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    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 90.4.a.b
    source_level: 90
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 13
    target_is_minimal: false
    target_label: 450.4.a.m
    target_level: 450
    twist_class_label: 90.4.a.b
    twist_class_level: 90
    twisting_char_label: 5.b
    twisting_char_orbit: 2
    weight: 4
  - conductor: 15
    degree: 2
    id: 78308
    multiplicity: 2
    order: 4
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 90.4.a.b
    source_level: 90
    target_char_orbit: 3
    target_dim: 2
    target_hecke_orbit: 6
    target_is_minimal: false
    target_label: 450.4.c.f
    target_level: 450
    twist_class_label: 90.4.a.b
    twist_class_level: 90
    twisting_char_label: 15.e
    twisting_char_orbit: 5
    weight: 4
  - conductor: 5
    degree: 2
    id: 78309
    multiplicity: 2
    order: 4
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 90.4.a.b
    source_level: 90
    target_char_orbit: 3
    target_dim: 2
    target_hecke_orbit: 7
    target_is_minimal: false
    target_label: 450.4.c.g
    target_level: 450
    twist_class_label: 90.4.a.b
    twist_class_level: 90
    twisting_char_label: 5.c
    twisting_char_orbit: 3
    weight: 4
  - conductor: 4
    degree: 1
    id: 78310
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 90.4.a.b
    source_level: 90
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 5
    target_is_minimal: false
    target_label: 720.4.a.e
    target_level: 720
    twist_class_label: 90.4.a.b
    twist_class_level: 90
    twisting_char_label: 4.b
    twisting_char_orbit: 2
    weight: 4
  - conductor: 12
    degree: 1
    id: 78311
    multiplicity: 1
    order: 2
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 90.4.a.b
    source_level: 90
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 20
    target_is_minimal: false
    target_label: 720.4.a.t
    target_level: 720
    twist_class_label: 90.4.a.b
    twist_class_level: 90
    twisting_char_label: 12.b
    twisting_char_orbit: 2
    weight: 4
  - conductor: 9
    degree: 2
    id: 78312
    multiplicity: 2
    order: 6
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 90.4.a.b
    source_level: 90
    target_char_orbit: 5
    target_dim: 2
    target_hecke_orbit: 1
    target_is_minimal: false
    target_label: 810.4.e.a
    target_level: 810
    twist_class_label: 90.4.a.b
    twist_class_level: 90
    twisting_char_label: 9.d
    twisting_char_orbit: 4
    weight: 4
  - conductor: 9
    degree: 2
    id: 78313
    multiplicity: 2
    order: 3
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 2
    source_is_minimal: true
    source_label: 90.4.a.b
    source_level: 90
    target_char_orbit: 5
    target_dim: 2
    target_hecke_orbit: 21
    target_is_minimal: false
    target_label: 810.4.e.u
    target_level: 810
    twist_class_label: 90.4.a.b
    twist_class_level: 90
    twisting_char_label: 9.c
    twisting_char_orbit: 3
    weight: 4
- - charpoly_factorization:
    - - - 2
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270450
    p: 2
  - charpoly_factorization:
    - - - 0
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270451
    p: 3
  - charpoly_factorization:
    - - - 5
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270452
    p: 5
  - charpoly_factorization:
    - - - -14
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270453
    p: 7
  - charpoly_factorization:
    - - - -6
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270454
    p: 11
  - charpoly_factorization:
    - - - -68
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270455
    p: 13
  - charpoly_factorization:
    - - - -78
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270456
    p: 17
  - charpoly_factorization:
    - - - -44
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270457
    p: 19
  - charpoly_factorization:
    - - - -120
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270458
    p: 23
  - charpoly_factorization:
    - - - -126
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270459
    p: 29
  - charpoly_factorization:
    - - - 244
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270460
    p: 31
  - charpoly_factorization:
    - - - 304
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270461
    p: 37
  - charpoly_factorization:
    - - - 480
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270462
    p: 41
  - charpoly_factorization:
    - - - -104
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270463
    p: 43
