSj18aAZ1AKdofTqlNnlYpjc4YIO/nGmGh0+PKEgx7mvpm5tqupoAW4Fb6ooRH/n0fQtW2rlfgLJhKwl5PF6Fdgqval53zrz30gCCZy3D5lDTQxRaCKvwOUNCRPVhEpKuqQXiDOoErLTpL8Mgtak0W414lCxkUL690U+o4ruVvoIptf6mxnOqd7/npmqOzSZ1dNbK/QEzkMBtJcN+49X69HVeEpNQQ23bSrllK8vpUEhbNl9ousNlbKJlmUJDGdjHVtZ2NKNFzZbfOqrCQrlB121/ORGfU5tjRb4h10lUry/bE8Iu3PMVgJDEc9vKFyefEv2SvgYq3ZXgZpXM5p19fEKkz+SpIfmK5g3QlJjBxhPM/0H0tAqUv9f595QYBXajY1MWdKVPsODcx7aV8r1TihWc3dDJ56SpSUUsnimntSOMtEWBTVuNeNVKpEJjinRaMJ3dT3XJ9uz/9P7tOMtkiVbkyq5LE7BgY1iunh6s64ThPWD2ZRhZNoV+cL57OkLpHdmBfJBklLB0bM+9YZhrlDv3MnadAVM3cPig84VQqCrRjS82iqTx2L53eqjifBxNQ073VX/wwQrCWMHgub05Hv+ooawF249kDlZNI8qekm6rkhcKIx+6f5RrZob9RYyXS1KbVr8j/iuUB+BZ9R/WEq+5IjZNs7anvanofb8EU/FcaTBeYi6t5PILX7y/W2FGXH4dGHw3CibnO97/F1Bnx+W74/JD0EY5Hu8TYHdpyYxKdIzhVC92TF5Z6CYp7ii3NkbzPgsFSYkqUMTC4h2YrZ67sCJDKg4vxHte05GH4ApNrEuzTBnSXUjX8/uARhSIc5YHId2voaG98xL75YSfR4a8JCluXOWoMtDNqoLIgi1RXLE/SW5A7ur059U6xmM/GLEbMGvWpLoCznz6h0EuUbUcclwU35RVi96ssGfxu9sHgH/77LqRfPsdZFmIR2vpAdO0pq+0FrB8Qn1djLjatqS+eNxhplGqBRShOOS81Ps2dKwOp/hXInrLQVEJe0wrlk/b0ukEEmOGlQ2N+AhH/x4WIZlEz6f8wJsn2lZc+v/D3F0CBgTV5+w0iy6eq5PIzVTLTkgru+6fH+zmfofk8SqEzPx+sJ6NMrmthHOG60m92F+bUw2FcMNfxYotnxcN6ySlHH3BJxgASJGDfCFfms6vnJh4xIUCpwVOwfbpmoUU5ZV/1CnwuT4v87H6kd4xmHWROqNSSsET/YYYh8jbN+ju2/3JmJtGoP07MiuRttxpT/HQ+mqtV5u0tCMqPhcS/buAoIyY1zNX+V+Og5Miyc/DfECuTKT2vmaEI/MajUDryR3lCZa3Xeq/hsX/joxQ6DODPb2gjbmnx/vVRgyd2eQbjL4GoXTfSxlxLf2LE/SmGmBELeKadDhdJbj4szyb6f5PqBo4hXJVnEAaMg07rbLeS+YFrfcx+kjgH9YAEV8G41p/1vTPeGTMHQU/rkXS2k78nguBOVOPIk/r5allKqHiyXaNHUZLwKN4NTeYP+RGgd0R0cyflm6dqwSIABsspzvHWpYdk3WWi6HtbV7jYx88cSzvzZslBGQphGpS/r547f3wnCecIsRBmWX3mf0WeXUghJUXEC8f8IvAb43+957mum6xUFx2kIVyKCpsXulw4YZzPkP5d/QlwmQGEoo50wpeiGryD1P5l6IvLC/2wLFzapkRx8tzzFuEl5b5Kd88/qdAMGYJgWBVkSH7abuOduE7z+eru0jmgq0T8ohrW+MeUbEK6ZrpJrHdCx5LKY/dT6VRiJpDgL1LKpDkzzwiG4Q3smfSAUSdgZvXwVfQGRMPw4ewH3+gxzTn2f1QuiPvqS+s9c8UbrfaugKdc54oIRoAGNJiXl1rACyS5F/xwa4zYfd0ipcq/SCkIOgzCp2yFds6m6I4gV1winaYvX+d0RbSPFyZI7y0aTqCD+lSUGqcmiYD0OwfW7juQ+Q1pxDecR0IdknRYFB3U0Y8FxIKev505qR0utwb9hecR7BI7Ej2Nh835//svb7cqgvTnVLL366kNiYjd5z3jNhpVFCAJOLZafZIWweRdJ0N4ViBu1+BzKU9nIvLqEK7+sPF/eRuEm0+ij/YUbfJqYr2gUJHECjyD8yu3vQ0ZAXYtownhcTOJXXTqsGNlfNpE3VFTv5Q50ZAiP1iUQhSUvJhY5+F9taKfgWhfGcm1TY1c9EcQCrXqu7MHeRp6KeUEVmIo3BpAWF97MB4G7x9Lh3pGFW7iolRBk8v4kLOi/ERvWIZURUdQbjNioGOXk/EmdS3JGQeT7HWObvi40Gohwf1turwaZTAX3uDMotluN9Pca/Lc38MZB6APxnKaolcNxtMTRjI91uc0gDD76ziQxHPbyhEmeeTA1lt6/iTAfeJIyBewbMG7AnrHhZsWQ67h/530LiBRawnN6zDoT+zEwXoqnuuT7brafJswdnmMGOZBV5ZiCw+HwHTbx0io9QncJR74tD9xaOeTCWRmG7WjqTmVakh4Xzv75/LtlkYDTZZxfK/ewEqTQJLPFcedKm99KvyEhaawQSnaVtRC8R4Os4mOt4J4OqmA0HuHl6G3SqZa1TO2lw6G8jMzKumrejl151cNwwndVMMp5d9iWEqjitaOdQlQbDl8bsIQshpOYHyPIOEMGFhoVV9eZxGbg1M4BV76Q8+CowI802HPFCKaYtWjnU0iDULwMENtdQ/yt6O61ixEf5FiUycxgKaS3X7ZFoQjfkJTVOBUFE7xqv9HFZC0zPWz3Dajut9JrscTyUz/OK9s739wwy6Jn9CUikIE/sC/77/rsd9AyOba/b1OCWaK4oqLmiV7ClHL/LIMifgknF73ITCBsU0UoYVxkAHM0tCIkYNJZFaD927nPT977adaEpVHhb03wU0IlC36IURs2Wm+9gRSKlRwb0dQL5/X+Z3aEvddis92PQwzWXTz+rrtJHoGEmjOrcUC9mXFyG+jHf718Kpi4AgG+kQ/Arbg5PM4qg30ovLpc/7Q2PlwfZVif+kfPfQcq6TbrsPBW5cH/fQfvcuJI8pLES1H3MHNBMfYZVgiGJ93RMhxoiO4KO2GOg6Zo5eVLHyASjUxxtH0HojAIGf0PMuxaBm4Jkv/Dm7BYs4v5XCVDeLolUgvYHE9v7IQhetN3k0dLYtObnbZwy5Uuesc1iJBTPy8FIHTh8IAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA==") var(--ox) calc(var(--top) + 0 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(100% - var(--ox)) calc(var(--top) + 0 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") var(--ox) calc(var(--top) + 0.25 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(100% - var(--ox)) calc(var(--top) + 0.25 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") var(--ox) calc(var(--top) + 0.5 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(100% - var(--ox)) calc(var(--top) + 0.5 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") var(--ox) calc(var(--top) + 0.75 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(100% - var(--ox)) calc(var(--top) + 0.75 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") var(--ox) calc(var(--top) + 1 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    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") calc(100% - var(--ox)) calc(var(--top) + 1 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat;
}
html[data-chat-bg] body::after { display: none; }
html[data-chat-bg] body::before { background: none; }
@media (max-width: 1040px), (max-height: 520px) { body::after { display: none; } body::before { background: none; } }
body { isolation: isolate; background: transparent !important; }
#root, #root > * { background: transparent !important; }
/* wooden shadow-box frame with a brass inner edge */
body::before {
  background:
    /* v15: lantern light reflected on the glazed cases */
    var(--lit-R3) var(--ox) calc(var(--top) + 0 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-R2) var(--ox) calc(var(--top) + 0.25 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-R1) var(--ox) calc(var(--top) + 0.5 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-R2) var(--ox) calc(var(--top) + 0.75 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-R3) var(--ox) calc(var(--top) + 1 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-L3) calc(100% - var(--ox)) calc(var(--top) + 0 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-L2) calc(100% - var(--ox)) calc(var(--top) + 0.25 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-L1) calc(100% - var(--ox)) calc(var(--top) + 0.5 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-L2) calc(100% - var(--ox)) calc(var(--top) + 0.75 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-L3) calc(100% - var(--ox)) calc(var(--top) + 1 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-B3) calc(var(--pl1) + 68px) calc(var(--top) + 0 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-B2) calc(var(--pl1) + 68px) calc(var(--top) + 0.25 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-B1) calc(var(--pl1) + 68px) calc(var(--top) + 0.5 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-B2) calc(var(--pl1) + 68px) calc(var(--top) + 0.75 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-B3) calc(var(--pl1) + 68px) calc(var(--top) + 1 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-B3) calc(100% - var(--pl1) - 68px) calc(var(--top) + 0 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-B2) calc(100% - var(--pl1) - 68px) calc(var(--top) + 0.25 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-B1) calc(100% - var(--pl1) - 68px) calc(var(--top) + 0.5 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-B2) calc(100% - var(--pl1) - 68px) calc(var(--top) + 0.75 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    var(--lit-B3) calc(100% - var(--pl1) - 68px) calc(var(--top) + 1 * (100% - var(--top) - var(--bot))) / var(--spec-w) auto no-repeat,
    radial-gradient(closest-side, rgba(255,172,92,0.17) 0, rgba(255,136,48,0.06) 45%, rgba(255,140,40,0) 100%) calc(var(--pl1) + 31px - 310px) calc(50% + 2px) / 620px 620px no-repeat,
    radial-gradient(closest-side, rgba(255,200,134,.18) 0, rgba(255,170,86,.07) 55%, rgba(255,170,80,0) 100%) calc(var(--pl1) + 31px - 85px) calc(50% + 2px) / 170px 170px no-repeat,
    radial-gradient(closest-side, rgba(255,172,92,0.17) 0, rgba(255,136,48,0.06) 45%, rgba(255,140,40,0) 100%) calc(var(--pl2) + 31px - 310px) calc(50% + 2px) / 620px 620px no-repeat,
    radial-gradient(closest-side, rgba(255,200,134,.18) 0, rgba(255,170,86,.07) 55%, rgba(255,170,80,0) 100%) calc(var(--pl2) + 31px - 85px) calc(50% + 2px) / 170px 170px no-repeat,
    radial-gradient(closest-side, rgba(255,172,92,0.17) 0, rgba(255,136,48,0.06) 45%, rgba(255,140,40,0) 100%) calc(100% - var(--pl1) - 31px + 310px) calc(50% + 2px) / 620px 620px no-repeat,
    radial-gradient(closest-side, rgba(255,200,134,.18) 0, rgba(255,170,86,.07) 55%, rgba(255,170,80,0) 100%) calc(100% - var(--pl1) - 31px + 85px) calc(50% + 2px) / 170px 170px no-repeat,
    radial-gradient(closest-side, rgba(255,172,92,0.17) 0, rgba(255,136,48,0.06) 45%, rgba(255,140,40,0) 100%) calc(100% - var(--pl2) - 31px + 310px) calc(50% + 2px) / 620px 620px no-repeat,
    radial-gradient(closest-side, rgba(255,200,134,.18) 0, rgba(255,170,86,.07) 55%, rgba(255,170,80,0) 100%) calc(100% - var(--pl2) - 31px + 85px) calc(50% + 2px) / 170px 170px no-repeat,
    url("data:image/svg+xml,%3Csvg xmlns=%22http://www.w3.org/2000/svg%22 viewBox=%220 0 1000 1000%22 preserveAspectRatio=%22none%22%3E%3Cdefs%3E%0A%3ClinearGradient id=%22g%22 gradientUnits=%22userSpaceOnUse%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221000%22%3E%3Cstop offset=%220%22 stop-color=%22%23ffd48a%22 stop-opacity=%22.30%22/%3E%3Cstop offset=%22.45%22 stop-color=%22%23ffbe6a%22 stop-opacity=%22.12%22/%3E%3Cstop offset=%221%22 stop-color=%22%23ff9f4a%22 stop-opacity=%22.04%22/%3E%3C/linearGradient%3E%0A%3Cfilter id=%22b%22 x=%22-20%25%22 y=%22-20%25%22 width=%22140%25%22 height=%22140%25%22%3E%3CfeGaussianBlur stdDeviation=%225%22/%3E%3C/filter%3E%3Cfilter id=%22w%22 x=%22-30%25%22 y=%22-30%25%22 width=%22160%25%22 height=%22160%25%22%3E%3CfeGaussianBlur stdDeviation=%2234%22/%3E%3C/filter%3E%3C/defs%3E%0A%3Cpolygon points=%2290,-20 235,-20 770,1030 350,1030%22 fill=%22%23ffb760%22 opacity=%22.10%22 filter=%22url(%23w)%22/%3E%0A%3Cg filter=%22url(%23b)%22%3E%3Cpolygon points=%2290,-20 235,-20 770,1030 350,1030%22 fill=%22url(%23g)%22/%3E%3Cpolygon points=%22158,-20 168,-20 569,1030 551,1030%22 fill=%22%23000%22 opacity=%22.3%22/%3E%3Cpolygon points=%22142,190 342,190 350,206 146,206%22 fill=%22%23000%22 opacity=%22.3%22/%3E%3Cpolygon points=%22189,380 439,380 450,402 194,402%22 fill=%22%23000%22 opacity=%22.3%22/%3E%3C/g%3E%3C/svg%3E") 0 0 / 100% 100% no-repeat,
    radial-gradient(ellipse at 0% 0%, rgba(255,160,100,.26), rgba(255,130,90,.08) 38%, #0000 62%),
    linear-gradient(135deg, rgba(255,150,90,.05) 0%, #0000 38%, rgba(36,44,120,.26) 100%),
    radial-gradient(ellipse at 50% 46%, rgba(0,0,0,0) 28%, rgba(3,1,1,.72) 100%),
    linear-gradient(rgba(6,3,1,.66), rgba(6,3,1,.66));
  content: ""; position: fixed; inset: 0; z-index: -1; pointer-events: none; box-sizing: border-box; background-origin: border-box; background-clip: border-box;
  border: 18px solid #2a1a0e; border-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='96' height='96'%3E%3Cfilter id='f' x='0' y='0' width='100%25' height='100%25'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='0.02 0.45' numOctaves='4' seed='5' stitchTiles='stitch'/%3E%3CfeColorMatrix values='0.36 0 0 0 0.05  0.22 0 0 0 0.026  0.11 0 0 0 0.011  0 0 0 0 1'/%3E%3C/filter%3E%3Crect width='100%25' height='100%25' filter='url(%23f)'/%3E%3C/svg%3E") 24 / 18px stretch;
  box-shadow: inset 0 0 0 2px #d9a066aa, inset 0 0 0 4px #1a0f08, inset 0 0 0 5.5px #b88a4a77, inset 0 0 70px 6px #000d;
}
/* gilt rosettes on panels and dialogs */
[class*="_drawer_"]:has([data-spindle-mount="sidebar"]) > [class*="_panel_"]::before, [class*="_modal_"]::before {
  width: 24px !important; height: 24px !important; top: 8px !important; left: 10px !important; right: auto !important; transform: none !important;
  background: var(--spec-rosette) center / contain no-repeat !important; filter: drop-shadow(0 2px 2px #000a) !important;
}
/* menus, popovers, selects and tooltips must be solid */
[class*="_menu_"], [class*="_popover_"], [class*="_dropdown_"], [class*="_tooltip_"], [class*="_contextMenu_"], [class*="_select"][class*="_content_"],
[role="menu"], [role="listbox"], [role="tooltip"], [data-radix-popper-content-wrapper] > *, [data-radix-menu-content], [data-radix-select-content], [cmdk-root], [data-state="open"][role="dialog"] {
  background: #2A1A10 !important; background-color: #2A1A10 !important; color: #F2E4CE !important; border: 1px solid #8A5A34 !important;
  box-shadow: 0 10px 30px rgba(0,0,0,.6) !important; backdrop-filter: none !important; -webkit-backdrop-filter: none !important; opacity: 1;
}
[role="menuitem"]:hover, [role="option"]:hover, [role="option"][data-highlighted], [role="menuitem"][data-highlighted] { background: #3B2517 !important; color: #E8B47A !important; }


#root { box-sizing: border-box; }
::selection { background: #3A2415 !important; color: #E8B47A !important; }
::-webkit-scrollbar { width: 7px; height: 7px; }
::-webkit-scrollbar-track { background: transparent; }
::-webkit-scrollbar-thumb { background-color: #7a5230; border: 1px solid transparent; border-radius: 5px; background-clip: padding-box; }
@supports (-moz-appearance: none) { * { scrollbar-width: thin; scrollbar-color: #7a5230 transparent; } }

/* ═══════════ SIDEBAR, DRAWER, MODALS ═══════════ */
[class*="_wrapper_"]:has([data-spindle-mount="sidebar"]), [class*="_drawer_"]:has([data-spindle-mount="sidebar"]) { background: transparent; }
[data-spindle-mount="sidebar"] { background: #120A05; border-right: 1px solid #6B4428; }
[data-spindle-mount="sidebar"] svg { color: #D9A066; }
[class*="_drawerTab_"] { background: #120A05; border-color: #8A5A34; color: #D9A066; }
[data-spindle-mount="sidebar"] [class*="_tabBtn_"] { position: relative; transition: transform .25s cubic-bezier(.2,.8,.3,1.4), background-color .2s; }
[data-spindle-mount="sidebar"] [class*="_tabBtn_"]:hover { background: rgba(217, 160, 102, 0.14); transform: translateY(-1px); }
[data-spindle-mount="sidebar"] [class*="_tabBtn_"]:active { transform: scale(.9); }
[data-spindle-mount="sidebar"] [class*="_tabBtnActive_"][class*="_tabBtnActive_"] { background: rgba(217, 160, 102, 0.2); }
[data-spindle-mount="sidebar"] [class*="_tabBtnActive_"] svg { filter: drop-shadow(0 0 6px rgba(217, 160, 102, 0.6)); color: #E8B47A; }
[data-spindle-mount="sidebar"] [class*="_tabBtnActive_"]::after {
  content: ""; position: absolute; left: calc(50% - 7px); bottom: 0; width: 14px; height: 11px; pointer-events: none;
  background: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 20 20'%3E%3Cdefs%3E%3CradialGradient id='g' cx='35%25' cy='30%25' r='75%25'%3E%3Cstop offset='0' stop-color='%23fff3cf'/%3E%3Cstop offset='.35' stop-color='%23e0b560'/%3E%3Cstop offset='1' stop-color='%236b4710'/%3E%3C/radialGradient%3E%3C/defs%3E%3Cellipse cx='11.5' cy='13' rx='7' ry='6' fill='%23000' opacity='.35'/%3E%3Ccircle cx='9' cy='9' r='6.5' fill='url(%23g)' stroke='%234a3009' stroke-width='.8'/%3E%3C/svg%3E") center / contain no-repeat; opacity: 1;
}
[class*="_drawer_"]:has([data-spindle-mount="sidebar"]) > [class*="_panel_"] {
  position: relative; background: rgba(42, 26, 16, 0.96); border-color: #8A5A34;
  box-shadow: 0 12px 30px #0008, inset 0 0 0 3px #2A1A10;
}
[class*="_drawer_"]:has([data-spindle-mount="sidebar"]) > [class*="_panel_"]::before {
  content: ""; position: absolute; top: 6px; right: 8px; width: 34px; height: 28px; z-index: 3; pointer-events: none;
  background: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 20 20'%3E%3Cdefs%3E%3CradialGradient id='g' cx='35%25' cy='30%25' r='75%25'%3E%3Cstop offset='0' stop-color='%23fff3cf'/%3E%3Cstop offset='.35' stop-color='%23e0b560'/%3E%3Cstop offset='1' stop-color='%236b4710'/%3E%3C/radialGradient%3E%3C/defs%3E%3Cellipse cx='11.5' cy='13' rx='7' ry='6' fill='%23000' opacity='.35'/%3E%3Ccircle cx='9' cy='9' r='6.5' fill='url(%23g)' stroke='%234a3009' stroke-width='.8'/%3E%3C/svg%3E") center / contain no-repeat; transform: rotate(14deg);
}
[class*="_panelContent_"], [class*="_panelContentFull_"] { background: transparent; }
[class*="_drawer_"]:has([data-spindle-mount="sidebar"]) [class*="_panelHeader_"] { background: #3A2415; border-bottom: 1.5px solid #8A5A34; }
[class*="_drawer_"]:has([data-spindle-mount="sidebar"]) [class*="_panelTitle_"] { color: #E8B47A; letter-spacing: .12em; }
[class*="_modal_"] {
  position: relative; background: #2A1A10; border: 1.5px solid #8A5A34; border-radius: 18px;
  box-shadow: 0 0 0 4px rgba(138, 90, 52, 0.45), 0 18px 50px rgba(0,0,0,.55);
}
[class*="_modal_"]::before {
  content: ""; position: absolute; top: -10px; right: 18px; width: 44px; height: 36px; z-index: 3; pointer-events: none;
  background: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 20 20'%3E%3Cdefs%3E%3CradialGradient id='g' cx='35%25' cy='30%25' r='75%25'%3E%3Cstop offset='0' stop-color='%23fff3cf'/%3E%3Cstop offset='.35' stop-color='%23e0b560'/%3E%3Cstop offset='1' stop-color='%236b4710'/%3E%3C/radialGradient%3E%3C/defs%3E%3Cellipse cx='11.5' cy='13' rx='7' ry='6' fill='%23000' opacity='.35'/%3E%3Ccircle cx='9' cy='9' r='6.5' fill='url(%23g)' stroke='%234a3009' stroke-width='.8'/%3E%3C/svg%3E") center / contain no-repeat; transform: rotate(12deg); filter: drop-shadow(0 3px 3px #0008);
}
[class*="_overlay_"], [class*="_backdrop_"] { background: var(--lumiverse-modal-backdrop); backdrop-filter: none; -webkit-backdrop-filter: none; }
[class*="_modal_"]:has(> [class*="_body_"] > nav[class*="_sidebar_"]) [class*="_header_"],
[class*="_modal_"]:has(> [class*="_body_"] > nav[class*="_sidebar_"]) nav[class*="_sidebar_"],
[class*="_modal_"]:has(> [class*="_body_"] > nav[class*="_sidebar_"]) > [class*="_body_"] > [class*="_content_"] { background: transparent; }
[class*="_modal_"]:has(> [class*="_body_"] > nav[class*="_sidebar_"]) [class*="_navBtn_"]:hover { background: #3B2517; }
[class*="_modal_"]:has(> [class*="_body_"] > nav[class*="_sidebar_"]) [class*="_navBtnActive_"][class*="_navBtnActive_"],
[class*="_modal_"]:has(> [class*="_body_"] > nav[class*="_sidebar_"]) [class*="_navBtnActive_"][class*="_navBtnActive_"]:hover { background: #120A05; color: #E8B47A; }
[class*="_accordionHeader_"], [class*="_accordionToggle_"], [class*="_sectionHeader_"] {
  color: #E8B47A; background: #3A2415; outline: 1px dashed rgba(217, 160, 102, 0.35); outline-offset: -3px; border-radius: 4px; transition: background-color .25s, color .25s;
}
[class*="_accordionHeader_"][aria-expanded="true"], [class*="_accordionToggle_"][aria-expanded="true"],
[class*="_accordionHeader_"][data-state="open"], [class*="_accordionToggle_"][data-state="open"] { color: #F2E4CE; background: #120A05; }
[class*="_accordionSection_"], [class*="_accordionBody_"], [class*="_accordionBodyGen_"] { background: transparent; }