  - charpoly_factorization:
    - - - -600
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270464
    p: 47
  - charpoly_factorization:
    - - - 258
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270465
    p: 53
  - charpoly_factorization:
    - - - -534
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270466
    p: 59
  - charpoly_factorization:
    - - - -362
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270467
    p: 61
  - charpoly_factorization:
    - - - 268
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270468
    p: 67
  - charpoly_factorization:
    - - - 972
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270469
    p: 71
  - charpoly_factorization:
    - - - -470
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270470
    p: 73
  - charpoly_factorization:
    - - - -1244
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270471
    p: 79
  - charpoly_factorization:
    - - - -396
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270472
    p: 83
  - charpoly_factorization:
    - - - 972
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270473
    p: 89
  - charpoly_factorization:
    - - - 46
        - 1
      - 1
    hecke_orbit_code: 4503599694479450
    id: 270474
    p: 97
- - char_orbit_index: 1
    hecke_orbit: 2
    id: 16373
    label: 90.4.a.b
    level: 90
    portrait: 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fnIdAe2hgu2xrS7SdcWHQYb7hcsjVm5+Ye9VqAkIYwFLT7VRbaHuM1gStdLsx7HDsvODUbc2Ypxq/2ee1NPb7zFvBliyOnm5yZU1zMmHvRcGzBcOOVC/ybd6ywtTXOyQsTXFyoMr/istS257E/TBgECZ1uTDeuYPwJvXffjj+dGG/8TBBGnV/7lz/0UkPir/T4Gw3wfq/LxYWIelW+6/zsoTv+8M8/KBvO8h3/+K4Lzrm5HcwtjbHS9Wj3HNo9SbsLy52ElU7EUjthdgWOLQqmp1f5tz+6xM2X1jg7N8GF+ToXFh3mlgyzizHnFhLmuzGtiSF3Xt3j1svAk1V85TO3XOHiosPssqAfQBxrKp6mXkkYH4vRwOnZmE4Pdm12qVcDjBEgPHoDzc6ZgKVVB4yVIqs9CGIwGJbbIds2uXQHCqEMQgc0Ky47twxZ7QtOX3BItMNkU9KoCHwX4ljQDySzy5KLS4a5lRjfH4Ibc9sVPe64UjDdrLK00uTsnM+FRZhbjJlbjjm/DMeXDDdesci/+9EVZlpjnJ6dYG6xAPdyR9PpxnQGCd2+ZrVnOL0iOT/X4Tf+6TDePFl/cN/+H36m3179+9fd9GajdaLHxhovNVRe8PE3Nsj8gw9/nFq9wcry0js/+4Wv/JM/+szD/qPHwffgdTdIrtq5CkaiVA1H+kjhIFAYY8MKYwCTIDCcWGrxbz8keOdPzHH9npBGdYJ6tUGz5tOoubSairklxeyKw5ceqPDZ+2Mu3dHnsktillcGXL4j4AffqIlihcDwlw9WmG9XqCYBpy4qer0G1+xLmO/EHDrisn+H5OgFuO0AtLsQagffCZmqw/Pnq9SqEb6KGWsIVrtwy+Vdjp/z2b9Lc/JCwLPH7b/n7hhyfM4w1ghY7oR8+ks1jFAkScIrr+tz+/WG2VWX6/cO2bvVJY6a9AdVDp2oMLsoWFhJmF+JmVvWnFkWzPVCrtu/xC/9cI/p5jinL44zu1RhcdVluSNYScHd7iW0U3DPdhVz7Zgbr+xy5+VLTs2feNn8xU/dGLm3vyYIBh+bmpr8xcce+HNuvP17XmrIbPj4G8ngTz3yCa65aZv60EeO/VJndelfHz12Sj13osfpJcmZtmHfjgV+/acXuGZPjdmlcZbbNZY7Pqsdh+WuY22wdsJKJ2a5G7PYhrMrAqc65PYrl/n+V4Ts2VRntddkfrnKwrLHYluw3NYstTUrXU1noOkEhv4wZrIZsXOzBgS+azg37yKkz65Nij1bDVs39ZlbCXjqaIMbLjXUqiscPDZBox4Shi6T45rBEC7fOeQjX2lxYEdMEBimxiRRMqBR8Xn21JCqW+e6/TFPnwiZW/LYNumzZwvsnAlRKuLcIniuQQjDrs0x4w1Jd+DT67t0+i7LHcXyKiy1NcvthMV2wmwbloYJO7f1+P5XLnL7ZQ4Vt8nFxSaLKxUWVx2WOoLVtma1F9HuJqz2DCt9mO9KLqxqbtg/x7t+aplLZhrMLo9z6kKDUxfHmJjakmzfNvXO//LJbf/uzbcuJj/14297qaGz7vE3CuCz555lrFGpPvjEmZ3tpaNv76wu/vtnD8+y3NE5E11oS062NdfsnufXfnqJqy+pMb/cYmm1xmrXZ6XrstJxWOlAu6tZ7casdGOWO4a5tuBCz4DocdfL2rzpZs0lWyqEYY2VdoXVnke7q1jpCbp9wTAwhLEhSUBJg+9C1Te0moZNExGOO+T4xZBnjvnouM4bbwlx3FUeOzTG7i3wuYdjXnaVz3x7QMVRxEnExDjEkYvjxiwt1bjz+g6fe6DBni3w6NEAlxpvuFkTiwHPHE84ea6CIz02jzuM1wVVX+B5AiUg1hBGhmEI3b5htaetrOhrlnqGQZKwa3ufN93a5q47QtANllbHmF+ustR2We44rLRhtZvQ7sWs9hLaKbjnuoq5dsL1l87x7p9Z4LIdDS4ujjO/3ODiYpWLCw4XFyO8yjS7dk7/P3fefs2fxWrXGR0PBjdee+lLDaX88TcG4E8ffA6nstlL+od//Pnnj773wYcPiVYtlp0+rHYjVjoJS52E5a7gYldypp1ww755fvUnlrh+X4WFVQvyla5Pu+ux0nVY7QraXUO7l7DajWn3NCs9w3xXcLGtGW/1ed2NXW67LGbXZkWz6tLpVvBdCSjCWKK1QBvoDwGhGW8MOXreoE3IPY/WCfpV9m3zuP3qPpFe5b7HW1x3qcvR2R7tlSa3Xt3nS4/5bJ4wHDpt+Pvf3eHQKZ/NE5IvPq64/XLFcr/DibMTXLc/5L5nBsRBjduu8Ni7Y8gg7nH3YwoSwfFzDs2agyOgP5BoI0i0IYoBqXE8TbtnqDcidmwJuOPyPq+7IWayXmFueYyl1SorHXtuVjqCdg/a3ZhOL2a1p2n3NSt9wWxXstBNuOXAPP/+Jxe4aneNueVxllbrLLUrLK56LK9Kljv22uzZ7uode681u3bv/9lbb9r3gbmLC+HM1steakgBf0MAbkwoh8P+W/7wjz69z5jgV08efdSVoo5BEiea/iCm208sUPuG1b5gtqc4txpz62XzvOsnF7lhr8tqt8XCSp3VXoV212O159DuKtp96PYMnX5Mp5fQG2jafcNCT7DQgygJuObSATMTCb2+4TtuDdg9o4kTiSMNYQT3PlXhzHyFLeMxB49XQNe4bLvi+gMav9LnsaN9FhbrXLm7TrO1wgNPu9x0aYWl/iorK01mZgwPH1L88Kt7PHLIYfsml8Vem5XlCa6/vM8DBxMmqi2u3Ndjvt3m4edaVJ06Nx4w7N85BNnjqZOCTRMRcwsR9z3lMowUUkKiDbu3hLzu1pBuT7F1XHP9pRCGNSvf2j6rPZdOX9HuSTo96PQTOr2Ebj+h09es9g3LA8mFjmB1EHL7/gX+3U+ucMO+CrNLLZY7NVY7FVa7LitdG9T3hpDEEMUJRg54w6tujSp+5V9edu2bjnle9dNjDVe/1Nh6yYPM5dUeSyuDH71w6qHfnD1/fOLU2SVqlRrjTUmi7R3oKIHnCKq+JNEaow2GBCkUjx7dzL/6fZfvvn2ZH3z1Enu2BcwuNal4Vaq+R813qVcdulVJY+AyVnfoDxN6g4TNgWYQGLpDn+WFCufOGsJYc342xvcNIPCUwZGC/kAhcIn7DtfuFuzdati5rU+QdPn8I4rDx8Z5/Q0+11++wgc/b/BEjd3b+jz9gGJbSzHV7FNRVcLIZb4L9YrD9s2CJw+HXL+/yiuuW+QPPjPAcxu89haD6/f58sMhn3uoznMnq1yytcbuLQnT4yF7piKu2p2glMZRBjDUfJ/plk8YuXT7HgePuvSGDv2BojeU9AbQGxp6fXvs3UFCb2DoDAztASz0FbMrhlqzzc/dtcDfui3kmj01LiyO0e5W6fQ8ugOHfmDr4RMNGNAGhJCM16scevYZV3mTv7kSPrb8ulfc+E903P8D6dT+zwV4tzdACPGT99//4LsefegrE8PekC1TLo6SCAG2DEKgtcT3DNoYtBYYA0IYlNC4UnLw2BRPPl/j+Qvz3HVHjzuuGNJqNFlu16h3KjQHHr2+Qze92IOhQz9wGAaGYagJI0MUGeLEPsPYw2iQSuA6goonaDUE4w2YmdJs39xnarzNFx6Drz3hIvUYr7/B5drLutz/XEQ4bHL7tYL2YMD8Up3b9mumWn2qjs8wVix0IpQWXLvfodYIePxIhZdfP8at13R5/IgCM8YNV3j8xHcu86UnQ774SJ1DZyrsnFbMTFQZb9QYa0DVB9cxKGmBduikIEkEUSwIYwgi7DEGCYNAMww0/aGmH2h6A+gEsNCTLHRhqIe85rpl3nJHmx96rSaKxri4WKfTq9Dte3T6Lr2BYjCUBKEgjCCKIU40xsByR9LuQRjNMb/ylYnpJv+/G2683QmHg9/zKtX/8wBuzCIQ/sSx5x5818nDX98URyHjYy5CWIvPGEg0RLFAMFq+KYTNIippcGRC1ZEs9Kv86Ve285UnOrzsqlXe8ZpVrtrTY7JVY2m1Rnfg0x+4KbCVfYaCIJJEsSCO7VJva7fSf9uBige1qmaiEbFtU5+YHkfPR/zpfRVOnK3T8qvcdIXDbVd3ePj5Nvc82OSWSyvs3NLnI18RKOHTbESs9gK0ASVgutmn0/XQcZW3vGyeP/lcjb1zFd50S58wWuK+ZyaJkgo3X7GJN93U4dIdbb78eJ+nz9Z46qTH9gnJRFNQ8wWea29CKexNrw1obYji9GaNDEFkb+RhCIMQukPBSiBY7oJwhlx7YJV3vG6VO69ImGpUWWnXWO3W6A08ugOX3sCCuzcU9IeCQQDD0JJCFGsSbS+YQSCEYGl+hT/7xD2bjp+P3vWyO19mjp1p//6+nS9NJ9H/coD/xZ9/iOuuu8izT/3xj80vDX/Vj05M7ZjW1P0qQaSJE0GSGMtEiZUnSgqEUAgBUoAUIl2eNa4yeI6m4giWh4rl9jgfvbfOQwd73H7NKu947SrX7W0zmVSJY5/+sEJv4DIIHMJIEcWSOJEkWqCNQGCQwuB7mlolxvdCPDfg/FLAZx6VHDvncfLcOEr77N3icfkexQ2XdVD+As8cb7CtVePKS2BmeoXlTpOrtklibfjCIz5BX9Kqx7zh5iGfvi/izGyDA/tcLq4OefaEy47N41yzZ4H7n+7ywLOCIPS4bM8El+3wuWx7l+MXlzl2Hh45XOPoiTo1R+A7krpvqLggpZV0lhwMcQJhDGEi6AWCzlDQiSDUMdoMufHSDu94XYeXXZWwZcJnMBxjqV2h2/fpDe2q1xs6DAJJfygZDAWD0II7CBOiSOc3UpIYEm0/NwgN86tLPH3unk3t4eFfdfDj937oP31wUk3xgz/0vzYD+r8U4P/21z/MW+86y6c/uf2HHnzuyG/v3/pw69XXuHhiE64r6A8dwlARxnaZjWJJGIPrCJQCpZQFvNI4KsFVAtfReK6h4hqqfkKrIugGLqudcT7+tSZfeWrI5vE+b39lm8t2DBkOely5x7BjRhFELkmiSLTEZOCWGtdJOD1nODkrWB1oPnV/jfOL45jQZbyi2DrpsGvG4ZJtcOXeDlou8r5P11leHuOWyxyu3Nvmy08JROyyaVxSr8X0Iw9ppE1OOR7toWBuWXCFqfHKG7p84/EqW6c8brlygr/znYt84HNdHjlSpzd0WVptsGdrlQNb+ty8v8v3vLzLheVlPnW/z1Lf5/RFl/PnPVwlkFIiEGhjARdpQxJrxicjrr6iTxBEXLYj4G2vDNg0ppho+ERRhYsLFXoDj0Hg0h869IeKQWAlySAUDALBMIBhqAnChDBKpV2crRba3kyRYRDCYk9x+sIq9eqxqR98zf7frslrox/86eSPzjz3fnZe8Xf+9wL4Us/guihX6E2/+d4PvWJl9ejvbm89XnvZVT3q1QbD+gADeI7HMFSEkSSIFGFkcCOBqyRKCRwlCLL3jsB1LRg9R+O7hkpkqHmGsUrCeFXQDyXdsM7Jc3Xe80cToGNEHHPD1X32zITEMWijMcYmcaQQSCVwXI8jZzwOHatQrzg0PMlUTTA9Kdk04bB1WrFrS8KBXaskYon/+Ikmp8+0uGW/y2W7EwZxlwef8WlVXSbHDK1GSK1qpZDWkvZQsdwzLLUT2r0qd165yqOH+hw+o2g1K9x8RYufessS//mT8PixOr2BYbXrMLfcZGaqxqbxIbsmh/zz7+vTrLV5+iQcOStxXYNSBiHSCDCVenEMu2cSbr8qJolcotjHmBrD0GV20YJ6EDgMQ5XLt0EoGAbSAjuEIDQMw4Qg0oRp3BJGNk8QRYYwMQSR1f3dQLA0lHRDyQMHHWruodb3vEr97qNfuCS+9p+97qMf+tOPmB/5/h/+3wfgyXAOkdS2djpnH983c6T5218+4UsH7rwuYcvUkLF6DyEMrpPgBy5B6BCEmiADemhwHIGnJJ5jNafnKjxX4rkSP0oIQkM10ukFMDRjCCJNEEMYC4aRJEh8oqTC4WN1njoMiTFYaFtt7ErwlK35aPhw5RZoVmGsLhlvKCZbDpsmYOdMwJbpVSKzzH/8xBjHT4xx/SWKS7ZL9m5f4avPxswtjXHDHsl4U1PxBvjSxyhBnEiEMcRJyEqvwtySy/WXVbl2f5f7H6+weVxQqzS4fr/m5+5a4rc/qXn2fIPVnma1q1hYcZhq1RlvVhlvjtGsRUzXI3ZdH+K7Ma4To1SCFDaYMGmQHkWK+QWHKFZEsSKMVEoiiiCU9lyHkmFog8hhJAhSYAehJox0/prp+jBONX4W0MaCQShYCSVLQ0MShkxWQ374DUsEw6drH/uy88Gffd3n9OMXtnziF37jA8m7/+mPf/sD/B+960/557/1uLpk07k7904dbF6cfcZf6o/z+LNj/KKX8O9+qsOBbR2U1CiZ4CmPgePiui5uqHBDTeAo3EgSugYvlHiuYBgKfFcQeIowlASetkwSJyNLZxQbooRUJ+pUJwq0Jge3EKAkOBJcF3xHUPEFNV9SrynGapLxMcGmiZhdM30a9VU+8Y2Q+56ZYHWxydU7Fbu2uFy6Y0giVvnCIzXqrsP0uKJRG/LMcWzH/Q5DP1Bcc2nE1XsNsxcTFlY8BsMab7ypy9efHnD0vKJelfhek6su0fy7H1vi3mcHfPreKZY6hl2bElbaDq2mYqzu0qi51KuGiq/xPY3vJDjKSi2ZxubGYBNWWhBrSZwI4lwCCqJIEkQilRjCgjY0KZhTcEcl1s7AnQI7iAWDCHqRpB0JVoeaJBxw/a4lfuWnFnnzbSEPPNtm4eEHKrt2XfOh739Z9LevvXLsY//ybb+TTO7+u9/eAH/t5cjV3uIPfOYb8//1Qwfbfj/ey9yqQjY1f/mARxi4fO+rOrztlR2mWjGdfgU38AmihKHr4LtOiWlUytgS30svSv5URDGEkbSaMC5svzjRJIl1FxKTOiWpWyKESB0ZK3s8R+B7koovqVcFzZqh1dBsngiYHu8Sm1U++nXJBz43yaZKhat3CnZucdm9VbNrywqfeNCwvFzhshnFeBMatYi5U5L5FR9vDwSRYHpM0mrB0ZOGlY5mdrHCpbsrvPqGLp/5WoXJBvieh5Itrtor+Ok3zePKef7y/nGeO19hcydiUytmrK5oVBW1qqTqO/ge+C44jrEgT4PyHOTYGzvRkCSCOCEFOkSJBWwUJZYUco2tCWNNGJEDO4ghTIEdxIJ+BN1Y0gmhN4xpeB2+/80LfN8re7z2OlheaXFgq+Kfv91hpXusovu13/3clyadKJ76YyzPfHsC/H0f/BSzbf1jg5XTv077bHOmWmW5L3DHoBM5dJXD3Y+5PPhcldmVRX72rg6TrZBhUKXTr+A5LoHr4oUOYeTguQo/BXsYScJYWnDHFuRZYBrHECWQJNZJ0NoGXFqbrIczBbcFeKbvXccCpOJDraJpVGNajZjp1oCp8VW+cTjkQ/dUOXKyxe4xl70zsH3GY/tmOLCzQz/u8PChJlXlMj2uaDWg1QgYH4vxPAch7M01CDyWOxGrfUO7FzO/4rFzpsGtl81zzyN9jpxvUvMjXOUhxBh7tyl+5LWL3Hhgng/d0+Dhgy2Weg6bmjGtWkytIqlWFL4r8F2J6wocJVGK1D60KDfYHlatyYEeJzp3QSwx6DRgtCUAUVzS2bF1ZYJYEESCQQy9WNKNoTfUxNGQyWqHv3fXIv/sBwdUPZ/lTp3B0GcY+gShx2Dgc/D51eZAn/+Pr33FPu/oM5/4wKVX3/XtB3BjVgD1k5/7zKfe9ciJucmplkucxFTchPZAUAsEFSlpO1U6A5