/* ═══════════ CHAT HEADER / BODY ═══════════ */
[data-chatroom-region="header"][data-chatroom-region="header"][data-chatroom-region="header"] {
  --lcs-glass-bg: rgba(18, 10, 5, 0.82) !important; --lcs-glass-border: #6B4428 !important; --lcs-glass-blur: 0 !important;
  --lumiverse-bg: #120A05 !important; --lumiverse-bg-elevated: #120A05 !important; --lumiverse-surface: #120A05 !important;
  --lumiverse-text: #F2E4CE !important; --lumiverse-text-secondary: #D8B88C !important; --lumiverse-icon: #D9A066 !important;
  background: rgba(18, 10, 5, 0.82) !important; border: 0 !important; border-bottom: 1px solid #6B4428 !important; box-shadow: 0 4px 14px #0007 !important;
  backdrop-filter: none !important; -webkit-backdrop-filter: none !important; color: #F2E4CE;
}
[data-chatroom-region="header"] :is(button, a, [role="button"]):not([data-variant="primary"]) { color: #D9A066; background-color: transparent; }
[data-chatroom-region="header"] :is(button, a, [role="button"]):not([data-variant="primary"]):hover { background-color: rgba(217, 160, 102, 0.14) !important; color: #E8B47A; }
[data-chatroom-region="body"], [data-lumiverse-surface="chat-body"] { background: transparent !important; }
[data-component="DesktopPwaTitlebar"] { background: #120A05 !important; color: #D9A066 !important; border-bottom: 0; }
[data-chat-bg] { background-color: #1C110A !important; background-image: none !important; }
[data-chat-scroll="true"] [data-virtual-index], [data-chat-scroll="true"] [data-item-type="message"] { overflow: visible !important; }

/* ═══════════ MESSAGES (all styles) ═══════════ */
[data-component="MinimalMessage"], [data-component="BubbleMessage"] { font-family: "Lora", Georgia, "Times New Roman", serif !important; color: #F2E4CE; }
[data-component="MinimalMessage"] > [class*="_bubble_"] {
  position: relative; padding: 10px 16px; background: linear-gradient(180deg, rgba(52, 32, 15, 0.93), rgba(39, 23, 16, 0.95)) !important;
  border: 1.5px solid #8A5A34 !important; border-radius: 14px !important; box-shadow: inset 0 0 0 3px rgba(0, 0, 0, 0.18), 0 6px 18px #0006 !important;
  backdrop-filter: none !important;
}
[data-component="MinimalMessage"][data-part="user"] > [class*="_bubble_"] { background: linear-gradient(180deg, rgba(58, 37, 20, 0.93), rgba(44, 27, 17, 0.95)) !important; }
[data-component="MinimalMessage"] [class*="_name_"], [data-component="BubbleMessage"] [class*="_name_"] {
  display: inline-block; font-family: "Cormorant Garamond", "Lora", Georgia, serif !important; font-size: 1.12em; font-weight: 700; letter-spacing: .1em; color: #E8B47A !important; -webkit-text-fill-color: #E8B47A;
  padding: 1px 16px; background: #120A05; border: 1px solid #8A5A34; outline: 1px solid #b88a4a55; outline-offset: -4px; border-radius: 3px;
}
[data-component="MinimalMessage"] [class*="_metaPill_"], [data-component="BubbleMessage"] [class*="_metaPill_"] { background: #3A2415; color: #D9A066; border: 0; border-radius: 3px; padding: 1px 8px; }
[data-component="MinimalMessage"] > [class*="_avatar_"] img { border: 2px solid #8A5A34; border-radius: 10px; box-shadow: 0 4px 10px #0008; }
[data-component="MinimalMessage"] > [class*="_actionsWrap_"] :is(button, svg), [data-component="BubbleMessage"] [class*="_actions"] :is(button, svg) { color: #D9A066; }
[data-component="MinimalMessage"] > [class*="_actionsWrap_"] button:hover { background: #3B2517; border-radius: 6px; }

[data-component="BubbleMessage"], [data-component="BubbleMessage"] [class*="_card_"] {
  position: relative; overflow: hidden; background: linear-gradient(180deg, #34200f, #271710) !important; border: 1.5px solid #8A5A34 !important; border-radius: 14px !important;
  box-shadow: inset 0 0 0 3px #1a0f08, inset 0 0 0 4px #b88a4a66, 0 6px 18px #0007 !important; backdrop-filter: none !important; -webkit-backdrop-filter: none !important;
}
[data-component="BubbleMessage"][data-part="user"], [data-component="BubbleMessage"][class*="_user_"] [class*="_card_"], [data-component="BubbleMessage"] [class*="_user_"] [class*="_card_"] { background: linear-gradient(180deg, #3b2615, #2d1c11) !important; }

[data-component="MessageContent"] [class*="_prose_"], [data-component="BubbleMessage"] [class*="_content_"], [data-component="BubbleMessage"] [class*="_markdown_"] {
  color: #F2E4CE !important; font-family: "Lora", Georgia, "Times New Roman", serif !important; line-height: 1.75 !important; letter-spacing: .01em;
}
[data-component="MessageContent"] [class*="_prose_"], [data-component$="Message"] [class*="_markdown_"] { padding: 0; }
[data-component="MessageContent"] [class*="_prose_"] :is(em, [class*="_proseItalic_"]), [data-component="BubbleMessage"] em { color: #D8B88C !important; }
[data-component="MessageContent"] [class*="_prose_"] :is(strong, [class*="_proseBold_"]), [data-component="BubbleMessage"] strong { color: #FFF3DC !important; font-weight: 700; }
[data-component="MessageContent"] [class*="_prose_"] [class*="_proseDialogue_"], [data-component="MessageContent"] [class*="_prose_"] q, [data-component="BubbleMessage"] q, [data-component="BubbleMessage"] [class*="_proseDialogue_"] { color: #E8B47A !important; }
[data-component="MessageContent"] [class*="_prose_"] :is(a, a:visited), [data-component="BubbleMessage"] a { color: #E8B47A !important; text-decoration-color: #8A5A34; text-underline-offset: 3px; }
[data-component="MessageContent"] [class*="_prose_"] :is(h1, h2, h3, h4) { font-family: "Cormorant Garamond", "Lora", Georgia, serif !important; color: #F2E4CE !important; line-height: 1.4; }
[data-component="MessageContent"] [class*="_prose_"] :is(p, ul, ol, blockquote, pre) { margin-block: .7em; }
[data-component="MessageContent"] [class*="_prose_"] li::marker { color: #D9A066; }
[data-component="MessageContent"] [class*="_prose_"] blockquote, [data-component="BubbleMessage"] blockquote {
  padding: .55em 1em; background: #0000002e; color: #DCC6A2; border: 0; border-left: 3px solid #D9A066; border-radius: 0 8px 8px 0;
}
[data-component="MessageContent"] [class*="_prose_"] blockquote::before, [data-component="BubbleMessage"] blockquote::before { content: none; }
[data-component="MessageContent"] code:not(pre code), [data-component="BubbleMessage"] code:not(pre code) { color: #E8B47A; background: #0000003a; border: 1px solid #6B4428; border-radius: 4px; padding: .08em .3em; }
[data-component="MessageContent"] pre, [data-component="MessageContent"] [class*="_codeBlock_"], [data-component="BubbleMessage"] pre { max-width: 100%; overflow-x: auto; border: 1px solid #6B4428; background: #150C07 !important; border-radius: 8px; }
[data-component="MessageContent"] pre code, [data-component="BubbleMessage"] pre code { border: 0; background: transparent; color: #F2E4CE; }
[data-component="MessageContent"] [class*="_codeHeader_"] { background: #3A2415; border-bottom: 1px solid #6B4428; }
[data-component="MessageContent"] [class*="_codeLang_"], [data-component="MessageContent"] [class*="_codeCopy_"] { color: #D9A066; }
[data-component="MessageContent"] hr, [data-component="BubbleMessage"] hr { height: 1px; border: 0; opacity: 1; background: linear-gradient(90deg, #0000, #8A5A34, #0000); margin: 1.2em 0; }
[data-component="MessageContent"] :is(th, td) { border: 1px solid #6B4428; padding: .45em .6em; }
[data-component="MessageContent"] th { background: #3A2415; color: #E8B47A; }
[data-component="MessageContent"] table { max-width: 100%; }
[data-component="MessageContent"] :is(img, video, iframe, canvas):not([class*="lucide"]) { max-width: 100%; height: auto; border-radius: 6px; }
[data-component="MessageContent"] details { margin: .7em 0; padding: .5em .9em; border: 1px dashed #8A5A34; background: #0000002a; border-radius: 8px; }
[data-component="MessageContent"] details > summary { color: #E8B47A; cursor: pointer; font-weight: 600; }
[data-component="MessageContent"] [class*="_prose_"] :is(font[color], [style*="color"]) :is(em, strong, b, i, a):not(font[color]):not([style*="color"]) { color: inherit !important; }
[data-component="SwipeControls"] button { color: #D9A066; }
[data-component="SwipeControls"] button:hover:not(:disabled) { background: #3B2517; }
[data-component="SwipeControls"] > :not(button) { color: #E8B47A !important; font-family: "Cormorant Garamond", "Lora", Georgia, serif; }
[class*="_loadMore_"], [class*="_showMore_"] { background: #3A2415; color: #E8B47A; outline: 1px dashed rgba(217, 160, 102, 0.35); outline-offset: -3px; border: 0; border-radius: 4px; }

/* ═══════════ INPUT ═══════════ */
[data-component="InputArea"] { background: rgba(42, 26, 16, 0.95) !important; border: 1.5px solid #8A5A34 !important; border-radius: 14px !important; box-shadow: 0 6px 18px #0007 !important; }
[data-component="InputArea"]:focus-within { border-color: #D9A066 !important; box-shadow: 0 0 0 3px #3A2415, 0 6px 18px #0007 !important; }
[data-component="InputArea"] textarea, [data-component="InputArea"] input { color: #F2E4CE !important; font-family: "Lora", Georgia, "Times New Roman", serif !important; background: transparent !important; }
[data-component="InputArea"] [class*="_inputWrapper_"] { border: 0 !important; background: transparent !important; }
[data-component="InputArea"] [class*="_actionBtn_"], [data-component="InputArea"] [class*="_attachBtn_"] { color: #D9A066; border-radius: 8px !important; transition: transform .25s cubic-bezier(.2,.8,.3,1.4), background-color .2s; }
[data-component="InputArea"] [class*="_actionBtn_"]:hover, [data-component="InputArea"] [class*="_attachBtn_"]:hover, [data-component="InputArea"] [class*="_actionBtnHasSelection_"], [data-component="InputArea"] [aria-pressed="true"] { background: #3B2517 !important; color: #E8B47A; }
[data-component="InputArea"] [class*="_sendBtn_"] { background: #D9A066 !important; color: #1C110A !important; border-radius: 10px !important; border: 1px solid #A87340 !important; transition: transform .25s cubic-bezier(.2,.8,.3,1.4), filter .2s; }
[data-component="InputArea"] [class*="_sendBtn_"]:hover:not(:disabled) { transform: translateY(-1px) scale(1.06); filter: brightness(1.08); }
[data-component="InputArea"] [class*="_sendBtn_"]:active:not(:disabled) { transform: scale(.92); }
[data-component="InputArea"] [class*="_sendBtn_"]:disabled { filter: grayscale(.6) opacity(.5); }
[data-component="InputArea"] :is([class*="_sendBtn_"], [class*="_attachBtn_"], [class*="_actionBtn_"]):focus-visible { outline: 2px solid #E8B47A; outline-offset: 2px; border-radius: 8px; }

/* ═══════════ FORM CONTROLS, BUTTONS, TOASTS ═══════════ */
input:not([type="range"]), textarea, select { background-color: #1d120a !important; color: #F2E4CE !important; border: 1px solid #6B4428 !important; border-radius: 8px; }
input::placeholder, textarea::placeholder { color: #BFA183; opacity: 1; }
input:not([type="range"]):focus-visible, textarea:focus-visible, select:focus-visible { outline: none !important; border-color: #D9A066 !important; box-shadow: 0 0 0 3px #3A2415 !important; }
select option { color: #F2E4CE; background-color: #2A1A10; }
input[type="checkbox"], input[type="radio"] { accent-color: #D9A066; }
input[type="range"] { accent-color: #D9A066; }
[data-variant="primary"] { background: #D9A066 !important; border-color: #A87340 !important; color: #1C110A !important; }
[data-variant="primary"]:hover:not(:disabled) { background: #E8B47A !important; color: #1C110A !important; }
[data-variant="primary"]:active:not(:disabled) { transform: translateY(1px) scale(.97); }
[data-variant="danger"], button[class*="_danger_"] { background-color: #C0533F !important; color: #fff !important; border-color: #8a3425 !important; }
button[class*="_secondary_"], [data-variant="secondary"], [data-variant="ghost"]:hover { color: #E8B47A; }
[data-state="checked"] { background-color: #D9A066 !important; }
[data-state="unchecked"] { background-color: #4a3322; }
[data-sonner-toast] { background: #2A1A10 !important; color: #F2E4CE !important; border: 1.5px solid #8A5A34 !important; border-left: 4px solid #D9A066 !important; border-radius: 10px !important; box-shadow: 0 8px 24px #000a !important; font-family: "Lora", Georgia, "Times New Roman", serif !important; }
[data-sonner-toast][data-type="error"] { border-left-color: #C0533F !important; }
[data-sonner-toast][data-type="warning"] { border-left-color: #D9A23C !important; }
[data-sonner-toast][data-type="success"] { border-left-color: #7FA467 !important; }
[class*="_tag_"], [class*="_badge_"] { border-radius: 4px; }

/* ═══════════ LANDING PAGE CARDS ═══════════ */
[data-component="LandingPageChats"] { font-family: "Lora", Georgia, "Times New Roman", serif !important; --lcs-glass-bg: #2A1A10; --lcs-glass-border: #8A5A34; }
[data-component="LandingPageChats"] [class*="_card_"]:not([class*="_cardContent_"]) { background: linear-gradient(180deg, #34200f, #271710) !important; border: 1.5px solid #8A5A34 !important; border-radius: 14px !important; box-shadow: 0 6px 18px #0007 !important; overflow: hidden; transition: transform .3s cubic-bezier(.2,.8,.3,1.4), border-color .2s; }
[data-component="LandingPageChats"] [class*="_card_"]:not([class*="_cardContent_"]):hover { transform: translateY(-3px) rotate(-.6deg); border-color: #D9A066 !important; }
[data-component="LandingPageChats"] [class*="_cardName_"] { font-family: "Cormorant Garamond", "Lora", Georgia, serif !important; color: #F2E4CE !important; font-weight: 700; letter-spacing: .05em; }
[data-component="LandingPageChats"] [class*="_cardImageOverlay_"] { background: linear-gradient(180deg, #0000 55%, #1c110acc) !important; }


/* ═══════════ HOMEPAGE: the collection cabinet ═══════════ */
*:has([data-component="LandingPageChats"]):not(html):not(body):not(#root) { background: transparent !important; background-image: none !important; }
:root { --spec-rosette: 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"); 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"); 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      <path d="M0 -3.6C4.6 -3.6 6 1 3.4 4.4C2 6 -2 6 -3.4 4.4C-6 1 -4.6 -3.6 0 -3.6Z" fill="url(#gem)" stroke="#3b2508" stroke-width=".6"/><circle cx="-1.4" cy="-1.2" r="1.2" fill="#fff" opacity=".7"/></g><circle cx="8" cy="72" r="6.4" fill="url(#g1)" stroke="#3b2508" stroke-width=".9"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(0 8 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(45 8 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(90 8 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(135 8 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(180 8 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(225 8 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(270 8 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(315 8 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><circle cx="8" cy="72" r="2.6" fill="url(#gem)" stroke="#3b2508" stroke-width=".7"/><circle cx="7.1" cy="71.0" r="0.9" fill="#fff" opacity=".7"/><circle cx="136" cy="72" r="6.4" fill="url(#g1)" stroke="#3b2508" stroke-width=".9"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(0 136 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(45 136 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(90 136 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(135 136 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(180 136 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(225 136 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(270 136 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(315 136 72)" fill="url(#g2)" stroke="#3b2508" stroke-width=".5"/><circle cx="136" cy="72" r="2.6" fill="url(#gem)" stroke="#3b2508" stroke-width=".7"/><circle cx="135.1" cy="71.0" r="0.9" fill="#fff" opacity=".7"/>
</svg>"); --spec-frame-copper: url("data:image/svg+xml;base64,<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 144 144" width="144" height="144"><defs>
<linearGradient id="g1" x1="0" y1="0" x2="1" y2="1"><stop offset="0" stop-color="#ffe3cf"/><stop offset=".25" stop-color="#e0a073"/><stop offset=".52" stop-color="#9c5630"/><stop offset=".76" stop-color="#f0b690"/><stop offset="1" stop-color="#6a3418"/></linearGradient>
<linearGradient id="g2" x1="1" y1="1" x2="0" y2="0"><stop offset="0" stop-color="#f8d2b4"/><stop offset=".3" stop-color="#cf8e60"/><stop offset=".6" stop-color="#8e4c28"/><stop offset=".85" stop-color="#e9ad85"/><stop offset="1" stop-color="#5a2c12"/></linearGradient>
<radialGradient id="gem" cx=".35" cy=".3" r=".8"><stop offset="0" stop-color="#9ff0e0"/><stop offset=".45" stop-color="#1f9c8c"/><stop offset="1" stop-color="#08403c"/></radialGradient>
<radialGradient id="pr" cx=".35" cy=".3" r=".8"><stop offset="0" stop-color="#fff0e4"/><stop offset=".5" stop-color="#eeb78f"/><stop offset="1" stop-color="#9a5630"/></radialGradient></defs>
<circle cx="72" cy="72" r="52" fill="none" stroke="url(#g1)" stroke-width="13"/><circle cx="72" cy="72" r="52" fill="none" stroke="#3a1a0a" stroke-width="3.2"/><circle cx="72" cy="72" r="52" fill="none" stroke="url(#pr)" stroke-width="3.4" stroke-linecap="round" stroke-dasharray="0.01 6.040" transform="rotate(-90 72 72)"/>
<circle cx="72" cy="72" r="58.6" fill="none" stroke="url(#g2)" stroke-width="2.4"/><circle cx="72" cy="72" r="46.9" fill="none" stroke="url(#g2)" stroke-width="2.2"/><circle cx="72" cy="72" r="45.9" fill="none" stroke="#3a1a0a" stroke-width="1.1"/><circle cx="72" cy="72" r="59.9" fill="none" stroke="#3a1a0a" stroke-width="0.7"/>
<circle cx="72" cy="72" r="64.4" fill="none" stroke="url(#pr)" stroke-width="2.1" stroke-linecap="round" stroke-dasharray="0.01 5.178" transform="rotate(-90 72 72)"/><g transform="rotate(45 72 72) translate(72 12.5) scale(0.78 0.78)"><path d="M-14 0C-9 -7.5 3 -7.5 11 -1.5C3 -.8 -6 2.6 -14 0Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".7"/><path d="M-11 -.4C-5 -2.4 2 -2.6 8 -1.4" stroke="#3a1a0a" stroke-width=".5" fill="none" opacity=".7"/></g><g transform="rotate(45 72 72) translate(72 12.5) scale(-0.78 0.78)"><path d="M-14 0C-9 -7.5 3 -7.5 11 -1.5C3 -.8 -6 2.6 -14 0Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".7"/><path d="M-11 -.4C-5 -2.4 2 -2.6 8 -1.4" stroke="#3a1a0a" stroke-width=".5" fill="none" opacity=".7"/></g><g transform="rotate(135 72 72) translate(72 12.5) scale(0.78 0.78)"><path d="M-14 0C-9 -7.5 3 -7.5 11 -1.5C3 -.8 -6 2.6 -14 0Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".7"/><path d="M-11 -.4C-5 -2.4 2 -2.6 8 -1.4" stroke="#3a1a0a" stroke-width=".5" fill="none" opacity=".7"/></g><g transform="rotate(135 72 72) translate(72 12.5) scale(-0.78 0.78)"><path d="M-14 0C-9 -7.5 3 -7.5 11 -1.5C3 -.8 -6 2.6 -14 0Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".7"/><path d="M-11 -.4C-5 -2.4 2 -2.6 8 -1.4" stroke="#3a1a0a" stroke-width=".5" fill="none" opacity=".7"/></g><g transform="rotate(225 72 72) translate(72 12.5) scale(0.78 0.78)"><path d="M-14 0C-9 -7.5 3 -7.5 11 -1.5C3 -.8 -6 2.6 -14 0Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".7"/><path d="M-11 -.4C-5 -2.4 2 -2.6 8 -1.4" stroke="#3a1a0a" stroke-width=".5" fill="none" opacity=".7"/></g><g transform="rotate(225 72 72) translate(72 12.5) scale(-0.78 0.78)"><path d="M-14 0C-9 -7.5 3 -7.5 11 -1.5C3 -.8 -6 2.6 -14 0Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".7"/><path d="M-11 -.4C-5 -2.4 2 -2.6 8 -1.4" stroke="#3a1a0a" stroke-width=".5" fill="none" opacity=".7"/></g><g transform="rotate(315 72 72) translate(72 12.5) scale(0.78 0.78)"><path d="M-14 0C-9 -7.5 3 -7.5 11 -1.5C3 -.8 -6 2.6 -14 0Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".7"/><path d="M-11 -.4C-5 -2.4 2 -2.6 8 -1.4" stroke="#3a1a0a" stroke-width=".5" fill="none" opacity=".7"/></g><g transform="rotate(315 72 72) translate(72 12.5) scale(-0.78 0.78)"><path d="M-14 0C-9 -7.5 3 -7.5 11 -1.5C3 -.8 -6 2.6 -14 0Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".7"/><path d="M-11 -.4C-5 -2.4 2 -2.6 8 -1.4" stroke="#3a1a0a" stroke-width=".5" fill="none" opacity=".7"/></g><g transform="translate(72 11)">
      <path d="M0 0C7 -8 20 -9 30 -2C21 -1 10 3 0 1Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".8"/><path d="M0 0C-7 -8 -20 -9 -30 -2C-21 -1 -10 3 0 1Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".8"/>
      <path d="M0 3C6 -2 15 0 21 7C13 6 6 8 0 6Z" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".7"/><path d="M0 3C-6 -2 -15 0 -21 7C-13 6 -6 8 0 6Z" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".7"/>
      <circle r="9.5" fill="url(#g1)" stroke="#3a1a0a" stroke-width="1"/><circle r="6.4" fill="url(#gem)" stroke="#3a1a0a" stroke-width=".9"/><circle cx="-2" cy="-2.4" r="1.8" fill="#fff" opacity=".7"/></g><g transform="translate(72 133)">
      <path d="M0 -4C8 -9 20 -8 27 -2C19 -3 10 -1 0 2Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".7"/><path d="M0 -4C-8 -9 -20 -8 -27 -2C-19 -3 -10 -1 0 2Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".7"/>
      <path d="M0 -6C7 -6 9 1 5 6C3 9 -3 9 -5 6C-9 1 -7 -6 0 -6Z" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".9"/>
      <path d="M0 -3.6C4.6 -3.6 6 1 3.4 4.4C2 6 -2 6 -3.4 4.4C-6 1 -4.6 -3.6 0 -3.6Z" fill="url(#gem)" stroke="#3a1a0a" stroke-width=".6"/><circle cx="-1.4" cy="-1.2" r="1.2" fill="#fff" opacity=".7"/></g><circle cx="8" cy="72" r="6.4" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".9"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(0 8 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(45 8 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(90 8 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(135 8 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(180 8 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(225 8 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(270 8 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="8" cy="68.3" rx="1.4" ry="2.9" transform="rotate(315 8 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><circle cx="8" cy="72" r="2.6" fill="url(#gem)" stroke="#3a1a0a" stroke-width=".7"/><circle cx="7.1" cy="71.0" r="0.9" fill="#fff" opacity=".7"/><circle cx="136" cy="72" r="6.4" fill="url(#g1)" stroke="#3a1a0a" stroke-width=".9"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(0 136 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(45 136 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(90 136 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(135 136 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(180 136 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(225 136 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(270 136 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><ellipse cx="136" cy="68.3" rx="1.4" ry="2.9" transform="rotate(315 136 72)" fill="url(#g2)" stroke="#3a1a0a" stroke-width=".5"/><circle cx="136" cy="72" r="2.6" fill="url(#gem)" stroke="#3a1a0a" stroke-width=".7"/><circle cx="135.1" cy="71.0" r="0.9" fill="#fff" opacity=".7"/>
</svg>"); }

[data-component="LandingPageChats"] { position: relative; counter-reset: specimen; }