df/zOPQ8eXeMvLe7zi2g6bpwO6nQqDwCfwXMLITZk8tfciWysSpUCPEwvuKE6ZKZEpU4HWEmvVpuC2ScqUucFRNmHiuYaKp6lWYhqVmPFmwJapDnPtPu/9lMsXHp1geaXOvmnBzk2CbZs8tm8S7Nk6xPFW+ZP7HE6crbN/s2S8IRmrJ0gZcH7B4DsSKcAYQRg57NrU4RESOn3FSscwt1xl//YK3/PKNh/7ssepOR/XiRDCRZs6USy5Yc8Ku36wwxce7/ORL0zw2Kk628YFU/WEeiWh4lnZ5rkS1xE4ylqqUoq8JsNgbzJtsE5LYgGfgTxOUkmXSrsoNoQJRJEgSCy4hymwezH0Q03Ui9g+3eUV16/w1pf1eMMNBmkaLC7XGAQ+g8CjP/Bo932WVj2W2g4XFy9MPjKx9Vdf9drvUafOdX5v9/bmtw/AV1Y6DAfu3/nE57/0rtNHn9mkFLiuouonhLHAGGM9balxQ4EjHDpBiz+5t8K9z7S5/kCbH3jNgDff0mZq3KM/9BkEPn7kEEUuYezkgVIcF152lAjiWJIkgkSLQmtrQa5KDLmfrpR1HVyl8VyN7yVU/ZhGNWCq1WMQDfjyM4Y//eoYDx9sMe65XLXNsGVCsnnSY+u0ZPvmkEu2rfD0qQGf+vo0Y8phekzQrAuatYh2P+FzD1ZoePaYtYFB4PCW2wM++5CtiWn3NPMrDts3NfjuO3o8fLjLoaMedT9OcwAuWtcYhlbr/8ir2+zfMs+f3NvhgedanFmpMtMUjFUMNU9TcTSem+UQ7I0sS5lhsOC22rxY4eIU6JYgIEoEUSJyL30YC/qJoJsG8FEQUqv2efvrV/iB13a44dKE6XGPXr/KaqfCMPRT29GjN3Dp9q39GCeSKIZzZx7fFKyMv2vHJa/X/V7n/bX6tx7k31KAn72wyvYtq5DEP3rkuYd+7cjT908uLvUZq/uAwXNt2jvRBoO94ErYWg9PSjpOlXMdjwsP1XjomR4fv7rL217d5w23D5lseQSBTxh5hLFLFBWOQJwo4lgSa0mSFADXJmVuXdSUCZF+rrR1HI6j8dwE34uo+iGN6oCEAV96XPJHX2lx8OQYIvLZPW7Y0jJMtRTTEx4zU5Kt0xE7ZzqcXejyO5+uEwdVtm8XtBoOzTo0axHCDekM6rQaBiFsmUEUSyZ8RaxjupFHt5+w0lGcX6hyxSUNfua7VvnVP/Y5vVDHUVF6YzjEcYVhKJmZ9LlhX4erL+nx7Onz/OlXq9zzWIsL7Sp1X9HwoO4aPMfgKnCkTecLMVpdpwGj7U2XaEFisIk2bcEdJhbYg0QwSCBIIIpj645U+rzxNau8/TVd7rwqZqziEkYNllcrDEOPIPAYhm5uQfaHDoOhrWMxQKPmEodD/uIvv7Fp94HKr73sjlviBx8794e3Xt9AyG/dTJZvKcCHwwFnzo+/9cTRh//z3Om7m5vHQnRcIQytNFBp0VTs2kQEGJuVlAZHanwl6ClFN24yH1T4y4fr3Hewx81f7PEPvrfL5Ts7bGopmtLJgR6nbB4nKgW3JNESbWSa8hd5+t0yt0Ypg6M0jhPjezGuCukMIhY6Ef/hExVOzo/z+KEWRntMVgWbpgxTY4LJpmKy5bJ5UjIzGbNtus9ka4UvPKF57LkWV28XjDckjZqkWdPUqyHCDfB9B0eRlyEkiWQQOAyGEbEWdAeabs+w3HGZXWpy24Eet16xyp98sUJ1WeHIyALSOMSJRxhJBoHLVKvCjXt73LivxyOvuMDpBcmH7mkxv1rj3JKPpyR1V+BlMkzawDMn8kyqYJk8NoJYQ6StHBkmECbGlgzGEUoFbBkfcPWuPv/gezvcdHlCs+ISxQ3aXZ9h6FkpGboMQyd9tQmjIE3gxYnIsdDp+xw+2eG5k3dP7toq/vOtt9yyEvT7n/pWYvJbBnATPQbOjLr7cx/eN3v+eFMkfZSq4Hu2KEdKm3J3XYGfFUxhu1MykHsKqspQiwU9x6UfuyyFNe55bIxvPDegXgn4229ss2MyZtfWAbdd2cURikbNQQgrV2xW0tZKG1NibgxCGpRICCKDIQYZ8+xJyaOHHT7zcINnzzQI4xoNRzFdNUzUDeM1Y33wpsPEmMNkSzAzEbN1esCW6RXuOxjwvs9sYkvLYboJzbqiWRc0ajFVP+AbzyuGoYNbt6AyRhDGkoqjuG7/gIeeadnCp0HCasdlcdVnbnGcn3nTHOcWl3joyWlcCYgIDcSxk4JI0hs4jDcqtJp1bt3f5xVX9/nBVy1w+Kzmsw9XePhwledP1ImFQxAo+pFCCYkQYk3gmeYEjCbWBqM1rkgY80IqRNx6fY89W4Zsn4p4xxsCqp6iXnEJwjrtrksQeUTp97JulzUFglAxTN2vII2VbExkn2GkkVIwv9Dmzz/19ebhYwv73vGD368+e//h5M13fmvqyb8lAH/q6UMcOrHbC/r3/7hy2r+OOImUdeLYauDMa5ZpXYnr2CaCLBUhhcl9aE9ige4YBrFgmCgGSY1BUqHbTfi1PxnHxBGbp4dcsXPI5FjM2149YOemkCgSqd6WUGJuUv0ppUZIwcfvrfL08TrCcTh9ocb5uRqVqmLMF7TqhmZF06xAoyoYqymaDcV4w2GyBVOtmM2TQ7Zt6pCYVT7+9SaDXp1LtxuaNUWjJmlUNY1KjOuGfOGhCkFf4m4CmYIpiiX1quKNNw/42hOaXiDpDRI6fYfVrsPsUo3L9zR428s6PP5sjdPLDZTUQJTqZZcosaAZhpLe0KHd82hUa9SrAZdvH3LLgSFn59ucuriK4yY8dcLhY1+tIZSy4F47f9BoQIMxRGHCrs0xb3/1gKlmwoFdhs2TkMQuQdgkih1WOi5RnMlEJwV4kUSyiSRps9Khdbni2FY7ZtdFCnCUdX2OnDnLtr3bf/2xJx/uv+mWyz5w+sShcNcll//NAHi/fYZmfX7/0efPvvd9f/KMDI3HbZcJJuo2TWzZugB3WTZIQEqDUuAoQ6TATcBPoOrYJTJMBKEWDBOXwHOJDSz0mnz1aY0h4S8ejhAisRfJaLJ/3JBaZCIr1pJIpYgjB6kdXEfS8GHPtKHuamq+puZDzRfUq5JGVdGsOYw1JONNmByLmR4P2DrdJWGF//DnFe5/ZhN7J2G8lrJ3TdKoxtSqIfXagGq1hq8kSqYaHMteUeQyHAgGQUI3UPSGmu5A25a5use5uTHuvCLg575vjt/8mMOZVR8hNMZE6MQQxS5hJBkGttKvMXCoVzxq1Qo1v0bFj2hUQ264NMRzI266NOYdr+njqDhNAmmEMKOiPJV0WkuEkPiuAmwqf2lZ2bqdJI150mcUK6JEpsG+DfgzZytKbdy8YjOx1qQxWZ2/pF4T7Noac9MVA/qDh+SZ47X3LswHX9fx8OC3Apv/wwD/F7/2MT7wVVXdPXbwrm3+EfHq6ypcWBAMB5I2qe6k7FwIHL1GF8dZJtEGRVEWyWvSiN4Qa0GsTa4RI18SaUmiHSLtk6S2V/mRZykFOELYTKWCStVQcQwVleC74DtQ8QxVX1D1JLWqpFZxLMDrglZDM9GMmWwFbJrosXXTEu/7jOYj92xmR0sx1dA064pGTVGvQa2a0KhGXFzSHL/oU/Fs+S1klX6CYeiwZ0YzMzWkM/QYDE3K4pLVrkOjWqFRa/GO18xz4uIsv/upbTjSwaBJdEKsDVFsZcAgVLbiryKpDR2qvkvVT2h3bYzhuQmuk+C6CY60jRJS2nS+SJ+2dEUAIgW5oK3TKkut8tgmyQN561xlTwtyaRNHicwt2yjNU0Sp/s5WbiFAOYIxV+K5dZ47UePMxYhu9LD4ke+evevVb9p+fPnM+wcTO//HCrP+hwH+j/+W8g6fuvgL7//k7C+0J2flK69uoU2L/tAGkZn3nCVUMGAcUZINaRYx9V8TDW4K8ETbht84LcNMDOhEkKSVctbLFXmgVNbckJXW2sDKkRpH2lXCVaSViMb6xo6g4ksqnqTqK6oVRaMqadQMY/WEViNmohkwNd5n5+YlHn4+4E/u3cp4xWdzQ9OsCQvuqqRe0dQrMY1awMNH4KnDNfZNm1T3FmnzQaC46YDh0p0DHjnYoh8YBsOE3sBJQe5Sq1SpVlp8/8uXeer5eR46NANGoXViy2FjQxyZvJ5kEDjUhoZqRVHxNL7n4nsJvqNxnATXsSXGSmm7BYu08hBhEBR6rgjORXp+Lasn2koMra1TFWtRArpIS50zu1YUrzHp39O8RApymbpK3T4MhpqDJwPuvGFRyqT6S3/44S3ecm/mnUD4kgH8zFxf9oeDX3n4qQ/+k5WLF73+apWZMQtSKQvA2TJUyw4oQMgUeNaHVknaua6LWvBEZ/XFRdZNa9vVk5jC3jLGFB43oytulqrOEjpKphlLZUtwbdGWzf75nqLiK6q+oFYVNKqGZi1hrB7TagRMjg3YOr3CQ0cG/MofbObMuRaXTGlaNWhWFfWqol6BeiWhWonw3CHtoUFJhauy47ePRIvUC/ZoViP6saYf2P15+sOEbl/SripqXZ+K32D3TMS/+/E2v/xByYOHNmNQaKNJEk2cxGkqXVnHwpdUA0XFs11QvqfwHY3rWr/