/* gilt rail across the top: a rosette at the centre, a swallowtail and a luna moth resting at either end */
[data-component="LandingPageChats"]::before {
  content: ""; display: block; grid-column: 1 / -1; flex: 0 0 100%; width: 100%; box-sizing: border-box; height: 92px; margin: 0 0 6px; pointer-events: none;
  background:
    var(--spec-green) left 3% top 8px / 88px auto no-repeat,
    var(--spec-rosette) center 28px / 34px 34px no-repeat,
    linear-gradient(180deg, #f6dc9c, #c99a4b 40%, #6b4710 55%, #e0b560) left 0 top 42px / calc(50% - 26px) 5px no-repeat,
    linear-gradient(180deg, #f6dc9c, #c99a4b 40%, #6b4710 55%, #e0b560) right 0 top 42px / calc(50% - 26px) 5px no-repeat;
  filter: drop-shadow(0 3px 3px #0008);
}
[data-component="LandingPageChats"]::after {
  content: "✦  The Collection  ✦"; display: block; grid-column: 1 / -1; flex: 0 0 100%; width: 100%; box-sizing: border-box; text-align: center; margin: 12px 0 4px; padding-bottom: 6px; pointer-events: none;
  font-family: "Cormorant Garamond", "Lora", Georgia, serif; font-size: 17px; font-weight: 600; font-variant: small-caps; letter-spacing: .34em; color: #E8B47A; opacity: .9; order: 99;
}

/* each character card is a mounted specimen: gilt-edged case, rosette on top, brass plaque with a numeral */
[data-component="LandingPageChats"] [class*="_card_"]:not([class*="_cardContent_"]) {
  position: relative; counter-increment: specimen; transform: none;
}
[data-component="LandingPageChats"] [class*="_card_"]:not([class*="_cardContent_"]):hover { transform: translateY(-4px); }
[data-component="LandingPageChats"] [class*="_card_"]:not([class*="_cardContent_"])::before {
  content: ""; position: absolute; z-index: 5; top: 7px; left: 50%; width: 24px; height: 24px; margin-left: -12px; pointer-events: none;
  background: var(--spec-rosette) center / contain no-repeat; filter: drop-shadow(0 2px 2px #000a);
}
[data-component="LandingPageChats"] [class*="_card_"]:not([class*="_cardContent_"])::after {
  content: "Specimen Nº " counter(specimen, upper-roman); position: absolute; z-index: 5; right: 12px; bottom: 11px; pointer-events: none;
  padding: 3px 11px; font: italic 700 11px/1.2 "Lora", Georgia, serif; letter-spacing: .04em; color: #2c1b06;
  background: linear-gradient(180deg, #f7e2a6, #c8963f 48%, #b3812f 52%, #e9c880); border: 1px solid #4a3009; outline: 1px solid #6b4710; outline-offset: -4px; border-radius: 2px;
  box-shadow: 0 2px 4px #0009, inset 0 1px 0 #fff6;
}


/* ═══════════ PORTRAITS: large, ornately framed cameos ═══════════
   character = gilt frame with ruby + a resting butterfly, user = copper frame with emerald + a teal butterfly.
   --spec-s is the portrait size, --spec-p how far the ornament reaches beyond it. */
:root { --spec-s: 104px; --spec-p: 26px; }
[data-component="MinimalMessage"] { --spec-s: 84px; --spec-p: 21px; }
@media (max-width: 720px) { :root { --spec-s: 80px; --spec-p: 20px; } [data-component="MinimalMessage"] { --spec-s: 68px; --spec-p: 17px; } }
@media (max-width: 480px) { :root { --spec-s: 64px; --spec-p: 16px; } [data-component="MinimalMessage"] { --spec-s: 56px; --spec-p: 14px; } }

[data-component$="Message"] [class*="_avatar_"] {
  position: relative; box-sizing: border-box; flex-shrink: 0; z-index: 2;
  width: var(--spec-s) !important; height: var(--spec-s) !important; min-width: var(--spec-s); min-height: var(--spec-s);
  margin: calc(var(--spec-p) * .5) var(--spec-p) calc(var(--spec-p) * .65) !important;
  border: 0 !important; border-radius: 50% !important; overflow: visible !important; background: transparent !important; box-shadow: none !important;
}
/* the portrait itself (LazyImage wraps the <img> in a div) */
[data-component$="Message"] [class*="_avatar_"] > div:has(> img) {
  position: relative; border-radius: 50%; overflow: hidden;
  box-shadow: inset 0 0 0 1px #0009, inset 0 0 16px 2px #000b, 0 6px 14px #000c;
}
[data-component$="Message"] [class*="_avatar_"] img {
  width: 100%; height: 100%; object-fit: cover; object-position: center 22%; border: 0 !important; border-radius: 50% !important; box-shadow: none !important;
  filter: sepia(.16) saturate(.96) contrast(1.05); transition: transform .5s cubic-bezier(.2,.8,.3,1.2), filter .3s;
}
[data-component$="Message"]:hover [class*="_avatar_"] img { transform: scale(1.06); filter: sepia(.04) saturate(1.06) contrast(1.06); }
/* glass over the portrait */
[data-component$="Message"] [class*="_avatar_"] > div:has(> img)::after {
  content: ""; position: absolute; inset: 0; z-index: 2; pointer-events: none; border-radius: 50%;
  background: radial-gradient(ellipse at 30% 20%, #ffffff55, #ffffff00 48%), linear-gradient(140deg, #ffffff20, #fff0 42%);
}
/* initial-letter fallback when there is no portrait */
[data-component$="Message"] [class*="_avatar_"] [class*="_avatarFallback_"] {
  border-radius: 50%; font-family: "Cormorant Garamond", "Lora", Georgia, serif; font-size: calc(var(--spec-s) * .42); color: #E8B47A; background: radial-gradient(circle at 35% 30%, #4a3020, #1d120a);
}
/* the ornate frame */
[data-component$="Message"] [class*="_avatar_"]::before {
  content: ""; position: absolute; inset: calc(var(--spec-p) * -1); z-index: 3; pointer-events: none;
  background: var(--spec-frame-gold) center / 100% 100% no-repeat; filter: drop-shadow(0 5px 5px #000b);
}
/* a butterfly resting on the frame */
[data-component$="Message"] [class*="_avatar_"]::after {
  content: ""; position: absolute; z-index: 4; pointer-events: none; --rot: -16deg; --fx: 1;
  width: calc(var(--spec-s) * .52); height: calc(var(--spec-s) * .34); left: calc(var(--spec-p) * -1.25); bottom: calc(var(--spec-p) * -.7);
  background: var(--spec-char) center / contain no-repeat; transform: rotate(var(--rot)) scaleX(var(--fx)); transform-origin: 70% 50%; filter: drop-shadow(0 3px 3px #000c);
}
:is([data-part="user"], [data-role="user"], [data-is-user="true"])[data-component$="Message"] [class*="_avatar_"]::before { background-image: var(--spec-frame-copper); }
:is([data-part="user"], [data-role="user"], [data-is-user="true"])[data-component$="Message"] [class*="_avatar_"]::after {
  background-image: var(--spec-user); left: auto; right: calc(var(--spec-p) * -1.25); --rot: 14deg; --fx: -1;
}
@keyframes spec-flutter { 0%, 100% { transform: rotate(var(--rot)) scaleX(var(--fx)) scale(1, 1); } 50% { transform: rotate(calc(var(--rot) + 9deg)) scaleX(var(--fx)) scale(1.12, .88); } }
[data-component$="Message"]:hover [class*="_avatar_"]::after { animation: spec-flutter 1.1s ease-in-out infinite; }
@media (prefers-reduced-motion: reduce) { [data-component$="Message"] *::before, [data-component$="Message"] *::after { animation: none !important; } }
/* the large faded portrait behind each bubble: a touch warmer and stronger */
[data-component$="Message"] [class*="_avatarBgImg_"] { opacity: .36 !important; filter: sepia(.3) saturate(.9); }
[data-component$="Message"]:hover [class*="_avatarBgImg_"] { opacity: .46 !important; }


/* ═══════════ HOMEPAGE: cards sit in glass-topped display cases ═══════════ */
[data-component="LandingPageChats"] [class*="_card_"]:not([class*="_cardContent_"]) {
  border: 2px solid #5a3a1e !important; border-radius: 8px !important;
  box-shadow: inset 0 0 0 1px #ffffff30, inset 0 0 0 7px #2a1a0e, inset 0 0 0 8.5px #b88a4a99, 0 0 0 3px #2a1a0e, 0 0 0 4.5px #b88a4a, 0 12px 26px #000c !important;
}
[data-component="LandingPageChats"] [class*="_card_"]:not([class*="_cardContent_"]) img { filter: sepia(.2) saturate(.95) contrast(1.04); }
[data-component="LandingPageChats"] [class*="_cardImageOverlay_"] {
  background: linear-gradient(180deg, #ffffff1c 0, #fff0 18%), linear-gradient(180deg, #0000 55%, #1c110acc) !important; pointer-events: none;
}
/* moving glare across the glass */
[data-component="LandingPageChats"] [class*="_cardImageOverlay_"]::before {
  content: ""; position: absolute; inset: 0; z-index: 3; pointer-events: none;
  background: linear-gradient(112deg, #fff0 0 34%, #ffffff2e 41%, #ffffff0d 47%, #fff0 54%) 0 0 / 280% 100% no-repeat;
  transition: background-position 1s ease;
}
[data-component="LandingPageChats"] [class*="_card_"]:not([class*="_cardContent_"]):hover [class*="_cardImageOverlay_"]::before { background-position: 100% 0; }
/* bevelled glass lip and corner reflection */
[data-component="LandingPageChats"] [class*="_cardImageOverlay_"]::after {
  content: ""; position: absolute; inset: 9px; z-index: 3; pointer-events: none; border-radius: 3px;
  border: 1px solid #ffffff2b; box-shadow: inset 0 0 22px #ffffff10, inset 2px 2px 0 #ffffff2a;
  background: radial-gradient(ellipse at 12% 8%, #ffffff30, #fff0 34%);
}

/* ═══════════ MOBILE ═══════════ */
@media (max-width: 720px) {
  [data-component="MessageContent"] [class*="_prose_"] { line-height: 1.65 !important; }
}

/* ═══════════════════════════════════════════════════════════
   OPTIONAL PERSONAL TWEAKS — place custom CSS below
   ═══════════════════════════════════════════════════════════ */

/* ═══════════ v7: PARCHMENT MESSAGES ═══════════
   aged vellum with fibres and stains, scorched edges, a torn deckle edge and dark sepia ink. */
[data-component="BubbleMessage"], [data-component="MinimalMessage"] > [class*="_bubble_"] {
  --ink: #2e1b0c; --ink-soft: #4a2d15; --ink-faint: #664a2c; --ink-red: #70260e; --paper-line: #8f7248;
  position: relative; border: 0 !important; border-radius: 0 !important; color: var(--ink) !important;
  background: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNDAiIGhlaWdodD0iMjQwIj48ZmlsdGVyIGlkPSJmIiB4PSIwIiB5PSIwIiB3aWR0aD0iMTAwJSIgaGVpZ2h0PSIxMDAlIj48ZmVUdXJidWxlbmNlIHR5cGU9ImZyYWN0YWxOb2lzZSIgYmFzZUZyZXF1ZW5jeT0iMC43IDAuMDM1IiBudW1PY3RhdmVzPSIzIiBzZWVkPSIxMSIgc3RpdGNoVGlsZXM9InN0aXRjaCIvPjxmZUNvbG9yTWF0cml4IHZhbHVlcz0iMCAwIDAgMCAuMzIgIDAgMCAwIDAgLjE5ICAwIDAgMCAwIC4wNiAgMCAwIDAgLjcwIC0uMzAiLz48L2ZpbHRlcj48cmVjdCB3aWR0aD0iMTAwJSIgaGVpZ2h0PSIxMDAlIiBmaWx0ZXI9InVybCgjZikiLz48L3N2Zz4=") 0 0 / 240px 240px, url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIzNjAiIGhlaWdodD0iMzYwIj48ZmlsdGVyIGlkPSJmIiB4PSIwIiB5PSIwIiB3aWR0aD0iMTAwJSIgaGVpZ2h0PSIxMDAlIj48ZmVUdXJidWxlbmNlIHR5cGU9ImZyYWN0YWxOb2lzZSIgYmFzZUZyZXF1ZW5jeT0iMC4wMTEiIG51bU9jdGF2ZXM9IjQiIHNlZWQ9IjQiIHN0aXRjaFRpbGVzPSJzdGl0Y2giLz48ZmVDb2xvck1hdHJpeCB2YWx1ZXM9IjAgMCAwIDAgLjUwICAwIDAgMCAwIC4zMCAgMCAwIDAgMCAuMDkgIDAgMCAwIDEuMjUgLS41MCIvPjwvZmlsdGVyPjxyZWN0IHdpZHRoPSIxMDAlIiBoZWlnaHQ9IjEwMCUiIGZpbHRlcj0idXJsKCNmKSIvPjwvc3ZnPg==") 0 0 / 360px 360px,
    radial-gradient(ellipse at 38% 30%, #d3b987 0%, #c2a36c 52%, #a38050 100%) !important;
  box-shadow: inset 0 0 26px 3px rgba(96, 52, 14, .62), inset 0 0 84px rgba(58, 30, 8, .40), inset 0 2px 0 rgba(255, 236, 190, .20), inset 0 -2px 0 rgba(58, 30, 8, .42) !important;
  clip-path: polygon(0% 1.2px, 2.5% 0.5px, 5% 2.3px, 7.5% 0.3px, 10% 1.9px, 12.5% 1.3px, 15% 0.2px, 17.5% 1.8px, 20% 0.1px, 22.5% 1.6px, 25% 0.3px, 27.5% 0.3px, 30% 1.5px, 32.5% 3.0px, 35% 0.4px, 37.5% 0.8px, 40% 2.3px, 42.5% 3.4px, 45% 2.1px, 47.5% 1.4px, 50% 3.5px, 52.5% 0.2px, 55% 3.1px, 57.5% 1.0px, 60% 0.5px, 62.5% 0.4px, 65% 1.1px, 67.5% 2.9px, 70% 0.7px, 72.5% 2.1px, 75% 2.3px, 77.5% 1.3px, 80% 2.0px, 82.5% 0.2px, 85% 0.2px, 87.5% 0.7px, 90% 2.4px, 92.5% 1.5px, 95% 1.1px, 97.5% 2.1px, 100% 1.6px, calc(100% - 0.9px) 4%, calc(100% - 2.4px) 8%, calc(100% - 2.1px) 12%, calc(100% - 0.7px) 16%, calc(100% - 1.7px) 20%, calc(100% - 1.6px) 24%, calc(100% - 2.6px) 28%, calc(100% - 2.2px) 32%, calc(100% - 0.9px) 36%, calc(100% - 2.9px) 40%, calc(100% - 0.4px) 44%, calc(100% - 1.3px) 48%, calc(100% - 2.3px) 52%, calc(100% - 0.5px) 56%, calc(100% - 1.5px) 60%, calc(100% - 0.1px) 64%, calc(100% - 2.0px) 68%, calc(100% - 2.3px) 72%, calc(100% - 1.7px) 76%, calc(100% - 2.6px) 80%, calc(100% - 0.9px) 84%, calc(100% - 2.1px) 88%, calc(100% - 1.8px) 92%, calc(100% - 1.7px) 96%, 100% calc(100% - 1.6px), 97.5% calc(100% - 3.0px), 95% calc(100% - 3.4px), 92.5% calc(100% - 1.7px), 90% calc(100% - 2.4px), 87.5% calc(100% - 0.2px), 85% calc(100% - 2.5px), 82.5% calc(100% - 2.3px), 80% calc(100% - 3.6px), 77.5% calc(100% - 3.0px), 75% calc(100% - 1.0px), 72.5% calc(100% - 1.4px), 70% calc(100% - 2.4px), 67.5% calc(100% - 0.1px), 65% calc(100% - 1.7px), 62.5% calc(100% - 0.6px), 60% calc(100% - 0.4px), 57.5% calc(100% - 0.2px), 55% calc(100% - 2.8px), 52.5% calc(100% - 0.5px), 50% calc(100% - 0.9px), 47.5% calc(100% - 1.4px), 45% calc(100% - 3.1px), 42.5% calc(100% - 0.3px), 40% calc(100% - 1.6px), 37.5% calc(100% - 2.0px), 35% calc(100% - 3.2px), 32.5% calc(100% - 2.9px), 30% calc(100% - 3.1px), 27.5% calc(100% - 1.0px), 25% calc(100% - 1.5px), 22.5% calc(100% - 1.3px), 20% calc(100% - 3.2px), 17.5% calc(100% - 3.4px), 15% calc(100% - 0.5px), 12.5% calc(100% - 0.6px), 10% calc(100% - 0.8px), 7.5% calc(100% - 0.8px), 5% calc(100% - 1.7px), 2.5% calc(100% - 2.1px), 0% calc(100% - 0.9px), 0.0px 96%, 1.3px 92%, 1.1px 88%, 1.7px 84%, 2.9px 80%, 2.1px 76%, 1.5px 72%, 1.9px 68%, 2.0px 64%, 0.2px 60%, 2.7px 56%, 2.3px 52%, 2.6px 48%, 2.4px 44%, 1.2px 40%, 1.2px 36%, 0.3px 32%, 1.9px 28%, 0.2px 24%, 0.2px 20%, 0.6px 16%, 0.5px 12%, 1.0px 8%, 0.2px 4%);
}
[data-component="BubbleMessage"][data-part="user"], [data-component="MinimalMessage"][data-part="user"] > [class*="_bubble_"] {
  background: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNDAiIGhlaWdodD0iMjQwIj48ZmlsdGVyIGlkPSJmIiB4PSIwIiB5PSIwIiB3aWR0aD0iMTAwJSIgaGVpZ2h0PSIxMDAlIj48ZmVUdXJidWxlbmNlIHR5cGU9ImZyYWN0YWxOb2lzZSIgYmFzZUZyZXF1ZW5jeT0iMC43IDAuMDM1IiBudW1PY3RhdmVzPSIzIiBzZWVkPSIxMSIgc3RpdGNoVGlsZXM9InN0aXRjaCIvPjxmZUNvbG9yTWF0cml4IHZhbHVlcz0iMCAwIDAgMCAuMzIgIDAgMCAwIDAgLjE5ICAwIDAgMCAwIC4wNiAgMCAwIDAgLjcwIC0uMzAiLz48L2ZpbHRlcj48cmVjdCB3aWR0aD0iMTAwJSIgaGVpZ2h0PSIxMDAlIiBmaWx0ZXI9InVybCgjZikiLz48L3N2Zz4=") 0 0 / 240px 240px, url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIzNjAiIGhlaWdodD0iMzYwIj48ZmlsdGVyIGlkPSJmIiB4PSIwIiB5PSIwIiB3aWR0aD0iMTAwJSIgaGVpZ2h0PSIxMDAlIj48ZmVUdXJidWxlbmNlIHR5cGU9ImZyYWN0YWxOb2lzZSIgYmFzZUZyZXF1ZW5jeT0iMC4wMTEiIG51bU9jdGF2ZXM9IjQiIHNlZWQ9IjQiIHN0aXRjaFRpbGVzPSJzdGl0Y2giLz48ZmVDb2xvck1hdHJpeCB2YWx1ZXM9IjAgMCAwIDAgLjUwICAwIDAgMCAwIC4zMCAgMCAwIDAgMCAuMDkgIDAgMCAwIDEuMjUgLS41MCIvPjwvZmlsdGVyPjxyZWN0IHdpZHRoPSIxMDAlIiBoZWlnaHQ9IjEwMCUiIGZpbHRlcj0idXJsKCNmKSIvPjwvc3ZnPg==") 0 0 / 360px 360px,
    radial-gradient(ellipse at 62% 30%, #cdb98d 0%, #bca479 55%, #9f8558 100%) !important;
}
[data-component="BubbleMessage"] [class*="_card_"] { background: transparent !important; box-shadow: none !important; border: 0 !important; clip-path: none; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] [class*="_prose_"], [data-component="BubbleMessage"] [class*="_content_"], [data-component="BubbleMessage"] [class*="_markdown_"] { color: var(--ink) !important; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] [class*="_prose_"] :is(em, [class*="_proseItalic_"]), [data-component="BubbleMessage"] em { color: var(--ink-soft) !important; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] [class*="_prose_"] :is(strong, [class*="_proseBold_"]), [data-component="BubbleMessage"] strong { color: #24120a !important; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] [class*="_prose_"] :is([class*="_proseDialogue_"], q), [data-component="BubbleMessage"] q, [data-component="BubbleMessage"] [class*="_proseDialogue_"] { color: var(--ink-red) !important; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] [class*="_prose_"] :is(a, a:visited), [data-component="BubbleMessage"] a { color: #7a3510 !important; text-decoration-color: #a07040; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] [class*="_prose_"] :is(h1, h2, h3, h4) { color: #2b170a !important; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] [class*="_prose_"] li::marker { color: #8a5a34; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] [class*="_prose_"] blockquote, [data-component="BubbleMessage"] blockquote { background: rgba(110, 70, 25, .14); color: #4a2e17; border-left-color: #8a5a34; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] code:not(pre code), [data-component="BubbleMessage"] code:not(pre code) { color: #6b2a0e; background: rgba(110, 70, 25, .16); border-color: var(--paper-line); }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] hr, [data-component="BubbleMessage"] hr { background: linear-gradient(90deg, #0000, #8a5a34, #0000); }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] :is(th, td) { border-color: var(--paper-line); }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] th { background: rgba(110, 70, 25, .2); color: var(--ink); }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] details { border-color: #8a5a34; background: rgba(110, 70, 25, .1); }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] details > summary { color: #6b3a14; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [class*="_metaPill_"] { background: rgba(60, 34, 10, .20); color: #4f3218; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [class*="_actions"] :is(button, svg) { color: #6b3a14; }
[data-component="MinimalMessage"] > [class*="_actionsWrap_"] :is(button, svg) { color: #D9A066; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="SwipeControls"] button { color: #6b3a14; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="SwipeControls"] button:hover:not(:disabled) { background: rgba(110, 70, 25, .2); }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="SwipeControls"] > :not(button) { color: #5b3a1c !important; }
/* the "thought for…" panel stays an ink-dark well so its light text keeps its contrast */
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) :is([class*="_reasoning"], [class*="_thought"], [class*="_thinking"]) { background: #2a190d !important; color: #E8D5B5 !important; border-radius: 6px; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) :is([class*="_reasoning"], [class*="_thought"], [class*="_thinking"]) :is(span, div, p, summary, button, svg) { color: inherit !important; }

/* ═══════════ v7: "The Collection" heading lifted above the cards ═══════════
   the cards hang from the top of the cabinet, so the heading is pinned above that edge and the cabinet is pushed down to make room. */
[data-component="LandingPageChats"] { margin-top: 2px !important; }
[data-component="LandingPageChats"]::after {
  position: absolute !important; top: -30px !important; left: 0 !important; right: 0 !important; width: auto !important;
  margin: 0 !important; padding: 0 !important; z-index: 6; text-align: center; font-size: 15px !important;
}


/* ═══════════ v8 fixes ═══════════ */
/* parchment sits straight on the wall: no dark opaque slab behind it */
[data-chat-scroll="true"] :is(*:has([data-component="BubbleMessage"]), *:has([data-component="MinimalMessage"])),
[data-component="MinimalMessage"] {
  background: transparent !important; background-image: none !important; box-shadow: none !important;
  backdrop-filter: none !important; -webkit-backdrop-filter: none !important;
  border-top-color: transparent !important; border-bottom-color: transparent !important;
}
/* top bar: polished wood with a brass edge, matching the pillars and frame */
[data-chatroom-region="header"][data-chatroom-region="header"][data-chatroom-region="header"],
#root [data-chatroom-region="header"][data-chatroom-region="header"], #root [data-component="DesktopPwaTitlebar"],
[data-component="DesktopPwaTitlebar"] {
  --lcs-glass-bg: #47291a !important; --lumiverse-bg: #47291a !important; --lumiverse-bg-elevated: #47291a !important; --lumiverse-surface: #47291a !important;
  --lumiverse-text: #e2cda4 !important; --lumiverse-text-secondary: #cfb88c !important; --lumiverse-icon: #d3b476 !important; --lumiverse-text-muted: #cfb88c !important; --lumiverse-text-dim: #c3a87b !important;
  background:
    url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='240' height='64'%3E%3Cfilter id='f' x='0' y='0' width='100%25' height='100%25'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='0.012 0.5' numOctaves='3' seed='9' stitchTiles='stitch'/%3E%3CfeColorMatrix values='0 0 0 0 0.16  0 0 0 0 0.08  0 0 0 0 0.03  0 0 0 0.32 0'/%3E%3C/filter%3E%3Crect width='100%25' height='100%25' filter='url(%23f)'/%3E%3C/svg%3E") 0 0 / 240px 64px,
    linear-gradient(180deg, #56381f 0, #47291a 48%, #371f10 100%) !important;
  border: 0 !important; border-bottom: 2px solid #9a7a44 !important;
  box-shadow: inset 0 1px 0 #d9b87a40, inset 0 -1px 0 #2a1808, 0 4px 14px #000a !important;
  backdrop-filter: none !important; -webkit-backdrop-filter: none !important; color: #e2cda4 !important;
}
[data-chatroom-region="header"] :is(button, a, [role="button"]):not([data-variant="primary"]) { color: #d3b476 !important; }
[data-chatroom-region="header"] :is(button, a, [role="button"]):not([data-variant="primary"]):hover { background-color: rgba(42, 26, 14, 0.28) !important; color: #ead4a4 !important; }
[data-chatroom-region="header"] svg { color: inherit; }


/* ═══════════ v9: dust motes drifting through the window beam ═══════════ */
[data-app-root]::after {
  content: ""; position: fixed; inset: -800px; z-index: -1; pointer-events: none; opacity: .7; will-change: transform, translate;
  background: url("data:image/svg+xml,%3Csvg xmlns=%22http://www.w3.org/2000/svg%22 width=%22800%22 height=%22800%22%3E%3Cdefs%3E%3CradialGradient id=%22d%22%3E%3Cstop offset=%220%22 stop-color=%22%23fff3cf%22/%3E%3Cstop offset=%22.45%22 stop-color=%22%23ffd58c%22 stop-opacity=%22.75%22/%3E%3Cstop offset=%221%22 stop-color=%22%23ffc060%22 stop-opacity=%220%22/%3E%3C/radialGradient%3E%3C/defs%3E%3Ccircle cx=%22361.9%22 cy=%22447.8%22 r=%222.31%22 fill=%22url(%23d)%22 opacity=%220.71%22/%3E%3Ccircle cx=%22406.3%22 cy=%22469.9%22 r=%221.42%22 fill=%22url(%23d)%22 opacity=%220.73%22/%3E%3Ccircle cx=%22503.9%22 cy=%22634.4%22 r=%221.31%22 fill=%22url(%23d)%22 opacity=%220.64%22/%3E%3Ccircle cx=%2272.5%22 cy=%22647.7%22 r=%222.03%22 fill=%22url(%23d)%22 opacity=%220.52%22/%3E%3Ccircle cx=%22785.8%22 cy=%22771.8%22 r=%221.98%22 fill=%22url(%23d)%22 opacity=%220.78%22/%3E%3Ccircle cx=%22126.0%22 cy=%2212.0%22 r=%221.83%22 fill=%22url(%23d)%22 opacity=%220.53%22/%3E%3Ccircle cx=%22152.2%22 cy=%22193.6%22 r=%221.24%22 fill=%22url(%23d)%22 opacity=%220.71%22/%3E%3Ccircle cx=%22352.4%22 cy=%22673.9%22 r=%221.82%22 fill=%22url(%23d)%22 opacity=%220.79%22/%3E%3Ccircle cx=%22399.8%22 cy=%22530.0%22 r=%221.75%22 fill=%22url(%23d)%22 opacity=%220.63%22/%3E%3Ccircle cx=%22-1.9%22 cy=%22796.6%22 r=%222.21%22 fill=%22url(%23d)%22 opacity=%220.82%22/%3E%3Ccircle cx=%22798.1%22 cy=%22796.6%22 r=%222.21%22 fill=%22url(%23d)%22 opacity=%220.82%22/%3E%3Ccircle cx=%22252.2%22 cy=%22183.7%22 r=%221.55%22 fill=%22url(%23d)%22 opacity=%220.53%22/%3E%3Ccircle cx=%22613.0%22 cy=%22320.3%22 r=%222.22%22 fill=%22url(%23d)%22 opacity=%220.67%22/%3E%3Ccircle cx=%22766.4%22 cy=%22677.8%22 r=%221.20%22 fill=%22url(%23d)%22 opacity=%220.59%22/%3E%3Ccircle cx=%22728.2%22 cy=%22376.0%22 r=%222.38%22 fill=%22url(%23d)%22 opacity=%220.68%22/%3E%3Ccircle cx=%2258.4%22 cy=%22503.6%22 r=%222.13%22 fill=%22url(%23d)%22 opacity=%220.62%22/%3E%3Ccircle cx=%2269.7%22 cy=%22266.1%22 r=%222.36%22 fill=%22url(%23d)%22 opacity=%220.84%22/%3E%3Ccircle cx=%2294.4%22 cy=%22197.1%22 r=%221.32%22 fill=%22url(%23d)%22 opacity=%220.53%22/%3E%3Ccircle cx=%22637.6%22 cy=%22142.1%22 r=%221.87%22 fill=%22url(%23d)%22 opacity=%220.70%22/%3E%3Ccircle cx=%22152.5%22 cy=%22585.5%22 r=%221.36%22 fill=%22url(%23d)%22 opacity=%220.79%22/%3E%3Ccircle cx=%2293.2%22 cy=%22336.6%22 r=%221.46%22 fill=%22url(%23d)%22 opacity=%220.62%22/%3E%3Ccircle cx=%22776.7%22 cy=%22642.7%22 r=%221.56%22 fill=%22url(%23d)%22 opacity=%220.90%22/%3E%3Ccircle cx=%22168.6%22 cy=%22315.4%22 r=%222.23%22 fill=%22url(%23d)%22 opacity=%220.79%22/%3E%3Ccircle cx=%2280.3%22 cy=%22791.4%22 r=%221.46%22 fill=%22url(%23d)%22 opacity=%220.62%22/%3E%3Ccircle cx=%22618.2%22 cy=%22263.2%22 r=%221.56%22 fill=%22url(%23d)%22 opacity=%220.53%22/%3E%3Ccircle cx=%2272.1%22 cy=%22466.2%22 r=%221.49%22 fill=%22url(%23d)%22 opacity=%220.77%22/%3E%3Ccircle cx=%22297.4%22 cy=%22362.6%22 r=%222.35%22 fill=%22url(%23d)%22 opacity=%220.72%22/%3E%3Ccircle cx=%22459.7%22 cy=%22693.2%22 r=%221.42%22 fill=%22url(%23d)%22 opacity=%220.57%22/%3E%3Ccircle cx=%22726.7%22 cy=%22654.2%22 r=%221.50%22 fill=%22url(%23d)%22 opacity=%220.59%22/%3E%3Ccircle cx=%22591.5%22 cy=%22752.3%22 r=%221.44%22 fill=%22url(%23d)%22 opacity=%220.93%22/%3E%3Ccircle cx=%22705.8%22 cy=%22482.8%22 r=%221.71%22 fill=%22url(%23d)%22 opacity=%220.55%22/%3E%3Ccircle cx=%2231.0%22 cy=%22770.1%22 r=%221.49%22 fill=%22url(%23d)%22 opacity=%220.82%22/%3E%3Ccircle cx=%22205.6%22 cy=%22659.0%22 r=%221.92%22 fill=%22url(%23d)%22 opacity=%220.63%22/%3E%3Ccircle cx=%22140.3%22 cy=%22576.3%22 r=%221.28%22 fill=%22url(%23d)%22 opacity=%220.60%22/%3E%3Ccircle cx=%22447.5%22 cy=%22681.9%22 r=%221.94%22 fill=%22url(%23d)%22 opacity=%220.63%22/%3E%3Ccircle cx=%22733.9%22 cy=%22163.2%22 r=%221.22%22 fill=%22url(%23d)%22 opacity=%220.62%22/%3E%3Ccircle cx=%22356.6%22 cy=%2248.4%22 r=%221.41%22 fill=%22url(%23d)%22 opacity=%220.67%22/%3E%3Ccircle 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opacity=%220.79%22/%3E%3Ccircle cx=%22569.0%22 cy=%22760.0%22 r=%222.24%22 fill=%22url(%23d)%22 opacity=%220.52%22/%3E%3Ccircle cx=%22360.5%22 cy=%22220.1%22 r=%222.14%22 fill=%22url(%23d)%22 opacity=%220.62%22/%3E%3Ccircle cx=%22500.6%22 cy=%22395.1%22 r=%222.30%22 fill=%22url(%23d)%22 opacity=%220.79%22/%3E%3Ccircle cx=%22785.6%22 cy=%22362.0%22 r=%221.92%22 fill=%22url(%23d)%22 opacity=%220.46%22/%3E%3Ccircle cx=%22698.3%22 cy=%2233.2%22 r=%222.93%22 fill=%22url(%23d)%22 opacity=%220.68%22/%3E%3Ccircle cx=%22247.2%22 cy=%22633.2%22 r=%221.83%22 fill=%22url(%23d)%22 opacity=%220.50%22/%3E%3Ccircle cx=%22363.9%22 cy=%2219.8%22 r=%223.13%22 fill=%22url(%23d)%22 opacity=%220.54%22/%3E%3Ccircle cx=%22112.7%22 cy=%2237.6%22 r=%224.96%22 fill=%22url(%23d)%22 opacity=%220.31%22/%3E%3Ccircle cx=%22504.0%22 cy=%22524.0%22 r=%225.46%22 fill=%22url(%23d)%22 opacity=%220.44%22/%3E%3Ccircle cx=%22547.6%22 cy=%22159.5%22 r=%224.53%22 fill=%22url(%23d)%22 opacity=%220.24%22/%3E%3Ccircle cx=%228.6%22 cy=%22377.8%22 r=%225.20%22 fill=%22url(%23d)%22 opacity=%220.24%22/%3E%3Ccircle cx=%22217.9%22 cy=%22276.6%22 r=%225.15%22 fill=%22url(%23d)%22 opacity=%220.33%22/%3E%3Ccircle cx=%22491.6%22 cy=%22605.0%22 r=%224.30%22 fill=%22url(%23d)%22 opacity=%220.40%22/%3E%3Ccircle cx=%22725.0%22 cy=%2269.8%22 r=%225.81%22 fill=%22url(%23d)%22 opacity=%220.38%22/%3E%3C/svg%3E") 0 0 / 800px 800px repeat;
  animation: spec-motes 30s linear infinite, spec-sway 12s ease-in-out infinite, spec-twinkle 7s ease-in-out infinite;
}
@keyframes spec-motes { from { transform: translate3d(0, 0, 0); } to { transform: translate3d(0, -800px, 0); } }
@keyframes spec-sway { 0%, 100% { translate: -26px 0; } 50% { translate: 26px 0; } }
@keyframes spec-twinkle { 0%, 100% { opacity: .9; } 50% { opacity: .6; } }
html[data-chat-bg] [data-app-root]::after { display: none; }
@media (max-width: 1040px), (max-height: 520px) { [data-app-root]::after { display: none; } }
@media (prefers-reduced-motion: reduce) { [data-app-root]::after { animation: none; } }

/* v10: the real top bar is the chat toolbar (chat_top_dock) */
[class*="_chatToolbar_"][class*="_chatToolbar_"], [data-spindle-mount="chat_top_dock"][data-spindle-mount="chat_top_dock"] {
  --lcs-glass-bg: #47291a !important; --lumiverse-bg: #47291a !important; --lumiverse-bg-elevated: #47291a !important; --lumiverse-surface: #47291a !important;
  --lumiverse-text: #e2cda4 !important; --lumiverse-text-secondary: #cfb88c !important; --lumiverse-icon: #d3b476 !important; --lumiverse-text-muted: #cfb88c !important; --lumiverse-text-dim: #c3a87b !important;
  background:
    url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='240' height='64'%3E%3Cfilter id='f' x='0' y='0' width='100%25' height='100%25'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='0.012 0.5' numOctaves='3' seed='9' stitchTiles='stitch'/%3E%3CfeColorMatrix values='0 0 0 0 0.16  0 0 0 0 0.08  0 0 0 0 0.03  0 0 0 0.32 0'/%3E%3C/filter%3E%3Crect width='100%25' height='100%25' filter='url(%23f)'/%3E%3C/svg%3E") 0 0 / 240px 64px,
    linear-gradient(180deg, #56381f 0, #47291a 48%, #371f10 100%) !important;
  border: 0 !important; border-bottom: 2px solid #9a7a44 !important;
  box-shadow: inset 0 1px 0 #d9b87a40, inset 0 -1px 0 #2a1808, 0 4px 14px #000a !important;
  backdrop-filter: none !important; -webkit-backdrop-filter: none !important; color: #e2cda4 !important;
}
[data-spindle-mount="chat_top_dock"] > *, [class*="_chatToolbar_"] > *, [class*="_nativeDockActions_"] { background: transparent !important; box-shadow: none !important; border-color: transparent !important; backdrop-filter: none !important; }
[class*="_chatToolbar_"] :is(button, a, [role="button"], svg, span) { color: #d3b476 !important; }
[class*="_chatToolbar_"] :is(button, a, [role="button"]):hover { background-color: rgba(42, 26, 14, 0.28) !important; color: #ead4a4 !important; }

/* v11: message rows are _virtualRow_ [data-item-type="message"]; strip the dark slab (background, shadow, outline, pseudo-elements) from the row and its wrappers */
[data-item-type="message"], [data-item-type="message"] > :not([data-component="BubbleMessage"]), [data-item-type="message"] > :not([data-component="BubbleMessage"]) > :not([data-component="BubbleMessage"]):not([class*="_avatar"]):not([class*="_bubble_"]),
[data-item-type="message"]::before, [data-item-type="message"]::after,
[data-item-type="message"] > :not([data-component="BubbleMessage"])::before, [data-item-type="message"] > :not([data-component="BubbleMessage"])::after,
[data-component="MinimalMessage"]::before, [data-component="MinimalMessage"]::after {
  background: transparent !important; background-image: none !important; box-shadow: none !important; outline: 0 !important;
  backdrop-filter: none !important; -webkit-backdrop-filter: none !important;
}
[data-item-type="message"], [data-item-type="message"] > :not([data-component="BubbleMessage"]) { border-color: transparent !important; }


/* ═══════════ v15: portraits in carved, beaded picture frames ═══════════
   same language as the specimen cases: gilt lip, beaded band, carved cove, corner bosses, a jewelled crest and a brass nameplate.
   tune the size with --pw / --ph (portrait only); the frame is drawn around it and scales with --pw. */
:root { --pw: 200px; --ph: 300px; --pr: calc(var(--pw) * .3); --pb: calc(var(--pw) * .02); --fr: calc(var(--pw) * .15);
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stop-color=%22%2368450f%22/%3E%3C/linearGradient%3E%3CradialGradient id=%22bd%22 cx=%22.35%22 cy=%22.3%22 r=%22.8%22%3E%3Cstop offset=%220%22 stop-color=%22%23fff0bf%22/%3E%3Cstop offset=%22.5%22 stop-color=%22%23d6a64f%22/%3E%3Cstop offset=%221%22 stop-color=%22%237a5418%22/%3E%3C/radialGradient%3E%3CradialGradient id=%22gm%22 cx=%22.35%22 cy=%22.3%22 r=%22.8%22%3E%3Cstop offset=%220%22 stop-color=%22%23ffb3a3%22/%3E%3Cstop offset=%22.5%22 stop-color=%22%23c4382c%22/%3E%3Cstop offset=%221%22 stop-color=%22%234a1008%22/%3E%3C/radialGradient%3E%3ClinearGradient id=%22pt%22 x1=%220%22 y1=%220%22 x2=%221%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%23fbe7ae%22/%3E%3Cstop offset=%22.55%22 stop-color=%22%23d3a24c%22/%3E%3Cstop offset=%221%22 stop-color=%22%237a5418%22/%3E%3C/linearGradient%3E%3ClinearGradient id=%22br%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%23f4dca0%22/%3E%3Cstop offset=%22.5%22 stop-color=%22%23c9983f%22/%3E%3Cstop offset=%22.52%22 stop-color=%22%23a97a2a%22/%3E%3Cstop offset=%221%22 stop-color=%22%23e6c277%22/%3E%3C/linearGradient%3E%3Cfilter id=%22nz%22 x=%220%22 y=%220%22 width=%22100%25%22 height=%22100%25%22%3E%3CfeTurbulence type=%22fractalNoise%22 baseFrequency=%22.9 .6%22 numOctaves=%222%22 seed=%227%22 stitchTiles=%22stitch%22/%3E%3CfeColorMatrix values=%220 0 0 0 .14  0 0 0 0 .07  0 0 0 0 .02  0 0 0 .75 -.18%22/%3E%3C/filter%3E%3Cmask id=%22rm%22%3E%3Cpath d=%22M90.00,15.00 H170.00 A75.00,75.00 0 0 1 245.00,90.00 V326.00 A19.00,19.00 0 0 1 226.00,345.00 H34.00 A19.00,19.00 0 0 1 15.00,326.00 V90.00 A75.00,75.00 0 0 1 90.00,15.00 Z%22 fill=%22none%22 stroke=%22%23fff%22 stroke-width=%2230%22/%3E%3C/mask%3E%3C/defs%3E%3Cpath d=%22M90.00,15.00 H170.00 A75.00,75.00 0 0 1 245.00,90.00 V326.00 A19.00,19.00 0 0 1 226.00,345.00 H34.00 A19.00,19.00 0 0 1 15.00,326.00 V90.00 A75.00,75.00 0 0 1 90.00,15.00 Z%22 fill=%22none%22 stroke=%22%235a3a0e%22 stroke-width=%2230%22/%3E%3Cpath 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}
@media (max-width: 720px) { :root { --pw: 140px; --ph: 210px; } }
@media (max-width: 480px) { :root { --pw: 104px; --ph: 156px; } }
[data-component$="Message"] [class*="_avatar_"] {
  width: var(--pw) !important; height: var(--ph) !important; min-width: var(--pw) !important; min-height: var(--ph) !important;
  margin: calc(var(--fr) + 6px) calc(var(--fr) + 10px) calc(var(--fr) + 8px) !important; align-self: flex-start;
  border-radius: var(--pr) var(--pr) var(--pb) var(--pb) !important;
  box-shadow: 0 26px 38px 2px #000d !important;
}
[data-component$="Message"] [class*="_avatar_"] > div:has(> img) {
  width: 100%; height: 100%; border-radius: var(--pr) var(--pr) var(--pb) var(--pb) !important; overflow: hidden;
  box-shadow: inset 0 0 0 1px #0009, inset 0 0 26px 4px #000c;
}
[data-component$="Message"] [class*="_avatar_"] img {
  border-radius: 0 !important; object-position: center 18%;
  filter: sepia(.2) saturate(.95) contrast(1.06) brightness(.97);
}
/* varnish, canvas weave, aged glaze and a soft vignette over the paint */
[data-component$="Message"] [class*="_avatar_"] > div:has(> img)::after {
  border-radius: var(--pr) var(--pr) var(--pb) var(--pb) !important; box-shadow: none;
  background:
    radial-gradient(ellipse at 26% 10%, #fff3d655, #fff3d600 44%),
    linear-gradient(155deg, #fff0cc2a, #fff0 38%),
    radial-gradient(ellipse at 50% 46%, #0000 52%, #140a0488 100%),
    linear-gradient(180deg, #7a4a1814, #3a200a30),
    url("data:image/svg+xml,%3Csvg xmlns=%22http://www.w3.org/2000/svg%22 width=%22160%22 height=%22160%22%3E%3Cfilter id=%22w%22 x=%220%22 y=%220%22 width=%22100%25%22 height=%22100%25%22%3E%3CfeTurbulence type=%22fractalNoise%22 baseFrequency=%221.1 .9%22 numOctaves=%222%22 seed=%224%22 stitchTiles=%22stitch%22/%3E%3CfeColorMatrix values=%220 0 0 0 .25  0 0 0 0 .15  0 0 0 0 .05  0 0 0 .55 0%22/%3E%3C/filter%3E%3Crect width=%22160%22 height=%22160%22 filter=%22url(%23w)%22/%3E%3C/svg%3E") 0 0 / 160px 160px;
  mix-blend-mode: normal; opacity: 1;
}
[data-component$="Message"] [class*="_avatar_"] [class*="_avatarFallback_"] { border-radius: var(--pr) var(--pr) var(--pb) var(--pb); }
/* the frame itself: one drawn moulding that wraps the arched portrait (gilt for characters, copper + emerald for the user) */
[data-component$="Message"] [class*="_avatar_"]::before {
  content: ""; position: absolute; z-index: 3; pointer-events: none; box-sizing: border-box;
  inset: calc(var(--fr) * -1); padding: 0; border-radius: 0;
  background: var(--pf-gold) center / 100% 100% no-repeat !important;
  -webkit-mask: none !important; mask: none !important; box-shadow: none;
  filter: drop-shadow(0 4px 3px #000a);
}
:is([data-part="user"], [data-role="user"], [data-is-user="true"])[data-component$="Message"] [class*="_avatar_"] {
  box-shadow: 0 26px 38px 2px #000d !important;
}
:is([data-part="user"], [data-role="user"], [data-is-user="true"])[data-component$="Message"] [class*="_avatar_"]::before {
  background: var(--pf-copper) center / 100% 100% no-repeat !important;
}
/* resting butterfly */
[data-component$="Message"] [class*="_avatar_"]::after { width: calc(var(--pw) * .34); height: calc(var(--pw) * .22); left: calc(var(--fr) * -1.9); bottom: calc(var(--fr) * -1.45); }
:is([data-part="user"], [data-role="user"], [data-is-user="true"])[data-component$="Message"] [class*="_avatar_"]::after { left: auto; right: calc(var(--fr) * -1.9); }
/* v19: fonts embedded in the theme (no web request needed): Italiana for the writing, Gloock for names */
@font-face { font-family: "Spec Italiana"; font-style: normal; font-weight: 400; font-display: swap; src: 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") format("woff"); }

/* ═══════════ v16: lanterns that actually glow ═══════════
   brighter glass and a visible flame in the lantern art itself, plus a warm bloom, halo and room-wash around each one.
   the light slowly breathes (gentle, no flicker or static); each pair is on its own rhythm. Turned off for reduced-motion. */
:root { --lx1: calc(var(--pl1) + 31px); --lx2: calc(var(--pl2) + 31px); --rx1: calc(100% - var(--pl1) - 31px); --rx2: calc(100% - var(--pl2) - 31px); --ly: calc(50% + 5px); }
#root::before, #root::after { content: ""; position: fixed; inset: 0; z-index: -1; pointer-events: none; will-change: opacity, transform; transform-origin: 50% 0; clip-path: inset(30px); }
#root::before { background:
    radial-gradient(circle 52px at calc(var(--lx1) + 4px) var(--ly), rgba(255,244,214,.30) 0, rgba(255,214,130,.19) 28%, rgba(255,172,74,.07) 62%, rgba(255,150,50,0) 100%),
    radial-gradient(circle 140px at calc(var(--lx1) + 4px) var(--ly), rgba(255,194,106,.17) 0, rgba(255,164,72,.07) 45%, rgba(255,150,50,0) 100%),
    radial-gradient(circle 320px at calc(var(--lx1) + 4px) var(--ly), rgba(255,158,64,.10) 0, rgba(255,132,42,.035) 52%, rgba(255,130,40,0) 100%),
    radial-gradient(circle 650px at calc(var(--lx1) + 4px) var(--ly), rgba(255,132,44,.055) 0, rgba(255,120,36,.018) 55%, rgba(255,120,36,0) 100%),
    radial-gradient(ellipse 20px 140px at calc(var(--lx1) + 4px) calc(50% - 88px), rgba(255,206,140,.09) 0, rgba(255,190,110,0) 100%),
    radial-gradient(circle 52px at calc(var(--rx2) + 4px) var(--ly), rgba(255,244,214,.30) 0, rgba(255,214,130,.19) 28%, rgba(255,172,74,.07) 62%, rgba(255,150,50,0) 100%),
    radial-gradient(circle 140px at calc(var(--rx2) + 4px) var(--ly), rgba(255,194,106,.17) 0, rgba(255,164,72,.07) 45%, rgba(255,150,50,0) 100%),
    radial-gradient(circle 320px at calc(var(--rx2) + 4px) var(--ly), rgba(255,158,64,.10) 0, rgba(255,132,42,.035) 52%, rgba(255,130,40,0) 100%),
    radial-gradient(circle 650px at calc(var(--rx2) + 4px) var(--ly), rgba(255,132,44,.055) 0, rgba(255,120,36,.018) 55%, rgba(255,120,36,0) 100%),
    radial-gradient(ellipse 20px 140px at calc(var(--rx2) + 4px) calc(50% - 88px), rgba(255,206,140,.09) 0, rgba(255,190,110,0) 100%),
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offset=%220%22 stop-color=%22%237a4a10%22/%3E%3Cstop offset=%22.3%22 stop-color=%22%23d49a30%22/%3E%3Cstop offset=%22.7%22 stop-color=%22%23ffc860%22/%3E%3Cstop offset=%221%22 stop-color=%22%23e8a238%22/%3E%3C/linearGradient%3E%3ClinearGradient id=%22gs%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%235a3408%22/%3E%3Cstop offset=%22.4%22 stop-color=%22%23a87220%22/%3E%3Cstop offset=%221%22 stop-color=%22%23c08a2c%22/%3E%3C/linearGradient%3E%3ClinearGradient id=%22cd%22 x1=%220%22 x2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%23e79b1e%22/%3E%3Cstop offset=%22.3%22 stop-color=%22%23ffe08a%22/%3E%3Cstop offset=%22.62%22 stop-color=%22%23ffd25a%22/%3E%3Cstop offset=%221%22 stop-color=%22%23d9860f%22/%3E%3C/linearGradient%3E%3CradialGradient id=%22fc%22 cx=%2250%25%22 cy=%2266%25%22 r=%2260%25%22%3E%3Cstop offset=%220%22 stop-color=%22%23ffffff%22/%3E%3Cstop offset=%22.3%22 stop-color=%22%23fff0b0%22/%3E%3Cstop offset=%22.7%22 stop-color=%22%23ffb23c%22/%3E%3Cstop offset=%221%22 stop-color=%22%23ff8a20%22 stop-opacity=%220%22/%3E%3C/radialGradient%3E%3Cfilter id=%22bl%22 x=%22-80%25%22 y=%22-40%25%22 width=%22260%25%22 height=%22180%25%22%3E%3CfeGaussianBlur stdDeviation=%223%22/%3E%3C/filter%3E%3Cfilter id=%22fs%22 x=%22-40%25%22 y=%22-20%25%22 width=%22180%25%22 height=%22140%25%22%3E%3CfeGaussianBlur stdDeviation=%22.5%22/%3E%3C/filter%3E%3Cfilter id=%22dof%22 x=%22-5%25%22 y=%22-5%25%22 width=%22110%25%22 height=%22110%25%22%3E%3CfeGaussianBlur stdDeviation=%22.36%22/%3E%3C/filter%3E%3Cfilter id=%22sh%22 x=%22-60%25%22 y=%22-30%25%22 width=%22220%25%22 height=%22160%25%22%3E%3CfeGaussianBlur stdDeviation=%223.4%22/%3E%3C/filter%3E%3C/defs%3E%3Cellipse cx=%2242%22 cy=%2262%22 rx=%2213%22 ry=%2238%22 fill=%22%230e0602%22 opacity=%22.38%22 filter=%22url(%23sh)%22/%3E%3Cellipse cx=%2236%22 cy=%2262%22 rx=%2222%22 ry=%2240%22 fill=%22%23ffb060%22 opacity=%22.07%22 filter=%22url(%23sh)%22/%3E%3Cg filter=%22url(%23dof)%22 opacity=%22.97%22%3E%3Cellipse cx=%2236%22 cy=%226%22 rx=%223.6%22 ry=%224.2%22 fill=%22none%22 stroke=%22url(%23ir)%22 stroke-width=%222%22/%3E%3Ccircle cx=%2236%22 cy=%2213%22 r=%222.2%22 fill=%22url(%23rl)%22 stroke=%22%234a2e16%22 stroke-width=%22.5%22/%3E%3Cpath d=%22M23 44 C23 30 31 18 36 17 C41 18 49 30 49 44Z%22 fill=%22url(%23rf)%22 stroke=%22%234a2e16%22 stroke-width=%22.7%22/%3E%3Cpath d=%22M27 41C27 32 31 22 35 19.5%22 stroke=%22%23b98f5a%22 stroke-width=%22.7%22 fill=%22none%22 opacity=%22.5%22/%3E%3Crect x=%2222.5%22 y=%2243.6%22 width=%2227%22 height=%223%22 rx=%221.4%22 fill=%22url(%23rl)%22 stroke=%22%234a2e16%22 stroke-width=%22.6%22/%3E%3Crect x=%2226%22 y=%2246.6%22 width=%2220%22 height=%2245.4%22 rx=%223%22 fill=%22url(%23gl)%22/%3E%3Crect x=%2226%22 y=%2246.6%22 width=%224.5%22 height=%2245.4%22 fill=%22url(%23gs)%22/%3E%3Cellipse cx=%2238%22 cy=%2264%22 rx=%229.0%22 ry=%2219%22 fill=%22%23ffc25a%22 opacity=%22.6%22 filter=%22url(%23bl)%22/%3E%3Crect x=%2233.6%22 y=%2246.6%22 width=%224.8%22 height=%2245.4%22 fill=%22%23ffc674%22 opacity=%22.4%22/%3E%3Cpath d=%22M27.6 49.1C28.2 60.6 27.8 72.6 28.8 84.6%22 stroke=%22%23ffd48a%22 stroke-width=%221%22 stroke-linecap=%22round%22 fill=%22none%22 opacity=%22.35%22/%3E%3Crect x=%2231%22 y=%2266%22 width=%2210%22 height=%2225%22 fill=%22url(%23cd)%22/%3E%3Cellipse cx=%2236%22 cy=%2266%22 rx=%225%22 ry=%222.2%22 fill=%22%23fff0b4%22/%3E%3Cellipse cx=%2236%22 cy=%2266.2%22 rx=%222.6%22 ry=%221%22 fill=%22%23ffd25e%22 opacity=%22.8%22/%3E%3Cpath d=%22M36 62.2V66%22 stroke=%22%234a2a0c%22 stroke-width=%22.9%22/%3E%3Cpath d=%22M36 49.5C40.2 55.6 41.6 59.6 39.4 62.8C38.3 64.4 33.7 64.4 32.6 62.8C30.4 59.6 31.8 55.6 36 49.5Z%22 fill=%22url(%23fc)%22 filter=%22url(%23fs)%22/%3E%3Cpath d=%22M36 54.6C38 58 38.5 60.4 37.4 62.4C36.9 63.4 35.1 63.4 34.6 62.4C33.5 60.4 34 58 36 54.6Z%22 fill=%22%23fffdf0%22/%3E%3Crect x=%2225.2%22 y=%2258%22 width=%2221.6%22 height=%221.8%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Crect x=%2225.2%22 y=%2276%22 width=%2221.6%22 height=%221.8%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Crect x=%2225.2%22 y=%2246.6%22 width=%221.6%22 height=%2245.4%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Crect x=%2245.2%22 y=%2246.6%22 width=%221.6%22 height=%2245.4%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Cellipse cx=%2236%22 cy=%2293%22 rx=%2213.4%22 ry=%222.6%22 fill=%22url(%23rl)%22 stroke=%22%234a2e16%22 stroke-width=%22.6%22/%3E%3Cpath d=%22M24 94C28 101 44 101 48 94Z%22 fill=%22url(%23rf)%22 stroke=%22%234a2e16%22 stroke-width=%22.6%22/%3E%3Ccircle cx=%2236%22 cy=%22102.4%22 r=%221.6%22 fill=%22url(%23rl)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3C/g%3E%3C/svg%3E") calc(var(--pl1) - 5px) 50% / 72px 106px no-repeat,
    url("data:image/svg+xml,%3Csvg xmlns=%22http://www.w3.org/2000/svg%22 width=%22100%25%22 height=%22100%25%22%3E%3Cdefs%3E%3ClinearGradient id=%22m%22 x1=%220%22 x2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%232a1a07%22/%3E%3Cstop offset=%22.45%22 stop-color=%22%237a6236%22/%3E%3Cstop offset=%221%22 stop-color=%22%2337240b%22/%3E%3C/linearGradient%3E%3Cpattern id=%22c%22 width=%2214%22 height=%2226%22 patternUnits=%22userSpaceOnUse%22%3E%3Crect x=%223%22 y=%221%22 width=%228%22 height=%2215%22 rx=%224%22 fill=%22none%22 stroke=%22url(%23m)%22 stroke-width=%222.4%22/%3E%3Crect x=%225.8%22 y=%2213%22 width=%222.4%22 height=%2212%22 rx=%221.2%22 fill=%22url(%23m)%22/%3E%3C/pattern%3E%3ClinearGradient id=%22fd%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%23fff%22 stop-opacity=%22.22%22/%3E%3Cstop offset=%22.6%22 stop-color=%22%23fff%22 stop-opacity=%22.38%22/%3E%3Cstop offset=%221%22 stop-color=%22%23fff%22 stop-opacity=%22.78%22/%3E%3C/linearGradient%3E%3Cmask id=%22fm%22%3E%3Crect width=%22100%25%22 height=%22100%25%22 fill=%22url(%23fd)%22/%3E%3C/mask%3E%3Cfilter id=%22cb%22%3E%3CfeGaussianBlur stdDeviation=%22.3%22/%3E%3C/filter%3E%3C/defs%3E%3Crect width=%22100%25%22 height=%22100%25%22 fill=%22url(%23c)%22 mask=%22url(%23fm)%22 filter=%22url(%23cb)%22/%3E%3C/svg%3E") calc(var(--pl1) + 24px) 0 / 14px calc(50% - 50px) no-repeat,
    url("data:image/svg+xml,%3Csvg xmlns=%22http://www.w3.org/2000/svg%22 viewBox=%220 0 72 106%22%3E%3Cdefs%3E%3ClinearGradient id=%22ir%22 x1=%220%22 x2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%233a2412%22/%3E%3Cstop offset=%22.35%22 stop-color=%22%23785630%22/%3E%3Cstop offset=%22.62%22 stop-color=%22%23503420%22/%3E%3Cstop offset=%221%22 stop-color=%22%2334200f%22/%3E%3C/linearGradient%3E%3ClinearGradient id=%22rf%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%238e6a40%22/%3E%3Cstop offset=%22.5%22 stop-color=%22%235c3c22%22/%3E%3Cstop offset=%221%22 stop-color=%22%233a2412%22/%3E%3C/linearGradient%3E%3ClinearGradient id=%22rl%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%23a67e4c%22/%3E%3Cstop offset=%22.45%22 stop-color=%22%2362422a%22/%3E%3Cstop offset=%221%22 stop-color=%22%233a2412%22/%3E%3C/linearGradient%3E%3ClinearGradient id=%22gl%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%237a4a10%22/%3E%3Cstop offset=%22.3%22 stop-color=%22%23d49a30%22/%3E%3Cstop offset=%22.7%22 stop-color=%22%23ffc860%22/%3E%3Cstop offset=%221%22 stop-color=%22%23e8a238%22/%3E%3C/linearGradient%3E%3ClinearGradient id=%22gs%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%235a3408%22/%3E%3Cstop offset=%22.4%22 stop-color=%22%23a87220%22/%3E%3Cstop offset=%221%22 stop-color=%22%23c08a2c%22/%3E%3C/linearGradient%3E%3ClinearGradient id=%22cd%22 x1=%220%22 x2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%23e79b1e%22/%3E%3Cstop offset=%22.3%22 stop-color=%22%23ffe08a%22/%3E%3Cstop offset=%22.62%22 stop-color=%22%23ffd25a%22/%3E%3Cstop offset=%221%22 stop-color=%22%23d9860f%22/%3E%3C/linearGradient%3E%3CradialGradient id=%22fc%22 cx=%2250%25%22 cy=%2266%25%22 r=%2260%25%22%3E%3Cstop offset=%220%22 stop-color=%22%23ffffff%22/%3E%3Cstop offset=%22.3%22 stop-color=%22%23fff0b0%22/%3E%3Cstop offset=%22.7%22 stop-color=%22%23ffb23c%22/%3E%3Cstop offset=%221%22 stop-color=%22%23ff8a20%22 stop-opacity=%220%22/%3E%3C/radialGradient%3E%3Cfilter id=%22bl%22 x=%22-80%25%22 y=%22-40%25%22 width=%22260%25%22 height=%22180%25%22%3E%3CfeGaussianBlur stdDeviation=%223%22/%3E%3C/filter%3E%3Cfilter id=%22fs%22 x=%22-40%25%22 y=%22-20%25%22 width=%22180%25%22 height=%22140%25%22%3E%3CfeGaussianBlur stdDeviation=%22.5%22/%3E%3C/filter%3E%3Cfilter id=%22dof%22 x=%22-5%25%22 y=%22-5%25%22 width=%22110%25%22 height=%22110%25%22%3E%3CfeGaussianBlur stdDeviation=%22.36%22/%3E%3C/filter%3E%3Cfilter id=%22sh%22 x=%22-60%25%22 y=%22-30%25%22 width=%22220%25%22 height=%22160%25%22%3E%3CfeGaussianBlur stdDeviation=%223.4%22/%3E%3C/filter%3E%3C/defs%3E%3Cellipse cx=%2242%22 cy=%2262%22 rx=%2213%22 ry=%2238%22 fill=%22%230e0602%22 opacity=%22.38%22 filter=%22url(%23sh)%22/%3E%3Cellipse cx=%2236%22 cy=%2262%22 rx=%2222%22 ry=%2240%22 fill=%22%23ffb060%22 opacity=%22.07%22 filter=%22url(%23sh)%22/%3E%3Cg filter=%22url(%23dof)%22 opacity=%22.97%22%3E%3Cellipse cx=%2236%22 cy=%226%22 rx=%223.6%22 ry=%224.2%22 fill=%22none%22 stroke=%22url(%23ir)%22 stroke-width=%222%22/%3E%3Ccircle cx=%2236%22 cy=%2213%22 r=%222.2%22 fill=%22url(%23rl)%22 stroke=%22%234a2e16%22 stroke-width=%22.5%22/%3E%3Cpath d=%22M23 44 C23 30 31 18 36 17 C41 18 49 30 49 44Z%22 fill=%22url(%23rf)%22 stroke=%22%234a2e16%22 stroke-width=%22.7%22/%3E%3Cpath d=%22M27 41C27 32 31 22 35 19.5%22 stroke=%22%23b98f5a%22 stroke-width=%22.7%22 fill=%22none%22 opacity=%22.5%22/%3E%3Crect x=%2222.5%22 y=%2243.6%22 width=%2227%22 height=%223%22 rx=%221.4%22 fill=%22url(%23rl)%22 stroke=%22%234a2e16%22 stroke-width=%22.6%22/%3E%3Crect x=%2226%22 y=%2246.6%22 width=%2220%22 height=%2245.4%22 rx=%223%22 fill=%22url(%23gl)%22/%3E%3Crect x=%2226%22 y=%2246.6%22 width=%224.5%22 height=%2245.4%22 fill=%22url(%23gs)%22/%3E%3Cellipse cx=%2238%22 cy=%2264%22 rx=%229.0%22 ry=%2219%22 fill=%22%23ffc25a%22 opacity=%22.6%22 filter=%22url(%23bl)%22/%3E%3Crect x=%2233.6%22 y=%2246.6%22 width=%224.8%22 height=%2245.4%22 fill=%22%23ffc674%22 opacity=%22.4%22/%3E%3Cpath d=%22M27.6 49.1C28.2 60.6 27.8 72.6 28.8 84.6%22 stroke=%22%23ffd48a%22 stroke-width=%221%22 stroke-linecap=%22round%22 fill=%22none%22 opacity=%22.35%22/%3E%3Crect x=%2231%22 y=%2266%22 width=%2210%22 height=%2225%22 fill=%22url(%23cd)%22/%3E%3Cellipse cx=%2236%22 cy=%2266%22 rx=%225%22 ry=%222.2%22 fill=%22%23fff0b4%22/%3E%3Cellipse cx=%2236%22 cy=%2266.2%22 rx=%222.6%22 ry=%221%22 fill=%22%23ffd25e%22 opacity=%22.8%22/%3E%3Cpath d=%22M36 62.2V66%22 stroke=%22%234a2a0c%22 stroke-width=%22.9%22/%3E%3Cpath d=%22M36 49.5C40.2 55.6 41.6 59.6 39.4 62.8C38.3 64.4 33.7 64.4 32.6 62.8C30.4 59.6 31.8 55.6 36 49.5Z%22 fill=%22url(%23fc)%22 filter=%22url(%23fs)%22/%3E%3Cpath d=%22M36 54.6C38 58 38.5 60.4 37.4 62.4C36.9 63.4 35.1 63.4 34.6 62.4C33.5 60.4 34 58 36 54.6Z%22 fill=%22%23fffdf0%22/%3E%3Crect x=%2225.2%22 y=%2258%22 width=%2221.6%22 height=%221.8%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Crect x=%2225.2%22 y=%2276%22 width=%2221.6%22 height=%221.8%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Crect x=%2225.2%22 y=%2246.6%22 width=%221.6%22 height=%2245.4%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Crect x=%2245.2%22 y=%2246.6%22 width=%221.6%22 height=%2245.4%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Cellipse cx=%2236%22 cy=%2293%22 rx=%2213.4%22 ry=%222.6%22 fill=%22url(%23rl)%22 stroke=%22%234a2e16%22 stroke-width=%22.6%22/%3E%3Cpath d=%22M24 94C28 101 44 101 48 94Z%22 fill=%22url(%23rf)%22 stroke=%22%234a2e16%22 stroke-width=%22.6%22/%3E%3Ccircle cx=%2236%22 cy=%22102.4%22 r=%221.6%22 fill=%22url(%23rl)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3C/g%3E%3C/svg%3E") calc(100% - var(--pl2) + 5px) 50% / 72px 106px no-repeat,
    url("data:image/svg+xml,%3Csvg xmlns=%22http://www.w3.org/2000/svg%22 width=%22100%25%22 height=%22100%25%22%3E%3Cdefs%3E%3ClinearGradient id=%22m%22 x1=%220%22 x2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%232a1a07%22/%3E%3Cstop offset=%22.45%22 stop-color=%22%237a6236%22/%3E%3Cstop offset=%221%22 stop-color=%22%2337240b%22/%3E%3C/linearGradient%3E%3Cpattern id=%22c%22 width=%2214%22 height=%2226%22 patternUnits=%22userSpaceOnUse%22%3E%3Crect x=%223%22 y=%221%22 width=%228%22 height=%2215%22 rx=%224%22 fill=%22none%22 stroke=%22url(%23m)%22 stroke-width=%222.4%22/%3E%3Crect x=%225.8%22 y=%2213%22 width=%222.4%22 height=%2212%22 rx=%221.2%22 fill=%22url(%23m)%22/%3E%3C/pattern%3E%3ClinearGradient id=%22fd%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%23fff%22 stop-opacity=%22.22%22/%3E%3Cstop offset=%22.6%22 stop-color=%22%23fff%22 stop-opacity=%22.38%22/%3E%3Cstop offset=%221%22 stop-color=%22%23fff%22 stop-opacity=%22.78%22/%3E%3C/linearGradient%3E%3Cmask id=%22fm%22%3E%3Crect width=%22100%25%22 height=%22100%25%22 fill=%22url(%23fd)%22/%3E%3C/mask%3E%3Cfilter id=%22cb%22%3E%3CfeGaussianBlur stdDeviation=%22.3%22/%3E%3C/filter%3E%3C/defs%3E%3Crect width=%22100%25%22 height=%22100%25%22 fill=%22url(%23c)%22 mask=%22url(%23fm)%22 filter=%22url(%23cb)%22/%3E%3C/svg%3E") calc(100% - var(--pl2) - 24px) 0 / 14px calc(50% - 50px) no-repeat;
  animation: spec-lamp-a 7.5s ease-in-out infinite, spec-sway-a 6.4s ease-in-out infinite alternate; }
#root::after { background:
    radial-gradient(circle 52px at calc(var(--lx2) + 4px) var(--ly), rgba(255,244,214,.30) 0, rgba(255,214,130,.19) 28%, rgba(255,172,74,.07) 62%, rgba(255,150,50,0) 100%),
    radial-gradient(circle 140px at calc(var(--lx2) + 4px) var(--ly), rgba(255,194,106,.17) 0, rgba(255,164,72,.07) 45%, rgba(255,150,50,0) 100%),
    radial-gradient(circle 320px at calc(var(--lx2) + 4px) var(--ly), rgba(255,158,64,.10) 0, rgba(255,132,42,.035) 52%, rgba(255,130,40,0) 100%),
    radial-gradient(circle 650px at calc(var(--lx2) + 4px) var(--ly), rgba(255,132,44,.055) 0, rgba(255,120,36,.018) 55%, rgba(255,120,36,0) 100%),
    radial-gradient(ellipse 20px 140px at calc(var(--lx2) + 4px) calc(50% - 88px), rgba(255,206,140,.09) 0, rgba(255,190,110,0) 100%),
    radial-gradient(circle 52px at calc(var(--rx1) + 4px) var(--ly), rgba(255,244,214,.30) 0, rgba(255,214,130,.19) 28%, rgba(255,172,74,.07) 62%, rgba(255,150,50,0) 100%),
    radial-gradient(circle 140px at calc(var(--rx1) + 4px) var(--ly), rgba(255,194,106,.17) 0, rgba(255,164,72,.07) 45%, rgba(255,150,50,0) 100%),
    radial-gradient(circle 320px at calc(var(--rx1) + 4px) var(--ly), rgba(255,158,64,.10) 0, rgba(255,132,42,.035) 52%, rgba(255,130,40,0) 100%),
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filter=%22url(%23bl)%22/%3E%3Crect x=%2233.6%22 y=%2246.6%22 width=%224.8%22 height=%2245.4%22 fill=%22%23ffc674%22 opacity=%22.4%22/%3E%3Cpath d=%22M27.6 49.1C28.2 60.6 27.8 72.6 28.8 84.6%22 stroke=%22%23ffd48a%22 stroke-width=%221%22 stroke-linecap=%22round%22 fill=%22none%22 opacity=%22.35%22/%3E%3Crect x=%2231%22 y=%2266%22 width=%2210%22 height=%2225%22 fill=%22url(%23cd)%22/%3E%3Cellipse cx=%2236%22 cy=%2266%22 rx=%225%22 ry=%222.2%22 fill=%22%23fff0b4%22/%3E%3Cellipse cx=%2236%22 cy=%2266.2%22 rx=%222.6%22 ry=%221%22 fill=%22%23ffd25e%22 opacity=%22.8%22/%3E%3Cpath d=%22M36 62.2V66%22 stroke=%22%234a2a0c%22 stroke-width=%22.9%22/%3E%3Cpath d=%22M36 49.5C40.2 55.6 41.6 59.6 39.4 62.8C38.3 64.4 33.7 64.4 32.6 62.8C30.4 59.6 31.8 55.6 36 49.5Z%22 fill=%22url(%23fc)%22 filter=%22url(%23fs)%22/%3E%3Cpath d=%22M36 54.6C38 58 38.5 60.4 37.4 62.4C36.9 63.4 35.1 63.4 34.6 62.4C33.5 60.4 34 58 36 54.6Z%22 fill=%22%23fffdf0%22/%3E%3Crect x=%2225.2%22 y=%2258%22 width=%2221.6%22 height=%221.8%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Crect x=%2225.2%22 y=%2276%22 width=%2221.6%22 height=%221.8%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Crect x=%2225.2%22 y=%2246.6%22 width=%221.6%22 height=%2245.4%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Crect x=%2245.2%22 y=%2246.6%22 width=%221.6%22 height=%2245.4%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Cellipse cx=%2236%22 cy=%2293%22 rx=%2213.4%22 ry=%222.6%22 fill=%22url(%23rl)%22 stroke=%22%234a2e16%22 stroke-width=%22.6%22/%3E%3Cpath d=%22M24 94C28 101 44 101 48 94Z%22 fill=%22url(%23rf)%22 stroke=%22%234a2e16%22 stroke-width=%22.6%22/%3E%3Ccircle cx=%2236%22 cy=%22102.4%22 r=%221.6%22 fill=%22url(%23rl)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3C/g%3E%3C/svg%3E") calc(var(--pl2) - 5px) 50% / 72px 106px no-repeat,
    url("data:image/svg+xml,%3Csvg xmlns=%22http://www.w3.org/2000/svg%22 width=%22100%25%22 height=%22100%25%22%3E%3Cdefs%3E%3ClinearGradient id=%22m%22 x1=%220%22 x2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%232a1a07%22/%3E%3Cstop offset=%22.45%22 stop-color=%22%237a6236%22/%3E%3Cstop offset=%221%22 stop-color=%22%2337240b%22/%3E%3C/linearGradient%3E%3Cpattern id=%22c%22 width=%2214%22 height=%2226%22 patternUnits=%22userSpaceOnUse%22%3E%3Crect x=%223%22 y=%221%22 width=%228%22 height=%2215%22 rx=%224%22 fill=%22none%22 stroke=%22url(%23m)%22 stroke-width=%222.4%22/%3E%3Crect x=%225.8%22 y=%2213%22 width=%222.4%22 height=%2212%22 rx=%221.2%22 fill=%22url(%23m)%22/%3E%3C/pattern%3E%3ClinearGradient id=%22fd%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%23fff%22 stop-opacity=%22.22%22/%3E%3Cstop offset=%22.6%22 stop-color=%22%23fff%22 stop-opacity=%22.38%22/%3E%3Cstop offset=%221%22 stop-color=%22%23fff%22 stop-opacity=%22.78%22/%3E%3C/linearGradient%3E%3Cmask id=%22fm%22%3E%3Crect width=%22100%25%22 height=%22100%25%22 fill=%22url(%23fd)%22/%3E%3C/mask%3E%3Cfilter id=%22cb%22%3E%3CfeGaussianBlur stdDeviation=%22.3%22/%3E%3C/filter%3E%3C/defs%3E%3Crect width=%22100%25%22 height=%22100%25%22 fill=%22url(%23c)%22 mask=%22url(%23fm)%22 filter=%22url(%23cb)%22/%3E%3C/svg%3E") calc(var(--pl2) + 24px) 0 / 14px calc(50% - 50px) no-repeat,
    url("data:image/svg+xml,%3Csvg xmlns=%22http://www.w3.org/2000/svg%22 viewBox=%220 0 72 106%22%3E%3Cdefs%3E%3ClinearGradient id=%22ir%22 x1=%220%22 x2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%233a2412%22/%3E%3Cstop offset=%22.35%22 stop-color=%22%23785630%22/%3E%3Cstop offset=%22.62%22 stop-color=%22%23503420%22/%3E%3Cstop offset=%221%22 stop-color=%22%2334200f%22/%3E%3C/linearGradient%3E%3ClinearGradient id=%22rf%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%238e6a40%22/%3E%3Cstop offset=%22.5%22 stop-color=%22%235c3c22%22/%3E%3Cstop offset=%221%22 stop-color=%22%233a2412%22/%3E%3C/linearGradient%3E%3ClinearGradient id=%22rl%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%23a67e4c%22/%3E%3Cstop offset=%22.45%22 stop-color=%22%2362422a%22/%3E%3Cstop offset=%221%22 stop-color=%22%233a2412%22/%3E%3C/linearGradient%3E%3ClinearGradient id=%22gl%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop 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height=%221.8%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Crect x=%2225.2%22 y=%2276%22 width=%2221.6%22 height=%221.8%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Crect x=%2225.2%22 y=%2246.6%22 width=%221.6%22 height=%2245.4%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Crect x=%2245.2%22 y=%2246.6%22 width=%221.6%22 height=%2245.4%22 fill=%22url(%23ir)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3Cellipse cx=%2236%22 cy=%2293%22 rx=%2213.4%22 ry=%222.6%22 fill=%22url(%23rl)%22 stroke=%22%234a2e16%22 stroke-width=%22.6%22/%3E%3Cpath d=%22M24 94C28 101 44 101 48 94Z%22 fill=%22url(%23rf)%22 stroke=%22%234a2e16%22 stroke-width=%22.6%22/%3E%3Ccircle cx=%2236%22 cy=%22102.4%22 r=%221.6%22 fill=%22url(%23rl)%22 stroke=%22%234a2e16%22 stroke-width=%22.4%22/%3E%3C/g%3E%3C/svg%3E") calc(100% - var(--pl1) + 5px) 50% / 72px 106px no-repeat,
    url("data:image/svg+xml,%3Csvg xmlns=%22http://www.w3.org/2000/svg%22 width=%22100%25%22 height=%22100%25%22%3E%3Cdefs%3E%3ClinearGradient id=%22m%22 x1=%220%22 x2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%232a1a07%22/%3E%3Cstop offset=%22.45%22 stop-color=%22%237a6236%22/%3E%3Cstop offset=%221%22 stop-color=%22%2337240b%22/%3E%3C/linearGradient%3E%3Cpattern id=%22c%22 width=%2214%22 height=%2226%22 patternUnits=%22userSpaceOnUse%22%3E%3Crect x=%223%22 y=%221%22 width=%228%22 height=%2215%22 rx=%224%22 fill=%22none%22 stroke=%22url(%23m)%22 stroke-width=%222.4%22/%3E%3Crect x=%225.8%22 y=%2213%22 width=%222.4%22 height=%2212%22 rx=%221.2%22 fill=%22url(%23m)%22/%3E%3C/pattern%3E%3ClinearGradient id=%22fd%22 x1=%220%22 y1=%220%22 x2=%220%22 y2=%221%22%3E%3Cstop offset=%220%22 stop-color=%22%23fff%22 stop-opacity=%22.22%22/%3E%3Cstop offset=%22.6%22 stop-color=%22%23fff%22 stop-opacity=%22.38%22/%3E%3Cstop offset=%221%22 stop-color=%22%23fff%22 stop-opacity=%22.78%22/%3E%3C/linearGradient%3E%3Cmask id=%22fm%22%3E%3Crect width=%22100%25%22 height=%22100%25%22 fill=%22url(%23fd)%22/%3E%3C/mask%3E%3Cfilter id=%22cb%22%3E%3CfeGaussianBlur stdDeviation=%22.3%22/%3E%3C/filter%3E%3C/defs%3E%3Crect width=%22100%25%22 height=%22100%25%22 fill=%22url(%23c)%22 mask=%22url(%23fm)%22 filter=%22url(%23cb)%22/%3E%3C/svg%3E") calc(100% - var(--pl1) - 24px) 0 / 14px calc(50% - 50px) no-repeat;
  animation: spec-lamp-b 9.5s ease-in-out -3.5s infinite, spec-sway-b 8.2s ease-in-out -3s infinite alternate; }
@keyframes spec-lamp-a { 0%, 100% { opacity: .94; } 28% { opacity: 1; } 56% { opacity: .86; } 80% { opacity: .97; } }
@keyframes spec-lamp-b { 0%, 100% { opacity: .9; } 35% { opacity: 1; } 62% { opacity: .85; } 84% { opacity: .96; } }
html[data-chat-bg] #root::before, html[data-chat-bg] #root::after { display: none; }
@media (max-width: 1040px), (max-height: 520px) { #root::before, #root::after { display: none; } }
@media (prefers-reduced-motion: reduce) { #root::before, #root::after { animation: none; } }

/* ═══════════ v16: classic carved-wood picture frames ═══════════
   walnut moulding with grain, a gilt fillet, a double groove, mitred corners, gilt rosettes and a brass nameplate (mahogany + copper for the user).
   the portrait is now a straight rectangle so the frame reads as a real hung painting. size is still --pw / --ph. */
:root { --pr: calc(var(--pw) * .012); --pb: calc(var(--pw) * .012); --fr: calc(var(--pw) * .18);
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/* resting butterfly: sits on the bottom corner of the frame (character: left, user: right) */
[data-component$="Message"] [class*="_avatar_"]::after { left: calc(var(--pw) * -.285); bottom: calc(var(--pw) * -.2175); }
:is([data-part="user"], [data-role="user"], [data-is-user="true"])[data-component$="Message"] [class*="_avatar_"]::after { left: auto; right: calc(var(--pw) * -.285); }

/* ═══════════ v16: antique type for the messages ═══════════
   IM Fell English (a 17th-century book face) for the writing, Cinzel Decorative for names and headings. UI bits keep the plain serif. */
[data-component="BubbleMessage"], [data-component="MinimalMessage"], [data-component="MessageContent"] { font-family: "Spec Italiana", "Lora", Georgia, "Times New Roman", serif !important; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] [class*="_prose_"] {
  font-family: "Spec Italiana", "Lora", Georgia, "Times New Roman", serif !important; line-height: 1.72 !important; letter-spacing: .008em; font-variant-ligatures: common-ligatures; text-rendering: optimizeLegibility; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] [class*="_prose_"] :is(em, i) { font-style: italic; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [data-component="MessageContent"] [class*="_prose_"] :is(h1, h2, h3, h4) {
  font-family: "Spec Gloock", "Cormorant Garamond", Georgia, serif !important; font-weight: 700 !important; letter-spacing: .05em; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [class*="_name_"] {
  font-family: "Spec Gloock", "Cormorant Garamond", Georgia, serif !important; font-size: .98em; font-weight: 700; letter-spacing: .09em; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) :is([class*="_reasoning"], [class*="_thought"], [class*="_thinking"], [data-component="SwipeControls"]) {
  font-family: "Lora", Georgia, "Times New Roman", serif !important; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [class*="_metaPill_"] { font-family: ui-monospace, SFMono-Regular, Menlo, Consolas, monospace !important; }

/* ═══════════ v18 fixes ═══════════
   1) the bubble text lives in the _content_ / _markdown_ wrappers (where the old Lora rule sat), so the antique face is applied there.
   2) the user's butterfly is mirrored; its flip pivot sat at 70% of the sprite, which threw it a frame-width out from the corner. Pivot is centred now. */
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) :is([class*="_content_"], [class*="_markdown_"], [class*="_prose_"], [data-component="MessageContent"]) {
  font-family: "Spec Italiana", "Lora", Georgia, "Times New Roman", serif !important; font-size-adjust: .54; -webkit-text-stroke: .35px currentColor; line-height: 1.72 !important; letter-spacing: .008em; font-variant-ligatures: common-ligatures; text-rendering: optimizeLegibility; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) :is(p, li, blockquote, td, th, em, strong, b, i, q, a, [class*="_proseDialogue_"], [class*="_proseItalic_"], [class*="_proseBold_"]) {
  font-family: "Spec Italiana", "Lora", Georgia, "Times New Roman", serif !important; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) :is(em, i, [class*="_proseItalic_"]) { font-style: italic; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) :is(code, pre, kbd, samp, pre *) { font-family: ui-monospace, SFMono-Regular, Menlo, Consolas, monospace !important; font-size-adjust: none; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) :is(h1, h2, h3, h4) { font-family: "Spec Gloock", "Cormorant Garamond", Georgia, serif !important; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) :is([class*="_reasoning"], [class*="_thought"], [class*="_thinking"], [data-component="SwipeControls"]),
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) :is([class*="_reasoning"], [class*="_thought"], [class*="_thinking"], [data-component="SwipeControls"]) * { font-family: "Lora", Georgia, "Times New Roman", serif !important; font-size-adjust: none; line-height: normal !important; }
:is([data-part="user"], [data-role="user"], [data-is-user="true"])[data-component$="Message"] [class*="_avatar_"]::after { transform-origin: 50% 50%; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) [class*="_name_"] { font-size: .92em; letter-spacing: .06em; font-weight: 400; -webkit-text-stroke: 0; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) :is(h1, h2, h3, h4) { font-weight: 400 !important; -webkit-text-stroke: 0; }
:is([data-component="BubbleMessage"], [data-component="MinimalMessage"]) :is(code, pre, kbd, samp, pre *, [class*="_reasoning"], [class*="_thought"], [class*="_thinking"], [data-component="SwipeControls"], [data-component="SwipeControls"] *) { -webkit-text-stroke: 0; }


/* ═══════════ v26: full-width messages, laid out like Golden Hour ═══════════
   Same mechanism as Golden Hour: each message is a grid with a portrait column and a text column (1fr),
   so the parchment takes all the space the portrait leaves. The chat column itself keeps its normal width
   (so the message bar is untouched). --msg-w caps the row between the inner pillars so it never covers the lanterns;
   set it to 100% for the full column, or a fixed value like 1000px. */
:root { --msg-w: min(100%, max(560px, calc(100vw - 2 * (var(--pl2) + 82px)))); }
html body [data-component="MinimalMessage"] {
  display: grid !important; grid-template-columns: auto minmax(0, 1fr) !important; column-gap: 0 !important; align-items: start !important;
  box-sizing: border-box !important; width: var(--msg-w) !important; max-width: 100% !important; min-width: 0 !important;
  margin-left: auto !important; margin-right: auto !important;
}
html body [data-component="MinimalMessage"][data-part="user"] { grid-template-columns: minmax(0, 1fr) auto !important; }
html body [data-component="MinimalMessage"] > [class*="_avatar_"] { grid-column: 1 !important; grid-row: 1 !important; }
html body [data-component="MinimalMessage"][data-part="user"] > [class*="_avatar_"] { grid-column: 2 !important; }
html body [data-component="MinimalMessage"] > [class*="_bubble_"] { grid-column: 2 !important; grid-row: 1 !important; width: 100% !important; max-width: 100% !important; min-width: 0 !important; margin: 0 !important; box-sizing: border-box !important; }
html body [data-component="MinimalMessage"][data-part="user"] > [class*="_bubble_"] { grid-column: 1 !important; }
[data-component="MinimalMessage"] [class*="_content_"], [data-component="MinimalMessage"] [class*="_markdown_"], [data-component="MessageContent"], [data-component="MessageContent"] [class*="_prose_"] { max-width: none !important; width: 100%; }
@media (max-width: 1040px) { :root { --msg-w: 100%; } }


/* ═══════════ v27: darker, more frayed parchment, as if it's been written on ═══════════
   darker aged-paper tones, ink smudges + a coffee ring, heavier scorched edges and a torn, ragged outline. */
html body [data-component="BubbleMessage"], html body [data-component="MinimalMessage"] > [class*="_bubble_"] {
  background: radial-gradient(ellipse 70px 34px at 83% 14%, rgba(38,20,6,.30), rgba(38,20,6,0) 72%), radial-gradient(ellipse 120px 22px at 24% 36%, rgba(48,26,8,.14), rgba(48,26,8,0) 75%), radial-gradient(circle 52px at 11% 74%, rgba(0,0,0,0) 36px, rgba(86,46,14,.30) 41px, rgba(86,46,14,.10) 48px, rgba(0,0,0,0) 54px), radial-gradient(ellipse 90px 46px at 72% 88%, rgba(40,22,8,.24), rgba(40,22,8,0) 72%), radial-gradient(ellipse 36px 60px at 94% 52%, rgba(40,22,8,.20), rgba(40,22,8,0) 72%), radial-gradient(ellipse 160px 12px at 50% 63%, rgba(40,22,8,.10), rgba(40,22,8,0) 80%), url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNDAiIGhlaWdodD0iMjQwIj48ZmlsdGVyIGlkPSJmIiB4PSIwIiB5PSIwIiB3aWR0aD0iMTAwJSIgaGVpZ2h0PSIxMDAlIj48ZmVUdXJidWxlbmNlIHR5cGU9ImZyYWN0YWxOb2lzZSIgYmFzZUZyZXF1ZW5jeT0iMC43IDAuMDM1IiBudW1PY3RhdmVzPSIzIiBzZWVkPSIxMSIgc3RpdGNoVGlsZXM9InN0aXRjaCIvPjxmZUNvbG9yTWF0cml4IHZhbHVlcz0iMCAwIDAgMCAuMzIgIDAgMCAwIDAgLjE5ICAwIDAgMCAwIC4wNiAgMCAwIDAgLjcwIC0uMzAiLz48L2ZpbHRlcj48cmVjdCB3aWR0aD0iMTAwJSIgaGVpZ2h0PSIxMDAlIiBmaWx0ZXI9InVybCgjZikiLz48L3N2Zz4=") 0 0 / 240px 240px, url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIzNjAiIGhlaWdodD0iMzYwIj48ZmlsdGVyIGlkPSJmIiB4PSIwIiB5PSIwIiB3aWR0aD0iMTAwJSIgaGVpZ2h0PSIxMDAlIj48ZmVUdXJidWxlbmNlIHR5cGU9ImZyYWN0YWxOb2lzZSIgYmFzZUZyZXF1ZW5jeT0iMC4wMTEiIG51bU9jdGF2ZXM9IjQiIHNlZWQ9IjQiIHN0aXRjaFRpbGVzPSJzdGl0Y2giLz48ZmVDb2xvck1hdHJpeCB2YWx1ZXM9IjAgMCAwIDAgLjUwICAwIDAgMCAwIC4zMCAgMCAwIDAgMCAuMDkgIDAgMCAwIDEuMjUgLS41MCIvPjwvZmlsdGVyPjxyZWN0IHdpZHRoPSIxMDAlIiBoZWlnaHQ9IjEwMCUiIGZpbHRlcj0idXJsKCNmKSIvPjwvc3ZnPg==") 0 0 / 360px 360px,
    radial-gradient(ellipse at 38% 30%, #b79a62 0%, #a3834d 52%, #84643a 100%) !important;
  box-shadow: inset 0 0 22px 5px rgba(78,40,10,.78), inset 0 0 70px 6px rgba(46,22,5,.52), inset 0 0 130px rgba(40,18,4,.30), inset 0 2px 0 rgba(255,228,170,.14), inset 0 -2px 0 rgba(40,18,4,.55) !important;
  clip-path: polygon(0.0% 2.9px, 1.6% 4.3px, 3.0% 5.5px, 4.4% 7.6px, 5.4% 7.7px, 6.5% 7.4px, 7.9% 2.8px, 9.5% 12.9px, 10.7% 6.4px, 11.5% 2.9px, 12.6% 5.6px, 13.5% 3.8px, 14.8% 1.0px, 16.1% 8.0px, 16.8% 0.5px, 18.1% 6.3px, 19.1% 5.8px, 20.5% 1.7px, 21.9% 5.4px, 22.9% 1.0px, 24.3% 0.7px, 25.1% 9.7px, 25.8% 6.2px, 27.0% 5.9px, 28.1% 3.7px, 28.8% 2.4px, 30.3% 0.4px, 30.9% 1.5px, 32.0% 6.2px, 33.0% 0.4px, 34.5% 3.1px, 35.7% 4.8px, 37.1% 5.5px, 38.6% 8.0px, 39.3% 1.5px, 39.9% 3.4px, 40.5% 3.5px, 41.1% 1.5px, 42.1% 2.0px, 42.9% 7.3px, 43.6% 4.0px, 44.8% 0.8px, 46.0% 0.7px, 47.0% 4.5px, 47.9% 7.7px, 48.6% 3.0px, 49.1% 3.7px, 50.3% 3.5px, 51.4% 7.7px, 52.1% 2.4px, 53.5% 2.7px, 54.2% 1.0px, 55.1% 3.0px, 56.6% 2.1px, 57.2% 2.5px, 58.5% 12.0px, 59.1% 3.9px, 60.2% 2.8px, 60.9% 3.5px, 62.4% 3.0px, 64.0% 1.6px, 65.5% 9.7px, 66.9% 3.3px, 67.6% 1.2px, 68.7% 3.9px, 69.4% 5.2px, 70.2% 5.6px, 71.0% 7.3px, 71.6% 0.5px, 72.2% 3.2px, 73.7% 7.1px, 74.5% 2.4px, 75.5% 1.3px, 76.6% 2.7px, 77.9% 0.8px, 79.3% 2.3px, 80.2% 0.8px, 81.5% 0.5px, 82.6% 3.0px, 83.6% 4.1px, 84.4% 4.7px, 85.5% 1.0px, 86.6% 2.7px, 88.2% 2.5px, 89.2% 5.9px, 90.8% 1.1px, 91.7% 5.6px, 92.7% 5.7px, 94.3% 2.7px, 95.8% 1.6px, 96.8% 4.3px, 97.5% 3.2px, 98.8% 5.1px, 100% 1.8px, calc(100% - 1.4px) 0.0%, calc(100% - 3.5px) 1.1%, calc(100% - 3.7px) 3.2%, calc(100% - 0.4px) 5.3%, calc(100% - 6.9px) 7.7%, calc(100% - 11.4px) 10.7%, calc(100% - 0.8px) 13.5%, calc(100% - 2.3px) 15.6%, calc(100% - 5.3px) 17.8%, calc(100% - 0.4px) 19.2%, calc(100% - 2.0px) 21.5%, calc(100% - 2.2px) 23.4%, calc(100% - 3.9px) 24.4%, calc(100% - 0.6px) 27.5%, calc(100% - 7.3px) 29.7%, calc(100% - 3.6px) 30.9%, calc(100% - 3.9px) 32.3%, calc(100% - 0.7px) 34.2%, calc(100% - 7.0px) 37.2%, calc(100% - 7.9px) 39.7%, calc(100% - 1.9px) 42.8%, calc(100% - 2.8px) 44.8%, calc(100% - 5.1px) 48.0%, calc(100% - 2.9px) 50.1%, calc(100% - 1.7px) 53.1%, calc(100% - 3.7px) 54.9%, calc(100% - 5.2px) 56.4%, calc(100% - 2.0px) 58.9%, calc(100% - 3.5px) 60.9%, calc(100% - 0.5px) 61.9%, calc(100% - 3.7px) 64.6%, calc(100% - 2.2px) 67.1%, calc(100% - 4.7px) 69.7%, calc(100% - 2.4px) 72.0%, calc(100% - 2.8px) 74.8%, calc(100% - 3.3px) 77.2%, calc(100% - 3.6px) 79.7%, calc(100% - 1.3px) 82.1%, calc(100% - 1.9px) 85.0%, calc(100% - 3.0px) 87.3%, calc(100% - 3.3px) 89.4%, calc(100% - 3.2px) 90.9%, calc(100% - 3.7px) 93.2%, calc(100% - 3.6px) 94.6%, calc(100% - 4.9px) 97.5%, calc(100% - 0.6px) 98.8%, calc(100% - 2.2px) 100%, 100.0% calc(100% - 10.2px), 98.4% calc(100% - 5.7px), 97.1% calc(100% - 5.4px), 96.0% calc(100% - 2.8px), 94.5% calc(100% - 11.5px), 93.5% calc(100% - 6.7px), 92.2% calc(100% - 2.4px), 91.7% calc(100% - 7.0px), 91.0% calc(100% - 1.6px), 89.9% calc(100% - 1.6px), 89.3% calc(100% - 2.0px), 87.9% calc(100% - 6.7px), 86.5% calc(100% - 2.9px), 85.0% calc(100% - 11.0px), 83.6% calc(100% - 2.7px), 82.4% calc(100% - 0.9px), 81.5% calc(100% - 5.0px), 80.9% calc(100% - 6.6px), 80.2% calc(100% - 6.3px), 79.4% calc(100% - 4.4px), 77.9% calc(100% - 1.1px), 77.1% calc(100% - 7.8px), 75.8% calc(100% - 5.2px), 74.4% calc(100% - 2.1px), 73.5% calc(100% - 3.7px), 72.3% calc(100% - 1.9px), 70.7% calc(100% - 3.4px), 69.7% calc(100% - 7.4px), 69.1% calc(100% - 2.2px), 67.5% calc(100% - 3.1px), 66.9% calc(100% - 2.8px), 65.4% calc(100% - 3.9px), 64.0% calc(100% - 3.9px), 63.3% calc(100% - 1.3px), 61.8% calc(100% - 1.5px), 60.3% calc(100% - 7.7px), 59.1% calc(100% - 3.8px), 58.0% calc(100% - 6.6px), 56.7% calc(100% - 4.5px), 56.0% calc(100% - 3.2px), 54.5% calc(100% - 6.0px), 53.4% calc(100% - 0.4px), 52.9% calc(100% - 4.6px), 52.0% calc(100% - 7.9px), 51.3% calc(100% - 1.5px), 50.7% calc(100% - 7.6px), 49.1% calc(100% - 3.0px), 47.9% calc(100% - 3.7px), 46.7% calc(100% - 1.8px), 45.5% calc(100% - 2.3px), 44.8% calc(100% - 2.4px), 43.4% calc(100% - 1.8px), 42.9% calc(100% - 2.5px), 42.2% calc(100% - 1.5px), 41.5% calc(100% - 6.5px), 40.8% calc(100% - 1.2px), 40.2% calc(100% - 0.5px), 39.2% calc(100% - 5.8px), 37.7% calc(100% - 3.5px), 36.5% calc(100% - 4.6px), 35.1% calc(100% - 0.6px), 33.6% calc(100% - 3.6px), 32.7% calc(100% - 1.9px), 31.5% calc(100% - 2.5px), 30.4% calc(100% - 6.0px), 29.6% calc(100% - 5.5px), 28.9% calc(100% - 3.4px), 28.3% calc(100% - 7.8px), 26.9% calc(100% - 3.0px), 25.8% calc(100% - 0.8px), 24.5% calc(100% - 2.6px), 23.5% calc(100% - 3.2px), 22.3% calc(100% - 1.8px), 21.2% calc(100% - 1.2px), 20.3% calc(100% - 1.3px), 19.3% calc(100% - 1.7px), 18.6% calc(100% - 2.5px), 17.3% calc(100% - 1.9px), 16.3% calc(100% - 0.6px), 15.3% calc(100% - 6.9px), 14.4% calc(100% - 6.2px), 12.8% calc(100% - 4.2px), 12.1% calc(100% - 0.4px), 11.1% calc(100% - 2.1px), 10.6% calc(100% - 0.9px), 9.5% calc(100% - 2.6px), 8.4% calc(100% - 3.3px), 6.8% calc(100% - 12.8px), 6.1% calc(100% - 0.4px), 4.7% calc(100% - 3.5px), 3.2% calc(100% - 7.1px), 2.0% calc(100% - 1.2px), 0.6% calc(100% - 2.2px), 0% calc(100% - 0.7px), 2.2px 100.0%, 0.4px 97.9%, 9.2px 94.8%, 3.1px 92.2%, 0.6px 89.9%, 0.9px 88.6%, 7.5px 85.9%, 4.3px 83.4%, 1.6px 82.3%, 5.2px 81.0%, 2.7px 78.2%, 0.8px 75.6%, 2.8px 73.8%, 2.8px 71.6%, 7.4px 68.6%, 0.9px 66.5%, 3.1px 64.1%, 7.0px 62.0%, 12.0px 58.8%, 8.4px 56.1%, 1.4px 54.0%, 2.7px 52.4%, 3.5px 49.6%, 3.1px 47.3%, 3.4px 44.2%, 2.0px 42.0%, 0.9px 39.8%, 1.3px 37.8%, 1.9px 34.7%, 1.6px 32.4%, 1.8px 30.7%, 2.1px 28.0%, 5.9px 25.4%, 5.4px 24.4%, 6.9px 22.1%, 0.6px 19.6%, 12.0px 17.4%, 6.1px 15.1%, 5.0px 12.3%, 1.9px 10.0%, 1.1px 7.1%, 7.4px 5.9%, 2.6px 4.2%, 1.9px 1.0%);
}
html body [data-component="BubbleMessage"][data-part="user"], html body [data-component="MinimalMessage"][data-part="user"] > [class*="_bubble_"] {
  background: radial-gradient(ellipse 70px 34px at 83% 14%, rgba(38,20,6,.30), rgba(38,20,6,0) 72%), radial-gradient(ellipse 120px 22px at 24% 36%, rgba(48,26,8,.14), rgba(48,26,8,0) 75%), radial-gradient(circle 52px at 11% 74%, rgba(0,0,0,0) 36px, rgba(86,46,14,.30) 41px, rgba(86,46,14,.10) 48px, rgba(0,0,0,0) 54px), radial-gradient(ellipse 90px 46px at 72% 88%, rgba(40,22,8,.24), rgba(40,22,8,0) 72%), radial-gradient(ellipse 36px 60px at 94% 52%, rgba(40,22,8,.20), rgba(40,22,8,0) 72%), radial-gradient(ellipse 160px 12px at 50% 63%, rgba(40,22,8,.10), rgba(40,22,8,0) 80%), url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNDAiIGhlaWdodD0iMjQwIj48ZmlsdGVyIGlkPSJmIiB4PSIwIiB5PSIwIiB3aWR0aD0iMTAwJSIgaGVpZ2h0PSIxMDAlIj48ZmVUdXJidWxlbmNlIHR5cGU9ImZyYWN0YWxOb2lzZSIgYmFzZUZyZXF1ZW5jeT0iMC43IDAuMDM1IiBudW1PY3RhdmVzPSIzIiBzZWVkPSIxMSIgc3RpdGNoVGlsZXM9InN0aXRjaCIvPjxmZUNvbG9yTWF0cml4IHZhbHVlcz0iMCAwIDAgMCAuMzIgIDAgMCAwIDAgLjE5ICAwIDAgMCAwIC4wNiAgMCAwIDAgLjcwIC0uMzAiLz48L2ZpbHRlcj48cmVjdCB3aWR0aD0iMTAwJSIgaGVpZ2h0PSIxMDAlIiBmaWx0ZXI9InVybCgjZikiLz48L3N2Zz4=") 0 0 / 240px 240px, url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIzNjAiIGhlaWdodD0iMzYwIj48ZmlsdGVyIGlkPSJmIiB4PSIwIiB5PSIwIiB3aWR0aD0iMTAwJSIgaGVpZ2h0PSIxMDAlIj48ZmVUdXJidWxlbmNlIHR5cGU9ImZyYWN0YWxOb2lzZSIgYmFzZUZyZXF1ZW5jeT0iMC4wMTEiIG51bU9jdGF2ZXM9IjQiIHNlZWQ9IjQiIHN0aXRjaFRpbGVzPSJzdGl0Y2giLz48ZmVDb2xvck1hdHJpeCB2YWx1ZXM9IjAgMCAwIDAgLjUwICAwIDAgMCAwIC4zMCAgMCAwIDAgMCAuMDkgIDAgMCAwIDEuMjUgLS41MCIvPjwvZmlsdGVyPjxyZWN0IHdpZHRoPSIxMDAlIiBoZWlnaHQ9IjEwMCUiIGZpbHRlcj0idXJsKCNmKSIvPjwvc3ZnPg==") 0 0 / 360px 360px,
    radial-gradient(ellipse at 62% 30%, #b29b6c 0%, #9f8359 55%, #806340 100%) !important;
}


/* ═══════════ v29: darker, decorated frame + bars that belong to it ═══════════
   walnut frame with brass fillets, a beaded inner band, carved lozenges and a rosette in every corner.
   The top bar and the message bar use the same walnut and brass so they read as part of the frame. */
html body::before {
  border: 30px solid #1a0f08; border-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='120' height='120' viewBox='0 0 120 120'%3E%3Cdefs%3E%3Cfilter id='wh' color-interpolation-filters='sRGB' x='0' y='0' width='100%25' height='100%25'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='0.010 0.30' numOctaves='5' seed='7' stitchTiles='stitch'/%3E%3CfeColorMatrix values='0.80 0 0 0 0.030  0.46 0 0 0 0.012  0.20 0 0 0 0.004  0 0 0 0 1'/%3E%3C/filter%3E%3Cfilter id='wv' color-interpolation-filters='sRGB' x='0' y='0' width='100%25' height='100%25'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='0.30 0.010' numOctaves='5' seed='7' stitchTiles='stitch'/%3E%3CfeColorMatrix values='0.80 0 0 0 0.030  0.46 0 0 0 0.012  0.20 0 0 0 0.004  0 0 0 0 1'/%3E%3C/filter%3E%3ClinearGradient id='mould' x1='0' y1='0' x2='0' y2='1'%3E%3Cstop offset='0' stop-color='%23ffd9a0' stop-opacity='.16'/%3E%3Cstop offset='.12' stop-color='%23ffd9a0' stop-opacity='.05'/%3E%3Cstop offset='.7' stop-color='%23000' stop-opacity='0'/%3E%3Cstop offset='1' stop-color='%23000' stop-opacity='.34'/%3E%3C/linearGradient%3E%3ClinearGradient id='mould2' x1='0' y1='0' x2='1' y2='1'%3E%3Cstop offset='0' stop-color='%23ffd9a0' stop-opacity='.14'/%3E%3Cstop offset='.6' stop-color='%23000' stop-opacity='0'/%3E%3Cstop offset='1' stop-color='%23000' stop-opacity='.32'/%3E%3C/linearGradient%3E%3ClinearGradient id='insh' x1='0' y1='0' x2='0' y2='1'%3E%3Cstop offset='0' stop-color='%23000' stop-opacity='.55'/%3E%3Cstop offset='1' stop-color='%23000' stop-opacity='0'/%3E%3C/linearGradient%3E%3Cg id='e'%3E%3Crect width='40' height='40' filter='url(%23wh)'/%3E%3Crect width='40' height='40' fill='url(%23mould)'/%3E%3Crect y='0' width='40' height='1.1' fill='%23f0c48c' opacity='.34'/%3E%3Cpath d='M-1 4H41' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.04' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M-1 4H41' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.3' stroke-linecap='round' stroke-linejoin='round' /%3E%3Cpath d='M-1 31H41' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.04' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M-1 31H41' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.3' stroke-linecap='round' stroke-linejoin='round' /%3E%3Crect x='-1' y='6.2' width='42' height='23.4' fill='%230c0502' opacity='.26'/%3E%3Crect x='-1' y='6.2' width='42' height='1.6' fill='url(%23insh)'/%3E%3Crect x='-1' y='29.2' width='42' height='.8' fill='%23f0c48c' opacity='.20'/%3E%3Cpath d='M-1 17.8H9.4' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.80' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M-1 17.8H9.4' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.0' stroke-linecap='round' stroke-linejoin='round' 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stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.20' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.6 0)' /%3E%3Cpath d='M2 33.6V38' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round' /%3E%3Cpath d='M6 33.6V38' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.20' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.6 0)' /%3E%3Cpath d='M6 33.6V38' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round' /%3E%3Cpath d='M10 33.6V38' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.20' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.6 0)' /%3E%3Cpath d='M10 33.6V38' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round' /%3E%3Cpath d='M14 33.6V38' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.20' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.6 0)' /%3E%3Cpath d='M14 33.6V38' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round' /%3E%3Cpath d='M18 33.6V38' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.20' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.6 0)' /%3E%3Cpath d='M18 33.6V38' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round' /%3E%3Cpath d='M22 33.6V38' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.20' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.6 0)' /%3E%3Cpath d='M22 33.6V38' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round' /%3E%3Cpath d='M26 33.6V38' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.20' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.6 0)' /%3E%3Cpath d='M26 33.6V38' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round' /%3E%3Cpath d='M30 33.6V38' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.20' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.6 0)' /%3E%3Cpath d='M30 33.6V38' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round' /%3E%3Cpath d='M34 33.6V38' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.20' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.6 0)' /%3E%3Cpath d='M34 33.6V38' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round' /%3E%3Cpath d='M38 33.6V38' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.20' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.6 0)' /%3E%3Cpath d='M38 33.6V38' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round' /%3E%3C/g%3E%3Cg id='c'%3E%3CclipPath id='ca'%3E%3Cpath d='M0 0H40V40Z'/%3E%3C/clipPath%3E%3CclipPath id='cb'%3E%3Cpath d='M0 0V40H40Z'/%3E%3C/clipPath%3E%3Crect width='40' height='40' filter='url(%23wh)' clip-path='url(%23ca)'/%3E%3Crect width='40' height='40' filter='url(%23wv)' clip-path='url(%23cb)'/%3E%3Crect width='40' height='40' fill='url(%23mould2)'/%3E%3Cpath d='M0 0L40 40' stroke='%230c0502' stroke-opacity='.75' stroke-width='.8'/%3E%3Cpath d='M.6 0L40 39.4' stroke='%23f0c48c' stroke-opacity='.18' stroke-width='.6'/%3E%3Cpath d='M0 .6H40M.6 0V40' stroke='%23f0c48c' stroke-opacity='.34' stroke-width='1.1' fill='none'/%3E%3Cpath d='M4 41V4H41' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.04' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M4 41V4H41' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.3' stroke-linecap='round' stroke-linejoin='round' /%3E%3Cpath d='M41 31H31V41' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='1.04' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M41 31H31V41' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.3' stroke-linecap='round' stroke-linejoin='round' /%3E%3Ccircle cx='17.5' cy='17.5' r='12.6' fill='%230c0502' opacity='.30'/%3E%3Ccircle cx='17.5' cy='18.2' r='12.6' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.96'/%3E%3Ccircle cx='17.5' cy='17.5' r='12.6' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.2'/%3E%3Ccircle cx='17.5' cy='18.2' r='10.2' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.64'/%3E%3Ccircle cx='17.5' cy='17.5' r='10.2' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='0.8'/%3E%3Cg transform='rotate(0 17.5 17.5)'%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.68' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='0.85' stroke-linecap='round' stroke-linejoin='round' /%3E%3C/g%3E%3Cg transform='rotate(45 17.5 17.5)'%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.68' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='0.85' stroke-linecap='round' stroke-linejoin='round' /%3E%3C/g%3E%3Cg transform='rotate(90 17.5 17.5)'%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.68' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='0.85' stroke-linecap='round' stroke-linejoin='round' /%3E%3C/g%3E%3Cg transform='rotate(135 17.5 17.5)'%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.68' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='0.85' stroke-linecap='round' stroke-linejoin='round' /%3E%3C/g%3E%3Cg transform='rotate(180 17.5 17.5)'%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.68' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='0.85' stroke-linecap='round' stroke-linejoin='round' /%3E%3C/g%3E%3Cg transform='rotate(225 17.5 17.5)'%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.68' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='0.85' stroke-linecap='round' stroke-linejoin='round' /%3E%3C/g%3E%3Cg transform='rotate(270 17.5 17.5)'%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.68' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='0.85' stroke-linecap='round' stroke-linejoin='round' /%3E%3C/g%3E%3Cg transform='rotate(315 17.5 17.5)'%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.68' stroke-linecap='round' stroke-linejoin='round' transform='translate(0.0 0.7)' /%3E%3Cpath d='M17.5 6.4C14.3 8.4 14.3 11.9 17.5 14.8C20.7 11.9 20.7 8.4 17.5 6.4Z' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='0.85' stroke-linecap='round' stroke-linejoin='round' /%3E%3C/g%3E%3Ccircle cx='17.5' cy='18.2' r='3.5' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.80'/%3E%3Ccircle cx='17.5' cy='17.5' r='3.5' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='1.0'/%3E%3Ccircle cx='17.5' cy='17.5' r='1.7' fill='%230b0502' opacity='.92'/%3E%3Ccircle cx='17.2' cy='17.1' r='.6' fill='%23f0c48c' opacity='.5'/%3E%3Ccircle cx='35.5' cy='35.5' r='1.9' fill='%230c0502' opacity='.35'/%3E%3Ccircle cx='35.5' cy='36.2' r='1.9' fill='none' stroke='%23f0c48c' stroke-opacity='.30' stroke-width='0.64'/%3E%3Ccircle cx='35.5' cy='35.5' r='1.9' fill='none' stroke='%23120803' stroke-opacity='.88' stroke-width='0.8'/%3E%3C/g%3E%3C/defs%3E%3Cuse href='%23e' x='40' y='0'/%3E%3Cuse href='%23e' transform='translate(80,120) rotate(180)'/%3E%3Cuse href='%23e' transform='translate(0,80) rotate(-90)'/%3E%3Cuse href='%23e' transform='translate(120,40) rotate(90)'/%3E%3Cuse href='%23c'/%3E%3Cuse href='%23c' transform='translate(120,0) scale(-1,1)'/%3E%3Cuse href='%23c' transform='translate(0,120) scale(1,-1)'/%3E%3Cuse href='%23c' transform='translate(120,120) scale(-1,-1)'/%3E%3C/svg%3E") 40 / 30px round;
  box-shadow: inset 0 0 0 1.5px #120803, inset 0 0 0 2.5px #9a6c3f55, inset 0 0 0 3.5px #0e0703, inset 0 0 70px 6px #000d;
}
html body [class*="_chatToolbar_"][class*="_chatToolbar_"], html body [data-spindle-mount="chat_top_dock"][data-spindle-mount="chat_top_dock"] {
  background:
    linear-gradient(90deg, #b08c48, #5a4020) left / 3px 100% no-repeat,
    linear-gradient(270deg, #b08c48, #5a4020) right / 3px 100% no-repeat,
    linear-gradient(180deg, #0000 calc(100% - 7px), #0e0602 calc(100% - 7px), #0e0602 calc(100% - 6px), #a98744 calc(100% - 5px), #6d5025 calc(100% - 3px), #1a0f08 100%),
    linear-gradient(180deg, #b08c4888 0, #b08c4888 1px, #0000 1px),
    url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='240' height='64'%3E%3Cfilter id='f' color-interpolation-filters='sRGB' x='0' y='0' width='100%25' height='100%25'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='0.012 0.5' numOctaves='3' seed='9' stitchTiles='stitch'/%3E%3CfeColorMatrix values='0.19 0 0 0 0.050  0.115 0 0 0 0.030  0.05 0 0 0 0.014  0 0 0 0 1'/%3E%3C/filter%3E%3Crect width='100%25' height='100%25' filter='url(%23f)'/%3E%3C/svg%3E"),
    linear-gradient(180deg, #33200f, #27170b 60%, #1e1208) !important;
  border: 0 !important; box-shadow: inset 0 -1px 0 #0a0502, 0 5px 14px #000b !important;
}
html body [data-component="InputArea"] {
  background:
    radial-gradient(circle 4px at 9px 9px, #e2c27a 0 1px, #8a6730 2px, #2a1a0a 3.6px, #0000 4px),
    radial-gradient(circle 4px at calc(100% - 9px) 9px, #e2c27a 0 1px, #8a6730 2px, #2a1a0a 3.6px, #0000 4px),
    radial-gradient(circle 4px at 9px calc(100% - 9px), #e2c27a 0 1px, #8a6730 2px, #2a1a0a 3.6px, #0000 4px),
    radial-gradient(circle 4px at calc(100% - 9px) calc(100% - 9px), #e2c27a 0 1px, #8a6730 2px, #2a1a0a 3.6px, #0000 4px),
    url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='240' height='64'%3E%3Cfilter id='f' color-interpolation-filters='sRGB' x='0' y='0' width='100%25' height='100%25'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='0.012 0.5' numOctaves='3' seed='9' stitchTiles='stitch'/%3E%3CfeColorMatrix values='0.19 0 0 0 0.050  0.115 0 0 0 0.030  0.05 0 0 0 0.014  0 0 0 0 1'/%3E%3C/filter%3E%3Crect width='100%25' height='100%25' filter='url(%23f)'/%3E%3C/svg%3E"),
    linear-gradient(180deg, #2f1d0e, #22140a) !important;
  border: 2px solid #1a0f08 !important; border-radius: 6px !important;
  box-shadow: inset 0 0 0 1.5px #a5834077, inset 0 0 0 3.5px #140a04, inset 0 0 0 4.5px #6a4e2488, 0 6px 18px #000b !important;
}
html body [data-component="InputArea"]:focus-within { border-color: #3a2410 !important; box-shadow: inset 0 0 0 1.5px #d9a066aa, inset 0 0 0 3.5px #140a04, inset 0 0 0 4.5px #6a4e2488, 0 6px 18px #000b !important; }


/* ═══════════ v30: brass-and-walnut sidebar buttons + ruler sliders ═══════════ */
/* sidebar rail: walnut with a brass edge */
html body [data-spindle-mount="sidebar"] { background: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='240' height='64'%3E%3Cfilter id='f' color-interpolation-filters='sRGB' x='0' y='0' width='100%25' height='100%25'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='0.012 0.5' numOctaves='3' seed='9' stitchTiles='stitch'/%3E%3CfeColorMatrix values='0.19 0 0 0 0.050  0.115 0 0 0 0.030  0.05 0 0 0 0.014  0 0 0 0 1'/%3E%3C/filter%3E%3Crect width='100%25' height='100%25' filter='url(%23f)'/%3E%3C/svg%3E"), #120a05 !important; border-right: 2px solid #1a0f08 !important; box-shadow: inset -1px 0 0 #a5834077, inset -3px 0 0 #0e0602 !important; }
html body [data-spindle-mount="sidebar"] svg, html body [class*="_modal_"] [class*="_navBtn_"] svg { color: #c9a25a; }
/* tab buttons: quiet by default, a carved plaque with brass studs when active */
html body [data-spindle-mount="sidebar"] [class*="_tabBtn_"], html body [class*="_modal_"] [class*="_navBtn_"] {
  border: 1px solid transparent !important; border-radius: 5px !important; color: #b9945a !important; background: transparent !important;
  transition: transform .25s cubic-bezier(.2,.8,.3,1.4), background-color .2s, border-color .2s, box-shadow .2s;
}
html body [data-spindle-mount="sidebar"] [class*="_tabBtn_"]:hover, html body [class*="_modal_"] [class*="_navBtn_"]:hover {
  background: linear-gradient(180deg, #b08a4a1c, #b08a4a0a) !important; border-color: #7c5c2a99 !important; color: #e0bb78 !important; transform: translateY(-1px);
  box-shadow: inset 0 0 0 1px #140a0488, 0 3px 8px #0008;
}
html body [data-spindle-mount="sidebar"] [class*="_tabBtn_"]:active, html body [class*="_modal_"] [class*="_navBtn_"]:active { transform: scale(.94); }
html body [data-spindle-mount="sidebar"] [class*="_tabBtnActive_"][class*="_tabBtnActive_"], html body [class*="_modal_"] [class*="_navBtnActive_"][class*="_navBtnActive_"] {
  background: radial-gradient(circle 3px at 6px 6px, #e2c27a 0 .6px, #8a6730 1.5px, #2a1a0a 2.6px, #0000 3px), radial-gradient(circle 3px at calc(100% - 6px) 6px, #e2c27a 0 .6px, #8a6730 1.5px, #2a1a0a 2.6px, #0000 3px), radial-gradient(circle 3px at 6px calc(100% - 6px), #e2c27a 0 .6px, #8a6730 1.5px, #2a1a0a 2.6px, #0000 3px), radial-gradient(circle 3px at calc(100% - 6px) calc(100% - 6px), #e2c27a 0 .6px, #8a6730 1.5px, #2a1a0a 2.6px, #0000 3px), url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='240' height='64'%3E%3Cfilter id='f' color-interpolation-filters='sRGB' x='0' y='0' width='100%25' height='100%25'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='0.012 0.5' numOctaves='3' seed='9' stitchTiles='stitch'/%3E%3CfeColorMatrix values='0.19 0 0 0 0.050  0.115 0 0 0 0.030  0.05 0 0 0 0.014  0 0 0 0 1'/%3E%3C/filter%3E%3Crect width='100%25' height='100%25' filter='url(%23f)'/%3E%3C/svg%3E"), linear-gradient(180deg, #3a2412, #261508) !important;
  border-color: #7c5c2a !important; color: #f0cf8c !important;
  box-shadow: inset 0 0 0 1.5px #120a04, inset 0 0 0 2.5px #a5834088, 0 0 16px #d9a06626, 0 4px 10px #000a !important;
}
html body [data-spindle-mount="sidebar"] [class*="_tabBtnActive_"] svg, html body [class*="_modal_"] [class*="_navBtnActive_"] svg { color: #f0cf8c !important; filter: drop-shadow(0 0 6px #ffc35a99); }

/* sliders: a brass ruler groove with a pinned rosette knob */
input[type="range"] { -webkit-appearance: none; appearance: none; background: transparent; height: 24px; margin: 0; cursor: pointer; accent-color: #b08a4a; }
input[type="range"]:focus { outline: none; }
input[type="range"]::-webkit-slider-runnable-track {
  box-sizing: border-box; height: 8px; border-radius: 4px; border: 1px solid #6a4a22;
  background: repeating-linear-gradient(90deg, #0000 0 9px, #b08a4a77 9px 10px) 0 100% / 100% 3px no-repeat, linear-gradient(180deg, #0a0502, #1b0f07 55%, #33200e);
  box-shadow: inset 0 1px 3px #000, 0 1px 0 #b08a4a55;
}
input[type="range"]::-moz-range-track {
  box-sizing: border-box; height: 8px; border-radius: 4px; border: 1px solid #6a4a22;
  background: repeating-linear-gradient(90deg, #0000 0 9px, #b08a4a77 9px 10px) 0 100% / 100% 3px no-repeat, linear-gradient(180deg, #0a0502, #1b0f07 55%, #33200e);
  box-shadow: inset 0 1px 3px #000, 0 1px 0 #b08a4a55;
}
input[type="range"]::-moz-range-progress { height: 6px; border-radius: 3px; background: linear-gradient(180deg, #e2c27a, #9a7a3e 55%, #5a3e18) !important; }
input[type="range"]::-webkit-slider-thumb {
  -webkit-appearance: none; appearance: none; box-sizing: border-box; width: 24px; height: 24px; margin-top: -9px; border: 0; border-radius: 50%;
  background: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24' viewBox='0 0 24 24'%3E%3Cdefs%3E%3CradialGradient id='b' cx='.36' cy='.3' r='.85'%3E%3Cstop offset='0' stop-color='%23f1d9a0'/%3E%3Cstop offset='.35' stop-color='%23b9944f'/%3E%3Cstop offset='.75' stop-color='%236e4f22'/%3E%3Cstop offset='1' stop-color='%2333200c'/%3E%3C/radialGradient%3E%3CradialGradient id='c' cx='.38' cy='.32' r='.8'%3E%3Cstop offset='0' stop-color='%23fff0c0'/%3E%3Cstop offset='.5' stop-color='%23c9a25a'/%3E%3Cstop offset='1' stop-color='%235a3e18'/%3E%3C/radialGradient%3E%3C/defs%3E%3Ccircle cx='12' cy='12' r='11' fill='url(%23b)' stroke='%23140a04' stroke-width='1.2'/%3E%3Ccircle cx='12' cy='12' r='8.2' fill='%232a190b' stroke='%239a7a3e' stroke-width='.9'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(0 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(45 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(90 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(135 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(180 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(225 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(270 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(315 12 12)'/%3E%3Ccircle cx='12' cy='12' r='3.2' fill='url(%23c)' stroke='%23140a04' stroke-width='.6'/%3E%3Cellipse cx='8.4' cy='7.2' rx='2.6' ry='1.3' fill='%23fff' opacity='.28' transform='rotate(-35 8.4 7.2)'/%3E%3C/svg%3E") center / 100% 100% no-repeat; filter: drop-shadow(0 2px 2px #000b); transition: transform .2s cubic-bezier(.2,.8,.3,1.5), filter .2s;
}
input[type="range"]::-moz-range-thumb {
  box-sizing: border-box; width: 24px; height: 24px; border: 0; border-radius: 50%;
  background: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24' viewBox='0 0 24 24'%3E%3Cdefs%3E%3CradialGradient id='b' cx='.36' cy='.3' r='.85'%3E%3Cstop offset='0' stop-color='%23f1d9a0'/%3E%3Cstop offset='.35' stop-color='%23b9944f'/%3E%3Cstop offset='.75' stop-color='%236e4f22'/%3E%3Cstop offset='1' stop-color='%2333200c'/%3E%3C/radialGradient%3E%3CradialGradient id='c' cx='.38' cy='.32' r='.8'%3E%3Cstop offset='0' stop-color='%23fff0c0'/%3E%3Cstop offset='.5' stop-color='%23c9a25a'/%3E%3Cstop offset='1' stop-color='%235a3e18'/%3E%3C/radialGradient%3E%3C/defs%3E%3Ccircle cx='12' cy='12' r='11' fill='url(%23b)' stroke='%23140a04' stroke-width='1.2'/%3E%3Ccircle cx='12' cy='12' r='8.2' fill='%232a190b' stroke='%239a7a3e' stroke-width='.9'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(0 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(45 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(90 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(135 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(180 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(225 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(270 12 12)'/%3E%3Cellipse cx='12' cy='6.6' rx='1.5' ry='2.6' fill='%234a3016' stroke='%239a7a3e' stroke-width='.5' transform='rotate(315 12 12)'/%3E%3Ccircle cx='12' cy='12' r='3.2' fill='url(%23c)' stroke='%23140a04' stroke-width='.6'/%3E%3Cellipse cx='8.4' cy='7.2' rx='2.6' ry='1.3' fill='%23fff' opacity='.28' transform='rotate(-35 8.4 7.2)'/%3E%3C/svg%3E") center / 100% 100% no-repeat; filter: drop-shadow(0 2px 2px #000b); transition: transform .2s cubic-bezier(.2,.8,.3,1.5), filter .2s;
}
input[type="range"]:hover::-webkit-slider-thumb, input[type="range"]:focus-visible::-webkit-slider-thumb { transform: scale(1.12); filter: drop-shadow(0 2px 2px #000b) drop-shadow(0 0 6px #ffc35a77); }
input[type="range"]:hover::-moz-range-thumb, input[type="range"]:focus-visible::-moz-range-thumb { transform: scale(1.12); filter: drop-shadow(0 2px 2px #000b) drop-shadow(0 0 6px #ffc35a77); }
input[type="range"]:active::-webkit-slider-thumb { transform: scale(.94); }

/* ═══════════ v31: custom brass sidebar icons ═══════════
   Each stock icon is swapped for a hand-drawn naturalist's glyph (loupe, quill, bell jar, armillary sphere…).
   They are alpha masks filled with a brass gradient, so hover / active states recolour them. Buttons are matched by data-tab-id;
   extension tabs and any unknown tab keep their own icon. */
html body [data-spindle-mount="sidebar"] button[data-tab-id="profile"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="presets"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="loom"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="weaver"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="connections"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="browser"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="characters"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="personas"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="multiplayer"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="lorebook"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="cortex"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="databank"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="create"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="prompt"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="council"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="summary"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="worldinfo"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="imagegen"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="wallpaper"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="regex"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="branches"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="theme"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="spindle"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="ooc"] > svg:first-child, html body [data-spindle-mount="sidebar"] button[data-tab-id="feedback"] > svg:first-child { display: none !important; }
html body [data-spindle-mount="sidebar"] button[data-tab-id="profile"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="presets"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="loom"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="weaver"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="connections"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="browser"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="characters"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="personas"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="multiplayer"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="lorebook"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="cortex"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="databank"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="create"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="prompt"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="council"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="summary"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="worldinfo"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="imagegen"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="wallpaper"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="regex"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="branches"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="theme"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="spindle"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="ooc"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="feedback"]::before, html body [data-spindle-mount="sidebar"] [class*="_sidebarBottom_"] > button:last-of-type::before {
  content: ""; display: block; flex: 0 0 auto; width: 22px; height: 22px; pointer-events: none;
  background: linear-gradient(180deg, #e6c685 0%, #c4a05c 50%, #8c6a34 100%);
  -webkit-mask: var(--ico) center / contain no-repeat; mask: var(--ico) center / contain no-repeat;
  filter: drop-shadow(0 1px 0 #0009);
  transition: background .2s, filter .2s, transform .25s cubic-bezier(.2,.8,.3,1.4);
}
html body [data-spindle-mount="sidebar"] button[data-tab-id="profile"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="presets"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="loom"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="weaver"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="connections"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="browser"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="characters"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="personas"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="multiplayer"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="lorebook"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="cortex"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="databank"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="create"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="prompt"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="council"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="summary"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="worldinfo"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="imagegen"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="wallpaper"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="regex"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="branches"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="theme"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="spindle"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="ooc"]:hover::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="feedback"]:hover::before, html body [data-spindle-mount="sidebar"] [class*="_sidebarBottom_"] > button:last-of-type:hover::before { background: linear-gradient(180deg, #f8e2aa, #e0bb78 50%, #a98040); transform: translateY(-1px) scale(1.06); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="profile"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="presets"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="loom"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="weaver"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="connections"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="browser"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="characters"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="personas"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="multiplayer"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="lorebook"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="cortex"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="databank"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="create"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="prompt"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="council"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="summary"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="worldinfo"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="imagegen"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="wallpaper"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="regex"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="branches"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="theme"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="spindle"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="ooc"][class*="_tabBtnActive_"]::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="feedback"][class*="_tabBtnActive_"]::before { background: linear-gradient(180deg, #fff1c4, #f0cf8c 45%, #c99a4b); filter: drop-shadow(0 0 5px #ffc35aa8) drop-shadow(0 1px 0 #0009); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="profile"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="presets"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="loom"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="weaver"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="connections"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="browser"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="characters"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="personas"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="multiplayer"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="lorebook"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="cortex"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="databank"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="create"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="prompt"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="council"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="summary"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="worldinfo"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="imagegen"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="wallpaper"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="regex"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="branches"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="theme"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="spindle"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="ooc"]:active::before, html body [data-spindle-mount="sidebar"] button[data-tab-id="feedback"]:active::before, html body [data-spindle-mount="sidebar"] [class*="_sidebarBottom_"] > button:last-of-type:active::before { transform: scale(.9); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="profile"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cellipse%20cx='12'%20cy='12'%20rx='8'%20ry='10'%20fill='black'%20fill-opacity='0.18'/%3E%3Ccircle%20cx='12'%20cy='9.8'%20r='2.7'/%3E%3Cpath%20d='M7%2018.4c.8-3%202.8-4.6%205-4.6s4.2%201.6%205%204.6'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="presets"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Ccircle%20cx='10.5'%20cy='10.5'%20r='6.6'%20fill='black'%20fill-opacity='0.15'/%3E%3Cpath%20d='M15.4%2015.4L21%2021'%20stroke-width='2.3'/%3E%3Cpath%20d='M10.5%207.2l.9%202.4%202.4.9-2.4.9-.9%202.4-.9-2.4-2.4-.9%202.4-.9z'%20fill='black'%20fill-opacity='0.9'%20stroke-width='1'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="loom"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Crect%20x='6'%20y='3.2'%20width='12'%20height='2.8'%20rx='1.1'%20fill='black'%20fill-opacity='0.4'/%3E%3Crect%20x='6'%20y='18'%20width='12'%20height='2.8'%20rx='1.1'%20fill='black'%20fill-opacity='0.4'/%3E%3Cpath%20d='M8%206v12M16%206v12'/%3E%3Cpath%20d='M8%209l8%202.2M8%2012l8%202.2M8%2015l8%202.2'%20stroke-width='1.2'/%3E%3Cpath%20d='M16%208.2c3.2-.4%204.4%202%202.8%204.2'%20stroke-width='1.2'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="weaver"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cpath%20d='M20.2%203.8C13.2%203.6%208.2%208%207.6%2014.4c3.6.2%209.4-2.4%2012.6-10.6z'%20fill='black'%20fill-opacity='0.3'/%3E%3Cpath%20d='M4.4%2020.4L10.8%2011.8'/%3E%3Cpath%20d='M13.2%208.2l-2.6%202.8M16.4%206.2l-4.2%204.4'%20stroke-width='1.1'/%3E%3C/svg%3E"); }
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html body [data-spindle-mount="sidebar"] button[data-tab-id="browser"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Crect%20x='3.5'%20y='3.8'%20width='17'%20height='16.4'%20rx='1.6'/%3E%3Cpath%20d='M3.5%209.3h17M3.5%2014.7h17'/%3E%3Ccircle%20cx='12'%20cy='6.55'%20r='1'%20fill='black'%20stroke='none'/%3E%3Ccircle%20cx='12'%20cy='12'%20r='1'%20fill='black'%20stroke='none'/%3E%3Ccircle%20cx='12'%20cy='17.45'%20r='1'%20fill='black'%20stroke='none'/%3E%3Cpath%20d='M6.2%2021.2h2M15.8%2021.2h2'%20stroke-width='1.6'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="characters"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Crect%20x='4'%20y='2.6'%20width='16'%20height='18.8'%20rx='2.4'%20fill='black'%20fill-opacity='0.15'/%3E%3Cellipse%20cx='12'%20cy='11.9'%20rx='5.3'%20ry='7'/%3E%3Ccircle%20cx='12'%20cy='9.9'%20r='2'/%3E%3Cpath%20d='M8.5%2016.6c.6-2%201.9-3%203.5-3s2.9%201%203.5%203'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="personas"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cpath%20d='M2.8%209.4C6%207%209%208.6%2012%208.6s6-1.6%209.2.8c0%204.8-2.6%207.3-5.7%207.3-2%200-2.5-2-3.5-2s-1.5%202-3.5%202c-3.1%200-5.7-2.5-5.7-7.3z'%20fill='black'%20fill-opacity='0.28'/%3E%3Cellipse%20cx='7.7'%20cy='11.6'%20rx='1.8'%20ry='1.1'/%3E%3Cellipse%20cx='16.3'%20cy='11.6'%20rx='1.8'%20ry='1.1'/%3E%3C/svg%3E"); }
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html body [data-spindle-mount="sidebar"] button[data-tab-id="lorebook"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cpath%20d='M6.2%203h11.6A1.2%201.2%200%200%201%2019%204.2v15.6a1.2%201.2%200%200%201-1.2%201.2H6.2A1.2%201.2%200%200%201%205%2019.8V4.2A1.2%201.2%200%200%201%206.2%203z'%20fill='black'%20fill-opacity='0.15'/%3E%3Cpath%20d='M8.6%203v18'/%3E%3Cpath%20d='M15%203v7.2l1.6-1.5%201.6%201.5V3'%20fill='black'%20fill-opacity='0.7'%20stroke-width='1.2'/%3E%3Cpath%20d='M11%208h2.6M11%2011.2h2.6M11%2014.4h2.6'%20stroke-width='1.2'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="cortex"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cpath%20d='M6%2020V11a6%206%200%200%201%2012%200v9'/%3E%3Ccircle%20cx='12'%20cy='3.5'%20r='1.1'%20fill='black'%20stroke='none'/%3E%3Crect%20x='3.5'%20y='20'%20width='17'%20height='2'%20rx='.9'%20fill='black'%20fill-opacity='0.45'/%3E%3Cpath%20d='M12%2014.4C9.2%2011%207.4%2012.8%209%2015.4c.9%201.4%202.5%201.2%203-1zM12%2014.4c2.8-3.4%204.6-1.6%203%201-.9%201.4-2.5%201.2-3-1zM12%2012.9V17'%20fill='black'%20fill-opacity='0.5'%20stroke-width='1.1'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="databank"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cellipse%20cx='12'%20cy='6'%20rx='7'%20ry='2.8'%20fill='black'%20fill-opacity='0.3'/%3E%3Cpath%20d='M5%206v12c0%201.55%203.13%202.8%207%202.8s7-1.25%207-2.8V6'/%3E%3Cpath%20d='M5%2012c0%201.55%203.13%202.8%207%202.8s7-1.25%207-2.8'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="create"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Ccircle%20cx='12'%20cy='4.4'%20r='1.7'%20fill='black'%20fill-opacity='0.5'/%3E%3Cpath%20d='M11.2%205.9L5.4%2020.6M12.8%205.9l5.8%2014.7'/%3E%3Cpath%20d='M8.2%2014.2Q12%2016.6%2015.8%2014.2'/%3E%3Cpath%20d='M5.4%2020.6l-.2.9M18.6%2020.6l.2.9'%20stroke-width='1.8'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="prompt"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Crect%20x='3.5'%20y='5.2'%20width='17'%20height='13.6'%20rx='1.6'%20fill='black'%20fill-opacity='0.12'/%3E%3Cpath%20d='M3.8%206.2L12%2012.6l8.2-6.4'/%3E%3Ccircle%20cx='12'%20cy='13.6'%20r='2.5'%20fill='black'%20fill-opacity='0.6'/%3E%3Cpath%20d='M11%2013.6l.7.7%201.3-1.4'%20stroke-width='1.1'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="council"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Ccircle%20cx='12'%20cy='7.8'%20r='2.7'%20fill='black'%20fill-opacity='0.3'/%3E%3Cpath%20d='M7%2019c.7-3.4%202.7-5%205-5s4.3%201.6%205%205z'%20fill='black'%20fill-opacity='0.3'/%3E%3Ccircle%20cx='4.9'%20cy='10.6'%20r='1.9'/%3E%3Cpath%20d='M2%2018.2c.4-2.2%201.5-3.4%203.2-3.4'/%3E%3Ccircle%20cx='19.1'%20cy='10.6'%20r='1.9'/%3E%3Cpath%20d='M22%2018.2c-.4-2.2-1.5-3.4-3.2-3.4'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="summary"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cpath%20d='M6%203.5h8l4%204v13H6z'%20fill='black'%20fill-opacity='0.15'/%3E%3Cpath%20d='M14%203.5v4h4'/%3E%3Cpath%20d='M9%2012h6M9%2015.4h6'%20stroke-width='1.2'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="worldinfo"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Ccircle%20cx='12'%20cy='12'%20r='7.4'%20fill='black'%20fill-opacity='0.12'/%3E%3Cellipse%20cx='12'%20cy='12'%20rx='3.2'%20ry='7.4'/%3E%3Cpath%20d='M4.6%2012h14.8'/%3E%3Cellipse%20cx='12'%20cy='12'%20rx='10.4'%20ry='3.1'%20transform='rotate(-28%2012%2012)'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="imagegen"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Crect%20x='3'%20y='4.4'%20width='18'%20height='15.2'%20rx='1.6'/%3E%3Crect%20x='5.6'%20y='7'%20width='12.8'%20height='10'%20rx='.5'%20fill='black'%20fill-opacity='0.15'/%3E%3Cpath%20d='M5.6%2017l3.8-5%202.8%203.5%202-2.3%204.2%203.8'/%3E%3Ccircle%20cx='15.4'%20cy='10.2'%20r='1.15'%20fill='black'%20stroke='none'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="wallpaper"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Crect%20x='3.5'%20y='3.5'%20width='17'%20height='17'%20rx='1.6'/%3E%3Cpath%20d='M12%203.5L20.5%2012%2012%2020.5%203.5%2012z'/%3E%3Cpath%20d='M12%208l4%204-4%204-4-4z'%20fill='black'%20fill-opacity='0.45'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="regex"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cpath%20d='M12%2011C9.5%204.6%204.2%204.4%203.6%208.2c-.3%202.6%203.4%204.2%208.4%203.2zM12%2011c2.5-6.4%207.8-6.6%208.4-2.8.3%202.6-3.4%204.2-8.4%203.2z'%20fill='black'%20fill-opacity='0.3'/%3E%3Cpath%20d='M12%2012.4C9.6%2012.2%206.6%2014%207.6%2017.6c.8%202.6%203.7%201.6%204.4-5.2zM12%2012.4c2.4-.2%205.4%201.6%204.4%205.2-.8%202.6-3.7%201.6-4.4-5.2z'%20fill='black'%20fill-opacity='0.3'/%3E%3Cpath%20d='M12%208.4v11M12%208.4C11.6%206.6%2010.8%205.4%209.8%204.8M12%208.4c.4-1.8%201.2-3%202.2-3.6'%20stroke-width='1.2'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="branches"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cpath%20d='M12%2021V10.5M12%2016l-4.6-4M12%2013.2l4.6-4'/%3E%3Cpath%20d='M12%2010.2c-2.6-1-3.1-4.2-2.5-6.6%203.1.6%204.2%203.7%202.5%206.6z'%20fill='black'%20fill-opacity='0.4'/%3E%3Cpath%20d='M7.4%2012c-2.3.2-4-1.5-4.2-3.8%202.5-.5%204.4%201.1%204.2%203.8z'%20fill='black'%20fill-opacity='0.4'/%3E%3Cpath%20d='M16.6%209.2c2.3.2%204-1.5%204.2-3.8-2.5-.5-4.4%201.1-4.2%203.8z'%20fill='black'%20fill-opacity='0.4'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="theme"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cpath%20d='M12%203.4C6.8%203.4%203%207.3%203%2012c0%204.7%203.8%208.6%208.6%208.6%201.5%200%202.1-1%201.6-2.1-.5-1.3.2-2.4%201.8-2.4H18a3%203%200%200%200%203-3C21%207.1%2017%203.4%2012%203.4z'%20fill='black'%20fill-opacity='0.15'/%3E%3Ccircle%20cx='7.6'%20cy='11.6'%20r='1.1'%20fill='black'%20stroke='none'/%3E%3Ccircle%20cx='10.2'%20cy='7.6'%20r='1.1'%20fill='black'%20stroke='none'/%3E%3Ccircle%20cx='14.8'%20cy='7.6'%20r='1.1'%20fill='black'%20stroke='none'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="spindle"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Ccircle%20cx='8'%20cy='8'%20r='4.2'%20fill='black'%20fill-opacity='0.2'/%3E%3Ccircle%20cx='8'%20cy='8'%20r='1.4'/%3E%3Cpath%20d='M11%2011l9%209M16%2016l2.4-2.4M18.4%2018.4l1.8-1.8'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="ooc"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cpath%20d='M4%205.5A1.5%201.5%200%200%201%205.5%204h13A1.5%201.5%200%200%201%2020%205.5v9a1.5%201.5%200%200%201-1.5%201.5H11l-4.6%204v-4H5.5A1.5%201.5%200%200%201%204%2014.5z'%20fill='black'%20fill-opacity='0.15'/%3E%3Cpath%20d='M8.4%208.6h7.2M8.4%2011.8h4.4'%20stroke-width='1.2'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] button[data-tab-id="feedback"] { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cpath%20d='M4%205.5A1.5%201.5%200%200%201%205.5%204h13A1.5%201.5%200%200%201%2020%205.5v9a1.5%201.5%200%200%201-1.5%201.5H11l-4.6%204v-4H5.5A1.5%201.5%200%200%201%204%2014.5z'%20fill='black'%20fill-opacity='0.15'/%3E%3Cpath%20d='M10%2012.2L8%2010.2l2-2M8%2010.2h6.4'%20stroke-width='1.2'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] [class*="_sidebarBottom_"] > button:last-of-type { --ico: url("data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%2024%2024'%20fill='none'%20stroke='black'%20stroke-width='1.5'%20stroke-linecap='round'%20stroke-linejoin='round'%3E%3Cpath%20d='M18.40%2012.00L21.20%2012.00'%20stroke-width='3'/%3E%3Cpath%20d='M16.53%2016.53L18.51%2018.51'%20stroke-width='3'/%3E%3Cpath%20d='M12.00%2018.40L12.00%2021.20'%20stroke-width='3'/%3E%3Cpath%20d='M7.47%2016.53L5.49%2018.51'%20stroke-width='3'/%3E%3Cpath%20d='M5.60%2012.00L2.80%2012.00'%20stroke-width='3'/%3E%3Cpath%20d='M7.47%207.47L5.49%205.49'%20stroke-width='3'/%3E%3Cpath%20d='M12.00%205.60L12.00%202.80'%20stroke-width='3'/%3E%3Cpath%20d='M16.53%207.47L18.51%205.49'%20stroke-width='3'/%3E%3Ccircle%20cx='12'%20cy='12'%20r='6.2'%20fill='black'%20fill-opacity='0.3'/%3E%3Ccircle%20cx='12'%20cy='12'%20r='2.4'/%3E%3C/svg%3E"); }
html body [data-spindle-mount="sidebar"] [class*="_sidebarBottom_"] > button:last-of-type > svg:first-child { display: none !important; }

/* ═══════════ v31b: collection rail tucked under the heading, small corner studs, (frame is carved walnut above) ═══════════ */
[data-component="LandingPageChats"]::before {
  transform: translateY(-27px);
  background:
    var(--spec-green) left 3% top 40px / 88px auto no-repeat,
    var(--spec-rosette) calc(50% - 134px) 0 / 19px 19px no-repeat,
    var(--spec-rosette) calc(50% + 134px) 0 / 19px 19px no-repeat,
    linear-gradient(180deg, #f6dc9c, #c99a4b 40%, #6b4710 55%, #e0b560) left 0 top 7px / calc(50% - 150px) 5px no-repeat,
    linear-gradient(180deg, #f6dc9c, #c99a4b 40%, #6b4710 55%, #e0b560) right 0 top 7px / calc(50% - 150px) 5px no-repeat;
}
/* the rosette pin sat on top of panel / dialog titles: it is now a small stud in the very corner */
html body [class*="_modal_"]::before,
html body [class*="_drawer_"]:has([data-spindle-mount="sidebar"]) > [class*="_panel_"]::before {
  width: 12px !important; height: 12px !important; top: 2px !important; left: 2px !important;
}

/* ═══════════ v31c: swaying lanterns + dust that stays in the background ═══════════
   the lanterns and their chains now live in the two lamp layers (#root::before / ::after), which hang from the top edge and
   rock a fraction of a degree, one pair out of step with the other. Skewing from the top is a pendulum for small angles. */
@keyframes spec-sway-a { from { transform: skewX(-.55deg); } to { transform: skewX(.55deg); } }
@keyframes spec-sway-b { from { transform: skewX(.5deg); } to { transform: skewX(-.5deg); } }
/* a gentler breath, so the lantern art itself doesn't fade in and out with the glow */
@keyframes spec-lamp-a { 0%, 100% { opacity: .96; } 28% { opacity: 1; } 56% { opacity: .93; } 80% { opacity: .985; } }
@keyframes spec-lamp-b { 0%, 100% { opacity: .95; } 35% { opacity: 1; } 62% { opacity: .93; } 84% { opacity: .98; } }
/* dust motes: now drawn on the app shell's own layer, above the wall / frame / dimming layer but under every piece of UI (see sway.retarget_motes) */

/* ═══════════ v31d: big text editors (Expanded Text Editor) ═══════════
   the editor paints its visible text in a <pre> and lays a transparent <textarea> on top just for typing; the blanket
   textarea { background } rule above covered the <pre>, so the text vanished. The overlay textarea stays see-through. */
html body textarea[class*="_textareaHighlighted_"] {
  background: transparent !important; background-color: transparent !important; border: 0 !important; border-radius: 0 !important;
  box-shadow: none !important; outline: none !important; color: transparent !important; -webkit-text-fill-color: transparent;
  caret-color: #F2E4CE !important;
}
html body textarea[class*="_textareaHighlighted_"]::placeholder { -webkit-text-fill-color: #BFA183; color: #BFA183; }
html body [class*="_highlightPre_"] { color: #F2E4CE; }

/* ═══════════ v31e: keep the interface inside the carved frame ═══════════
   the frame is a 30px border; the app shell is padded by the same amount so the top bar, message bar and panels sit inside it
   instead of running over the wood. */
html body [data-app-root] {
  padding-top: calc(var(--app-interactive-safe-top, env(safe-area-inset-top, 0px)) + var(--spindle-dock-top, 0px) + 30px) !important;
  padding-right: calc(var(--spindle-dock-right, 0px) + 30px) !important;
  padding-bottom: calc(env(safe-area-inset-bottom, 0px) + var(--spindle-dock-bottom, 0px) + 30px) !important;
  padding-left: calc(var(--spindle-dock-left, 0px) + 30px) !important;
}

/* ═══════════ v31f: top bar and message bar as centered strips ═══════════
   they used to run edge to edge; now both are one strip wide, centred between the inner lantern pillars (never over the lanterns).
   Widen or narrow them with --bar-w. */
:root { --bar-w: min(100%, max(520px, calc(100vw - 2 * (var(--pl2) + 140px)))); }
@media (max-width: 1040px) { :root { --bar-w: 100%; } }
html body [class*="_chatToolbar_"][class*="_chatToolbar_"], html body [data-spindle-mount="chat_top_dock"][data-spindle-mount="chat_top_dock"] {
  width: min(var(--bar-w), 100%) !important; align-self: center !important; margin-top: 6px !important; box-sizing: border-box !important;
  box-shadow: inset 0 -1px 0 #0a0502, 0 5px 14px #000b, 0 0 0 1px #0e0602 !important;
}
html body [data-component="InputArea"] {
  left: 0 !important; right: 0 !important; margin-left: auto !important; margin-right: auto !important;
  width: min(var(--bar-w), calc(100% - 24px)) !important; box-sizing: border-box !important;
}

/* Moth & Timber: bubble messages are styled from the Global CSS (--lm-* variables). Add personal tweaks below. */