fUcYCXFmAq1SmCGHWNejqVEpqIzB5XsECvpxryN5bgIsczPZnazkmqbeeXc+sqSW7fkoJDuyWXL2nxoXzq16jcf5fvv3HXu3+w59Z/X+EaP210/l/bYAbM4/WnXd++OP3/KO/+PLJyuaGwsHh8AmHVjPJ284AJAIhbe+eEAahLbilNCTaoKQhUQZHm5QhTHoybZYtSbtUsg53bconKP0+JYBn7W75CiEsuK3OJ03LC1zH1rR4rqLi25EMVd9Qr2gatYRmLWKsETLRHLB1epWHDvf55Q9MceTMBLsmrMPSqErqNWnZu2qoVRJqlYgoCfnwFxtIpXClQYnCJtRGpKzn8iOvX+Hux0K6oU8/BXhvoOj2FG3foeL5+G6TAzti/v1PLPFvPiB44OBmtLH9qXGiiWJbaBaEmqBiy119X1BxBb5nM5ueY/KMraM0UtnAXgqDyF7LDGEykJMzenH+0/dp4VpW21J+b8FsgZ2twhlRGVMkmrKPrFYk2zdXiSIPz9FsHTtcefLJL/zjqe1/Sxw92/5Xl+7463UE/bUBfujQGYw2tz716NPVqVpMo6ao+hLXlSP6OksuZBdWS4HUhkQYpDEobdCq6AjRjgW9TkzKHBlji/zE6JSyy8ydPXLHRoCQdn6ILLG342R1J/a7+ikIKr6deVLzE+pVC+5mPaTVHDDdavPw4T6/8v4Jnj09xfZxwWS9JE0qDvWKrV+pVmKqfojrBpxfGsdVAiV1assVQWaSBmZbxg1xHNGJKgwCwzDQDIYJ3aGk2ldUPBfPreA6Y1y2Pebf/50FfvH34aHnNpFoO3UgSgxRnKRMrgl8TSWUDD2VSzDXBdexEs3WqRgcaQN8SwQmL8xag/HcFNAZ0LMMqBGluhaRsrPISyTKq29RC1TcNFBINyEgCCXLbUGtojlz0Wd44Uj12uqJW/kf2HHirwXw//T+z/DJ+8LaleN3e5tbMWZnhSixQHIdNZoiLpVsKlLdrEXaKFuwtFZZU7EFuknliM1EmkKOlBwYs8F3k6IoorKfL3JwK2lnbRfyBCou+J6mWjFUfaufa9WIZi2kVR8wNd7msaND/s3vjfPM6Wm2thTTdc1YVdCoSGoVRa0qqFbszWFT/SEPHRL0hh4VRXou7IXMmhASLYhih3pFcduVXR5+tkk/sjJlECT0B4qur/A9hed6qX5ucfkOzbt/ap6f/2/wwKFNRFoSaZ02Sxc9mIEn8T2d18xnx+yo7EkqUwoZJ9Ms70aPctKsqGUprmcG9GLFXSstC4CbjJ1I8SGtnBmG9rwMAsWFhSqLq0MeO/xp7zfffUdt/vTH+5t2fe//fIA/89wpDuzd0fr13/nY78yvnn/5eFMwDMYYDK2Wc1QhB7KTN3qSwCjy5c5okXfLl09EAehiOTPG5MxN2TFJ11YBqRQSeZGRygFudZ7rWCbzXPBcTcVLC6z8hGoqLxrVgLHGgPFGhyePBfyb3xvnqVObmGk5TNc0Y1WoVwT1qqJWVdRy9k6o+DGN2pD7nvJYbVcYHy/S5NlNqVPdGiWKTZOK11zb475Hte2iCXUJ5JKKK6m4Dq7j4ThVpNRcvsPwrp+a5+f/m+GBI5uItEOUVQAmJmdyP5J5daHnSBwnLcKSAuVk54b8++U3IevT+oZRWVgGel7TMvKaEpcxeQVjHi+VLp3UBiEFWmtMquOFgMHQsNDusXVr8PIzhy/+/vYDP/x3O6tnVputnf9zAT7sXeTw4cWf7y2f/oEP3W3YMu1zyRaD6xYnSypyaVA+UWtPUnmpy4vyy8FH+vesAm6EuUvuTPmCWD1Z1HgrVVQMOgpbn+EYXNc2Flc8TcVLqFZiapWIeiWgURsyMdbm8ecDfuG/TfHkic1sarlsqiWM1UwK7pS9K5Kqb9m/4sfU/JBYB3RDH6EkbsbguQYXae2HtdWiyKXuDW25QFhhPAP5MKHvWQb3PYnrOLhOtgGt4ardhl/9u3P8i/+qeeDwZiLtECSCMMk6bgSVyLbyea7Ac3S6esm0r9WuaColpEzSyVL8kp3XMp9kBWtlcI+QUHnlLQN7TVCZ8ZJIJasWVtfLxBJTxRe89iaPyeaQp56d/YHV+InjOol+8b8Xr/9dAD9y9AybNm3b9am/+P2r4+E8l++s4HsKIS0r5hdTFRZdKj3zs2NBLtYxwAgblDR3+b8vn+isLHBdUCkKaeTItGJQ2iYAV1lge47JqwcrbpLq5ohqJWC82Wes3uWhQzH/6n1TPHFiM9NjDtPVhLGKoZGCu1qxdmIG7qqfUPFimvWQQ6cM9z5ex5MSV+n0Ri/4UGcjMRJFrB1eeUPEvkt6HD9TZbpmu9aHoZ1n0h+mLOwoHMdFSZMmjQxX7oJ3//Qiv/jfNF9/dpphVCVIJGFsqKV13L6LBbmTrV46lSgSqZJ8hVNSlAAuRkCe1a2IjKRKIM9ZeWTVNeuBX1p5Rw0Bka8eUqekJCVKSmaXqiy3KyRmgX74yNVv/4Gf2tVrnztdH9v+rQf4hYtztMbGdj/x5KO/dexU560rqwGT4x6eY4dBemkAk2nvMuhGgpaRk5J1moyCvnxCysyd/xtkgmQDcAtjV5B0boqStrvFTZnbczSuq/Fdje/FVLyYih9SqwRMjPVZ6fb52kF49x/N8PSxKaZScLeqhkZVUK+I3Cu3zou27O1ZgFf9gDBJGA4qVJS9yWQGmOwYUhfCBpqO1fJOQBAaBpEoAVzjeQme6+C6EkcplHRzgCPgmj2Cd//dFX7tj2MeODzJhXaTYV3SSgyN2E4b8NOnm0s0k9qFlABeMHj+fdMvvYajSmRlStfI5MVbWWPF6PU0+fUvP7LqzjxmEgJHmXS2i21PHKsFuKL71mefeSS5ZO9V/3hhbvbU9OaZby3Ah51TmKhyS2/lyF2+Ps0l230cp8ySqdYsBSsbBiwjrGxG368BdikWyWFdSkfkJ8b67FlvpcmHAtmqQcvcjqPtiIm8PNaC2/dScE/0WFgZ8K4P1/jUg9Ms9saZHpNMV1JwV6zurqWBZdWX1HyTMrjV3hU/BEK+8qTHSuQx6UO5HhtRXq2sDg8jh6bv8Orr+zx0JKQb+YxFOu1i13iBrVX3HAtwSyIuQtoEDQYu2yH5zX/Q4bMPDXjn+zdzbnGcQcuh5QkasaYWgx/Z0cuesgON3CzQlCIPgrPXcqCeSz+x4aUs5Iq9c0eYOq83KoF+9C4h9eBFfj2zz1dSWxmlBJ2u4PjZ4yx0p+/qDisfHg4Hp/6quP0rAVwnXYSsX9qZ/9I/nPQe5Mq9gn4Qp541oychZ22Tff91x2TStHAhOzJwi5EgZE3mPf9XRgIhkXnq5N66Sm86R1pgO8qC23USPDfBc2MqXoTvRTSqAxynz31PJfz+55p85v5NhLrJpqZgqmJlibUAM59cpU+RMneZvSMcJ+Abz7Xohw5baia94dYyeGanSaJYUXEVt14+INYW4INIMMzckNCOXHOdzOJUKRBt9tHKBsFUS/ADr+rR8C/w/s8N+Npzk8xGVfoVSTM21B1jQe6kcYgyaVxiUpCnxJAyaVaPJSmx+IuBPAP4mutnSq95jdAGLG5fC6Bn8tMYW57R7Sc8/aln+LtT+/7hj3z3HU8st/tHJ8a++dzDbwrwQ0fO8hsf+CKOO7l10n/6FdduOsYl22ZYalcZBE5aIJ+Wpq65M0egndc6ULqj099tyNpihMHLSQhRWiGEKICd3/mSfPJVxtyusrUYvhvheREVN6RWG+J5ff7oHof3/OEmji9M4PoVZhqCCT+h6RvqPtTTDvuqb7OdlTQhZOtXknQlsPJksZPQCz08pfCkyQPM0qHn5QU2ISIJY5eqO2SmNWC132AQiXTcmo0VXDdJbb7MglW5f10Errby8a0v63HTFQu8+0NDPvKFaZbjOn3fpe5Kmo6twfEdW7GZNUOUpWV2Q2ZZ4PxcjwA8E4hmHXGVgf3NfrcWKuV/zRgbrEYJBKGdV96OL+LrB1+h28tbg6WVo73Vc9RbL67HvynABQk/edcrdn/h64ff91sfOM7/562at9yyggH8oZu2jdkGA63XHwyIDRl5HbApUvvrmbvM2qZkB5pCd8tMJmlkmblVYkHuxniOlSS+F+C7A07NxfzuZ+t88uuTnJgbp1lzmajAuJ/Q8E2aes/ALVNwyzwpVEm1t+/ZG6dZD/jENxyOnq5SUcJmDDMHpaRkC8cord2IHS7bBd95U5ff//wkvZpDMzIMI4MfpnGD0jiOTJdtSiB3SyfVrgo7pyT/6of7XL3nHP/tMxOcmB1jOa7Sdx3qSlBLge5JY28cmdm7GYubkjdeuB35NcgizrWPDcFs1sdQGyiVMg4yd82OnhN0QsGZJXjjrV0unXyc1d7N76tOvOI7wmjlm0qVFwW4MUPAZ3n2G9vH3cf3bmrMESYx1WqPZs1DyQpB5KSNBgWTaz0K1AzM5QMsS5QyuNceeB7I58tYAexCnmR1LTqNBzL2TnBVbDt33BjfD/CcgG4S8t6Perz/szOcX2qhVZWJMcWEZxjzNLWUuWt5+l6mdSqpNEm98xzcns1eBlHI0XM+vdBn3E/jkyyAymKSbJUypZqUyKFZd9izPUT5Q7phg4EnqKbzSbxUXrmpRHHk6LzG9cGrYnqsz8+8tc9dr5zl/Z/t8Lsfn2RxUGfgVKg4ipojqCqDH9tGE1daqeLIwtbMVsW1TD5COBtcs/VkVvq5DP41P1tLuMiKhokdJrQcSLpBSMsPeeZozAPHnt2755Lq9je/5qZTg8GAavWFp9e+KMDPnp+nUWtMn5r3PvrxrzzgtocxjxxUvOWWiLH6IE3suEXLmJb5eGNDIVtGQD1yUC/M2OWHoDjBWeVbrrlz9k6r5FRiAe4kOCrBcyMqXojnhrSHId94WvJH9zT5+NcnGSYNPM9j0hO0PE3dM9R8Q80rwF3xJb4v8VNpYhNDqTORAtxzbebz5EXD1x6rEUYuft2sCzCzR5b9s/U2kjBSuK7Da27q8idf6nHkXJ1BxY5mCFyDF4MbadxQo5S0vrUUSCGLTHEG8Mxj15Ka77C5NeBffH+fy3cGfOSeBo8eGmNhUGeoPFzXoeIIqhJ8mdqomb0qbadVXrCWzVjJVlCxMYmPgLz0prAXxXqAm0y6FRZqnNi2uW4sWR7AZKvPLdf02DSlWDrzJffArps+Oui3rx0M2gsv9h1eFOBT45Py6WeP3vLxT90/9tVvtDhxYQwx1HT68+zYFBDGEik0jnKJdUKSyLzyTJs0BNLFyS9fiLWeagHl0hJoGAlaRVoYlDO3sHJESp3agYkFuEpyOeI4Ee1exP0HBX/w+Sb3PD7GcruBrFZoVBUt19D0NDXXzjWseqSsbZm76ksqnqLiCSoeaYWeTsGt7crgxSgn4PlzcL5dsYmVVN+uTZxkx2z7INMqPC0JQ4fNTcGlOwY8cyamH7n5SDQvxIJPJbmzoLJyiDV1GkXqPCtdtfXhb3/NgDfcvMKXn+jywS80efRQk6Vujbb06HkOnhJ4UuCnXVWONDhpp5UqlR2Lcu6B0cBTsAGTl67viBzN/p7nP9Kb00CsBaGGQSLoJIIoDNk02efyvQk372uwuVFn7tQDY56q3DI9s+/zvMjwoBcF+PLirN+smv/q6rn66693OL+rz74dAbVKgpQRvquQwhApjZPIdP6IfR2pKS7fuWuCzRd85M2x9r8uF+eLTJZInWpuO/ZNyQQvczNkxEI35r7HHD53f4NPfW2M+U4dUangNlyaDoy5tpOn6pLKDqh6In3KtOQ01d2ewM/YOwO4E+N5MRUvxJiIrzzuc/pilakJgSt1usyLotG3zGgZCFNJMQhcdm0WvOb6Pp98MKQXuQwiQcU1eLFl8SAypVVK5X41Qo7IFPuUaQ23TLOmDlU/4O2vGvC6m5b4i693+ez9Ne57usF8u8ZAeAw8B8dVOELgSokrU0YXVpcrkXZglYN8Sj75GoSbkn4pA7pMbJpS0G0gMRbcgRYME4h1AiakO4SHDlZYmGtx9lwL6czW69P6v4bJxcuBwX83wJc6hjge/tBw9sHWG2+9QKJdpieW2bqpTd0HbWzPoZAalcQkiWNPqLGjiI0WaER+wrODK4LOF17gMgbPXzNQ568W1LZD3soRz4moVCKGQcKR83DqguJPvzjG5x9tMr9SB7eC03SpKUnDNTQcTdU1VF2ouBbcFdemiG2ZqSw9Rfp3k4Jc5yD3XNuedvyC5pmTPrhuuswXDopYkxTImCxzUqybYsc5X7Un4IrtPQ6frzGoCGqxwI8MgSK19lJ/WGZuSmZBFlol99lTK1JrlU4fcBmGLtVqwI+9MeAtt61y92M9/uxLNU5dqHD4fI1w1Sf2HYaOg1Q2o6gAR0pbdixAkjpW6TWSJaCvJaniuo9ahoai9DkxgoSMvSE2EJtsalMIMuRiW/H//uEUm8caTDcMcbREZeoJJlovbhW+IMA7nVURRdHPffJLz7Umql2u2DVkz7YOtVqMdBJ0pAkxSJmQKIXRMUmi0rqSoqvdgrvchylK2mztKcmq2UZfhdAFa4sU2DLB9+0k1ThJmF2CL37V4fi5Kvc+XOX8SpXjF+rg+6iaQ8VR1B1D3dHWRXANvmMHx/suKYizp0yfKgU4qeZOwe0m+K5lb3tjhZxcgEOnarhy1B6UYnQ5HylLyJwULdPZLi5X7Bpw6aY+B0/E9GOXRiQIHPBiO55YlQAupUBIOcLkUK7yK8mgRBZ9lIlL4Ho0qyE/8vqAl13d4fxKh6884nHirM/dj9e4sFQhGbho6RB5CiFlWs9fdOVbNhc5e2di6YUMlvxpCplWSBSDMTrNiCZgYtDpM4xJYkN7KOgFQ2Y2dbl6f0zLfXzqza/62X847Jz71Upz+4Z64AUB/sRD9xDFCYeea/P8xUmE12P/Vs0rr9dcsSdi64Rm3+4hvpFEoUJrJ18SjVFpsJnqcFN+Xxzw2lOROyVkqegsoMzsP6uvXT8hSgwnzgqeOaH44sM1Dp70eO5khU5QIQh9cD1U08VXgpqCmqOplnxg38nqNLKyWVsX7qeyxPMUnifTG8AU2ttNbGbRtTq/4kUYHTK3LAmMj+NIPGlwxPqShfxiZy5K3gpmexzD2EXgMD0RItWQXuTSd4R1OqKiYMxReiQDKcsFP9mwIwRGy4LJ09ayJJG4icrHT/QDj5nxkJ2bI264JGAQDvjbJ9scPOXxxYcqPHOywokzFaJYYfy0RFQoRrJBaaAkStdTlPTKiGWcLTE5ELJZ5toCW2evdsCkYxL27gnZNpFw2Z6Il1+XsHtzFcUkZy6a+lfue/wHhFS/+t/F4HOn/pJOp6+eOXhSXLfPBQNfPiR57Dm450GXMTdm5/aYqy4Lef1NAa+6LgStcR2o1kkBLUHbJlSTyZaR5E35ZKSnIY/QrY8tpAGpiUNDf2jZ/NQ5yR/f49OPFE8+V+HYWZ/FnkeQeOB4oFxUU+FJQVVBTRkqCjvOTKWFR8qytucKm/Qog9uVeKks8T27dbh1TWzK3O4oEacZ0YhqJWR+JeGLD9jhN+NjAkdmwW+Bg3WMll7TPCDUkiBQTE0q3nDbkLsfHXCmXWfgSitTHHBjgxtlnnXqscvE2oWUZ53I/DO0cUqfYYHuJYrEUcSuIkrsODxrpUbUvIiXXRVz6+UB3/2KIc+flTx1yGUQKj7yxRonZ10Qkv7AIQlVmu6UGEfYBTlv7HgRHjfFq4gMItuEwGiqtQTXSxAm4dXXBbz+piFXHojYtT1mzIHJmsvZuRb3PTbOk887GOeo2LHvCvVfPnx3/Pfe8Ya/GsCFMIyNVd67c9PsNVU15OarBkxMLfM7f15noeexoD1OLhseOKj56JcSpsdjjNZcvz/k7a8dksR2sut0S3PdVTG1ikHoohhDvJD+TlPu7b7gqSccljq2au/hQy6f/nqFYaQYRg4XZ120cIiMixYuOA7Cd3CkxFOCqjRUlMFX4CuDr4ytAXdSz9cpmNvL+jJzcKu0R1Pk7O25Gs/LCrSSnL09L0KpkK8+ofjkgw2U51i7bUR/vzCDZ154kjfrKoZDl7fcPuBT3+jwka+M0Ysr1FMd7mY6PMqSMibvFhJC5uCyHyVLWr8EcJ02CTuWyV1HETsOTpxYoKuEvrKD9McrMbcdiLn1QAQi4G2v6jOM7Di3v/y6zyOHPKq+YLHj8NSzLp2eRMgN1fg6oBtjqPua624MmWoldghoovm+1w657tIYo2FTSzMxrnGyE6gBlfDJB4Z8/J4IEo1T7V6z9+r6e40xP/NXYvC5+T7SqzY7Fz5wwHHPqssuCWjWIlYGQz52r8N8uwKeRCMIjGGubZhbtWWBz5/VfPqrdoCMSQxj4wm3XBPSqGh0ufJmY3RbHScFqz3Fo894dNoK6UgCLQmMY5lJOKAckA5CKqSUuFJQUdbL9aW2w4OcIoGRzeizIBdFw4NjGwGyxuMyuC3Dp2W1bsbgSekZ4zsRxoScX/QIgwr+mMRTZWtNjGYx01W78KxFCeSSRCvCyGW8odgxFeKJIYPYZxALqo4dgpnVkGQJLSXL5a0y/yz7GTJN/ugie6p12j9ZSKM4TtK8gbIJMhUTxQkqysZM2Oe2KetUCaG5fOeQ0AyQjqHdFjz6jMNq38qmwgJ7IXzbQqy6r7nlmpjWuMHE9pxUlUCJrKPfxcSCQNsT5zmahZWELz2muP+YoeolXLpjRcXRyoF/+ONvb/69H+p1hKq/OMB1NIc06lc/eXfnVfc/aXjPzy5wZknyx18cY75bAadiC76FXLfcxGja2dqrDJ1VzcWvlvRW/t9vBO5SKltKdFbQTfoq7GcKIZFSooSduedLm3L2UkvLS3sNXVUwXgZu17Ed9XbrPXJw27audLh+Wvrrl8pMM6B7jsZzElwnxnUjfD/i7KLmQ3fXwfFwpSgCzFyeiHUMXi5RyIaEWrDZwTph5PKONwz4i/sGPDfXoJe41GK7Ka2tAjRFJ066J0/+WXYJJq/lMWBS27ZgcUGSAj1OJI6jcBM7L8V1EpRSaTY4sRasssC2wb3OBwcpoZFaM1XTvPkODdLq6SyWQqy91gZM4dsbLTHaJYlSSWvsyIlgjUGR/Ztaa8YbAe94XYfjJ2dZGbj83FtD6v6FV505e/5XE538vW/K4NHKp4iF8F559XEu3zbgj+/x+Ph94zz8fAucCkK5djmEEUbKlp0y4EGTGCh8+I0AnhveFswjJYmZQ2CfjgBXpKwsTOHTyhTUMmuqLQqJskYMJ6+FFvk+P+4IwGUuW3zP5C1tnqdLg3Ni3JS9PSdCypDTs4KFTgXhOPiSEXkiR+/bkeRWPo6hDLzU6Qhjl8lmwK6ZAYdnAwaJwzABPxG4icGNUx0ekztLRa2OGulUyP1mI/Od14rPEySJxkk0iZIoJ9u+XKWzU5LUtRkFdmHTZp9tcqerGEGRlVaMXm+T50NKMVn6Po/VSr8r1XchRYKTKN5655Cdmxf42H1Vfu+zM3gscP/huz2t15PnOoCL+NkUUBd4+PmE9/zxVjr9Jqrm4UhV1FdQEHNu1lNMKx2p685K41+IvPO3FhEyTyhYQDuiyKo5woLZEYXXbCviLNE7JZBnIyIcZTeXcpxiHooFt7SvXgb0LPhMwZ11/zg6lyiuY/Wp50XERHz2G1XmFqq4YwovkybSjDoorFmxSxq8GMFQJH2GgZ1g+6Y7enzj6SGduELfcajGmjBNpys5WhAlc5Bln5QFmkVHvLUO05kqBhJlP9PRglgJnETiKFkaDqRycCtZZI1teYTOM8llgGcmQQbuDbObZbs4lWqFlfwCAMfaxUpqotjjuksD9u8MeOeHV/nKo3N84ynFRgAbAfhv/+EX+eQz9TsXL/7FTV97dIUHDk2QUGO8ZS+eK0xeaVbOSmbANgaSDOQZ4CndoWz8kBl/lzJlWVJBkV3MDOBpO5rIOnayHY9FPgqhDOx8DorC9iNuBPAs4Mx0t5PJEpPq7dFacs+N8NyQ2bbm8WNVcLx0xrnJ0/M5gzPK4va0lZs9ir7UPOuYKKLI5fp9AZOtAe2VGv1YUVPgxvZYVGIHJqlotD1QCF2qVJYjtfcmHcNhs80CrTSJFrhakChJojSJEsRK4siicE3mIM82typKJYQcTcIVA4TWduib/CSY7H0G5lKexKwBegZ8i3CT31yDoELVC/nn3zfkVdedZzVo3fSjf+v1d3be+4n7W1vv2hjgIg5xpXnz/U80rnvs2RaTNRdfZcmV0a9XfBkzwhBFlqro7iivHBtWClKq7U7fqzxFT17CWcw4yYb5mKL3MhvgKUvAlgKVd68UwM6aby17p5rbIdfbmSVoGbsAt5vqb8eJEER85us+3zjYQPoOnhR2/nZeQVi00RWFSWuzmeXRaJknrki0YjB0ue3KAd/5si6/+5kGYeLTSySVxG4Cla1W+YohdJqM0WtuqBdictCOTGfQCBJHWxZPGTxWEifRNt6R2aCg8sg3C+7yjSXz5FwB7o1Ka0fLo0vAznbiMGLNs1TekbO5YVXY1fXqHUOEJ65bWg3fbLS5f0MGP3PmPGPN+hv+/C+/9MOVeJHrdkgMST6RKBuSnp8oSttglLNzJgU3JZmyBtnFvcxIt0he11Aq7pFpLiFPEwtTgLxU2umkddK2hU6kTJ6CPe2GcdUouO04hTXMnfZseml7m+tkDQdx6RkREvFnX2mSGB+VZy/LAWbR15g5GyMaPCOBfICOtEBLsmDTQeDy9lf3+fBnA1Z1xCCpMEgEbkzO4lIaZCxyZrN24draI0lhTYoSyAWJY/sfYy1wlSZRhiQNZGMpU4kikUn6Kk0O8gzUo6UUa0qbN1i383SeYYSldVmeGJHjaeRvepQU4kQSx2MgE7bp5If3XfG6e5cWL9w9ObV1FOBSJCRJtK9ZCfduHQ8ZrzkMAtsbGMaUZgVm8y7IJ07lAC+BflSDr68PLrM3YhTgmX6VYhTsGYPLMrCzjJ4q3iuVAX7NsJsU2I4ShZOS24G24942JpuUuYsA0ymxt++GPH5McvRCBaNclJR4UudFSYVEKQ5qrYuSPYvpUKLkV1uQR7HL3q0RV1zS48Hnq0TKYxALKtIOKHVika5saRdOnGphJLYSqPyRosTioiSN7KuTxgFK2/1E43T/IicR6XhrmTN3AXCVlysXhXBZJpo8cbfRowgwi8Azq2fPJJWtTJX55Kx8AKgu9vkcRpL+QDG/HDF0hnu3XRLsGw6ju9cxeBItE4oBE40hu7e5LK4q2r2IwVATROmWcunWfOWhmNkMjILFxcYAf4EDzYEu1kgVYUoALwVT+bJcmsNSmoHi5LNQijFtdtktAF4e/mO77cmBnWcrc+ZO8Byb2HEd654YIj72lRpLS1WE76TxSSnwW1uDUj7Y0nkphlAWddy5N60VUeQwNSH5vtd0efxYkyCp0Fce1cRqcSeLVSQpuLO1QqeeeFbxkUqVNXrcDlgqj18DR0OiFI7WdihqCnSZZJIwBbosFb/lW6MUDJ7VEpVNhDKxjbQrlnpxs0rUUelWHvBpxzKHsbC7XAwl7S6cuRhTm+yy9+Iiw8FwvUQ5/tyfIoQkHnTZOm1IEoUxIEWMoyzInbjYgSsbyZWNMS70XdGilHVoFAz+QrUno1JlBCAjAM86rstMnrF28WpBno5rc0YBbsdbFOC2CZ+Utd1MkqRPJxl5Osp27jx3Gj56T4NAeiip0uzl6EyWtRnM9WVlxXlZezF1yuBx4uAnDt/3+iF/8Pk+T5+oEimXvpR4iU7tUYFMyo6KSdvLyvkHnX7W6L5FZSbPwJ2xuM6GAmmNTFLppexqIaTJtf8IwNdKFNaweMlSKaxCRrR3Jp3ymz4pW6h2JHO2M/MgEHQHgpVOwkrX8NWHDvPE0Vm0LiSaA9Dvnqda31r7jf/8H/dcvLDKjsm0DsO3pZZZEKGk3W9HyXRfRSNQ5aGKuhRopp5+4bZszONrR4WJdeAW6xg8A3s+7qA0/qA8tclxMqCn2lutAXeWvs+ArXTK6Bm4dSpP4vQZodyQo+cduqEHyknliVlTHrt+RRpxUcpL81ovPO3GKRI/DnVXcGDbkKePhiTaZ6A9KonAlcK6NqlUyVk8B5WmqPHLLnrhN+s0J+ekYzuyGYNKQ6Is4GW6O4WSpEBPpwLn40GK7iqxhsUL9l6f+yi7cMWKL0pDPYtnrIuxzNnGv8NQMAwEw8BOH2g14MC+IZdf1tzzlu/6udov/9Of6O/bs80CfGVplnDQfv11+7f9/OzpU3S6yhYZuQKdSLLRaVmEnoEs0+OJLiJ0k82jo5ApG1ngo/5mAfSsfroMFCXLTC7ynSIsm2cavGBuWZIl5V2MXUXqhVtwWwAXQ4FyBnfWsHfW1+mFLHc1/+nPGywNKgjftfJEmhG5VAzO+aYZ64LBdKFBdbaLQlrH3aw5/Oz3dPny402WAo9QOgykxMt7KMs3l3WPi1p6nZfRGnQKbo1BMuqs2H9LG4MywkoVacGejZVQEhIp8kA/b/ouTajNfPD82MtuysgKJkbkWnHDFSye5IFk+oyzXa0hCATDwO7XKdCM1X06q4beYMvPP/TYofvDcPgXOYOfP/MsjutiwjNcvjtCG5XuRJZO6dcSLyl9tfTAsjG5ShaBp5bFErjRuK51y/UG49delMVlMXcwA3pWG61k0c5VaO/UMkwBXmhunQeVuSzJgK2SdJZKwd6uivC8kD/9isuzx6sgXaSU+Nlyvcb5yWuORNGNviG4ywmfvF7EgjzWtuUsjl2u2tvnrS/r8Aefr6Adn4H08KUokj5rgLeWyYUpMbkZteNyqaJIwW3smGsFjoFE2MDdzkxJPyvv2TTpRCyTE9P6vs1UfZfFeAbyNQDPenqTPPlFAfDE7hYRxunmtLEmSOc4trtw4mzIgNOsDhRBEBYSxXEcpPQYqxv27+ySmIT5ZZ+Liy5BIIiUIHGEXcrKYEzSIi8NWpDOskiXO0pZ+6wOfM0B5ln5EYDbC1MMzS91ppcmL+WgVoyCW8pCf2cp+xzgJXBnswozgKv1zO0oy96uY6dWrbQ1f/nVBottHyruGnnywhIlu4lL9LX+wpZYK+/ESSVKFDuMNxXf9ao+n/rGkKWeT6gcBolM7cnMTRG5VJBijTxIWTv7lc7ZvLB3lUl1eDaaIpWdSqbfLf2sHNzpxlojEkWUgt3MJhRiI3U6AvDcYk5XsqykIM4H6tuh+lEsiON0qH5sCIKEhVXNQhs6fc2OSxwqfiWf7OAszD1LtTa5+/SJb/zcXO8IFXcJaXyQU2jjYBCp3hVoJUZq1bNETCILRyAfnFmWKOn7ctq2vHzJDUGeTTzdgMFHpscW7G1lisx3cigD3HWykWVlWaI3lCeOU07qxDjKZi5PnhI8f7qCxkdI655kpQOqxNyydAy5/BYF3Nbap5mFp3Xa6lfqpdRaEicOGIfLdoXs3TJk6XAVk3iWxRORly4oaUruTSpVcvmXOSpZVllaPWlEKfgEI0sD7qUFu5agU+ZOSpMCVBrMFvMMywPtMydldAUrY8BsdKOvAXi+Y4Qu9vnJ1EI26k1LzUAGGD/i2MVT3Hzr/p9762tf/uTtzx055VxYELSa8cyTR503/N4fBbjeJoSBmTHFtkkLMMvaGWMW9CuEtQ2FEWhhCh0lyTOcG2nwtc5CueIuB3oJ2KIUUGYHVZYl2f6bWYKn2Koke6ZbWqs1mrvM3tmQIFWwt0p/dpwIpSI++2CDo4tV8Ap5UnZP1g4c/Wal0aPTdUubPumyPZaW0YYOl0yFvOm2Po88VwPtEidWi7tJOuQzGZVKBZuaNdAibQ/bIKGSSUxpJUsmO7XMVlCTB/g6fZ+vGCP1N5mTM2okZHf5CMgNtn+3vLFYGeC62O8nG7APdhvCqXGXaw/ETE9FCAyDYJZr98RvqDrBzOZWcspxpUJJQd11mfSbRNqxnxpLhqEtPrLJF4Eyo1csSX/SqU4zBqTJwL1mzmAZ4BsAPWPu0SYBUap3LrVoZTpcpODOm3BL4E7nExbbdrAe2E4xICgf8eboFOSxlScqoloLefCI4i++Wmcw9KDm4Ehha3PK1YNrAsyy/NoQ4DnISzLFrEn4pAFnFDuMNRy++5VDPv+NPg8f8TB1l0Hi4wlbSWmzvaIE7syyy8BdvI6MSaMAu1GWzRNp9bgFd/pzaUhnoq0kErktapBarLvJRwLtNcmuMvmtLyUQFNufFHv9JOl2qKSY9D2BoIoOXYyBXjtk0PeIQkkUKJxGNcBzHHbNRLzmRsH8qs8gsAds6xDSJRST1g7IdKkzOYsLnW5ymoJb67UDfjb2UNZZaawFeQHmbMeG3EnJ5cloBrMAeVY2a3DSccHrniVQuzlb26dSNsD0vJAoTPj8AzWeO1MD10VIlYLKjJQPrGex9Yms/OLmCY5scPx6Lzx7ZnZhGDpcvjPmjXf0eOpUlSD2SKTLQCu8JAN4aX5JFuxhr4+lPgHoorYjS5errG5IWw2eGQVSYJQlLp3unqfT66ElSGMQurza2o+Q6Y1VXsVeLBcw4qSULGc7+xJ0tp2kGd3vJwjhwqLk/ILLMNCcvmhobo+YmhnS7gQ47/ydv2AQuuybWeL2fX2aiz4Lq4phKPKNhBI9+vWMkUVxe6bzdBFk2mrD8q4MaxM8JWmS/rkAewFiK1Vsh4cQZfYeHflb3sVBjpTLFmDOZmJbjW1K7K1LwE7ZW9mkjqMifC/k4GnB3d+o0R94UHeRIqscLNfDbJDFFKVjLF3irBbFomt0dHTO4OWG5LQAK4xcGo2QN94e8Kn7hjx1wgfHY6glXqbFdSZViu9jl9qNmLwAtsE6Jkamq68UaCXzVSUvjygBXeqybBwdciTFKIltlLYfSfbklimlhuz1G1kleTa92M8pSaybstxOOLOcsLRwL6sXH6bdS3CCTo8okrT9iDAWzEwO0aZCt2/3QQ9jux23yC5QHmRaJheWEHKpIspLzwvl5/MDFyPgHilQygKXMnuX2DwvtlJFbUrRypWCO3VK8lnhIyAvSZT8aYGtlE3quG5EbBI+c3+Vrx2sQsUBaRuavVJJ70hpbPlZ/mEjiWJKz2yZTncjLxwVOQL0YOjyiqv6vOnOPs+erhDHLkYqBsLBTYrvIzSIpKSDRylqBOS5lFTWA89+lkZjlJUuUtsd8nKv3xSfk7kshRY3IytzFmS/EIOP+uFpkGksa2ej3DIWtzVRxu5+HdstFINQ0xtq5lYMFU8Q9gPOnE4YBAZn2+aAOFG0akMc1bd7PvZckiTTaQXrFMFI9uVS+0Ta/1bkJyfVed8M4HkwsibQFKIIXuRamVIUXeWSJNXbBZOvlSLZ+wLUriqmz2bOiXVMUvdERXhuxJOnJB/9SgPwQLoIoWwTRmYPrqmZKR9LQQuidBbF6EWlxNxZFs9IKxWSjEVFaZ94B2Mc3v7qAV98YMijx+0kgUgo+olIC75SlwOTMqnJWXTUq7V/K2Ilu5qo9GeVAS7dkkal1z8DdSbLtGH0HOgNTAPxImDIbu78XJRcudLubfkufCm443SzrWGo6QeGTgA1N2KlB+cXBGFscI6c8hBCMQgiBkPJW25Lcl3qJaQ6sAg2RlhHCiT2l0bY86eNoTymbT2yy4HXKKjL4JapPCk0d6nYqlRRWAy7zyoKi50dXhTcTvHqZPpbZfo7xnVjoiTm3oerPHOsCq4L0ik1Noxe1PL33biTZ5Q/TelNUVdfCrTK1YWJRKtsj3iHIHS5cu+QV9xiWXyQuBihCITHUGMrAEXqcKS6WwgDSZZRHAW5MQajGAGYkmAyRjeWZIwRSGOvj31fWi1EAfi1SbtMepJf9/VUPpr0GgX6yA5u2bbuiUn3B03ro2I7Eeu2qyPuuMoBozBonO+6PaHqa46eFVxcGOP0RTt+IdOyGTPKZHQ7i2x3LJO29xhd2IlmBN0jznchSzKwl+XIiJMyCupyHUqRFje57lay6DZ30t0d1AbgdlJ54pQm0CqnZAmqGEfZqsGjFwUf/HyDIHKh5qbyhLw1TY1kDkvOSX5wLyJRzCjQyzJF56UPL6TFHeq+5Eff2OczX6tz5Ly9+RKtGCTKujuJTf7kwWaS7p6wdiWhNL87DTaVGQWdypwxna6mKgW6yVZak94ANuFnd4ZYK1HW28NrTsfIZ+Z1TSNPkz+1SZk8sa+OhD2bYKpa48Fn61xcqthrfvPt79j8xMHn/vWhk1+jVfVYXPWYbsW4jk2/RwmE5W+UMW8WmWOzjlpm+tusCSzLHCZGGHx0D5giqMyDNVkwQ2bFZcAekSdZZ49TbDqV3ZwFuE0+2y+zBvNdIKQuBZb2GZqYT3ylzpNHU+0tHJSQeFl/aHny6ho2pyRXXnxdLjEW5W3KU5mitQW2WZv8cQiHHtdfOuB7Xt3jt//IY6Bd0A6RlAy0LaWV2lYaFnadKEmFUfmZS5XSX2WJVaVJrwNpvYqUabBpwa1N4d7INEm0VoeXrdMNT0cp8aPXsPlI80z63yTaWOZOrFydaCqUcNm9OeDOW27415PTl/+0c//jJ1sLC93vUEaxfZPHWC2hVonT9iSHYShH9q/MOpCEGJV0EjvZSJRJu/zIgsrSQWc2Ull/ry05zTW3KJg620VNZk6GMimbFz876TD8DNyO0qjS+xFZkid1rPZ2nZDnL0j+5Ms1kA4Iy955537phht5soaxysea/VBmR4pzmhVbjWyVvSazqU2avld2xqDRiu9/TZ9P3lvj0DkPpEInikA4uCIro7VfRKbZEZEIRmFcjglSK9ikXVPKvs8AnmlyKW2iKJMqWqcMnrK5kSCMeEFwl8KTDVe1DMDGjP5OwAheEg390DAI7Oe7fcP5eYkjJXtV9ztcTrScXZt6TNcCNruaiVbI9PiQ8eYAz004O1djbrlFENkil3J9dw7aEqpzp2WDLz+iubP/LI2sRxhQrgF6/lraR0al8kBlDceZlMr2myl8bqvP1zolST6V1nHiHNwydVASFfPp++scOlpobymk9b5z9l6zzUfZDSqDuzgro8tx/j71wsvMVfbEs3Y2LSy4ZZJPjA1Dh8v3Bbzlzh7H/8QnTCQIh0grBpndmtWKp+wd5egqum5GDIHUIFCl76TMKJMrG2ZhZGoL5/LE5AwuZZoTQKyXKi8Mk9H8yRpwZ7LVccAYO6RodaA5vWgnmk0NDIMw5OxsArWYLTMRzvELDlVl2Lujy5bpiEHY49kzCSjDPQ9JfNOgWbOavDB6TAm02RcoL3ejd+n6AytZSiVQlwO2cuKk2BqwALq1Bwswl7cNVLIILpXMmFvjyCQFfSFNlCxZg+mOECcuKv7LJ5oMpQX32uBydO7J6IZY4sWEZvlClhkq9cLzIaWl57qxEsaCO9EOceLiJzF/764ef35vjeMXHFARJA6hcFEIHIoxxxl755Iwk5OqJFdKTK7y72RQlPx6bc+/Mfb6ZLX/2fU0mbOS7cAnC4CuTdvnp2kUWvlbUwKUENhjUpKqD7u2GG66epYvPKaJpcfRM3UunPWYriV811jC/u0a55bLNTqKIVjlseMRf/jFGk8cbuIKn12Tgr0zMY4U+J4q9lxfo8lFJtjW/yk/mhE9lmlVNui/XMPaeWApMkCXZUoB7PKrBbdOtzLRqR4vOya6FFQW2tt1Qjqh5nc/1eT8vJ+OiLPWoCMz9t5YmqxL8JQu6IthvZAqayYU5Psdla3DkieeKBKpSGKHbdMBP/XWLu/+oEc7shVmWkuGKGsbJgWgs1rxYl3ZQK6UmNyQghtbSWiwjpmh8MMtoLMKw1GgZ1K2fI3zlb9Mki/iImYgzwwIJaHiQash2bt9gu+4ZRnlrvDI8yt86J4mzx6t8swJSS9ycGLdZn6lw8fuVnzpiRkc47BjDCZqhlbdjjkrR7IjTDxqkIy8H9Hba8C9FuhrtXfGjIXXWu6kz97rkv+9VqboQqakW5tkEiUbSWZlSpzO3bPa2/EjPv4Zn/d9rEmgXStPhGMzlyKr9xitPRlh7txFKSa9vhidj1YUrnUMSsDWpkjhp5ZhNmIi1g4VJ+Zn3tbj+dMe7/+0CzIEFInIAk7SYLNc8WdKy2wRZmZZVgMYYT3x8iqjUns4tzVzzZ3KlpTNxdobXtj/tpAsduUrMLUG8GX2XnMWs5skiAQXF2sMQ4dWY4yrdwx5908M+fxDS8R+H+mHOA8+M875iwlHj23iys3KTlT1wHdVum2HxHVlcTE3+MSRZHRpCcrOnyzfFGsOvPCQN2BukUXpa3Ywzpl7lMWzwNKCW+dMrVLtnW1Olc3aUznI7azB5RX48y/XWAkycLsgpZ15mM78Lqflyzdmrr8p6+/1+C4DOb+II45BSZqkenyk0yerE5cJStu57HHiMOYl3PXaPp+8v8ZSV4GMQCsi3FyPi9L3Hv1qZSYv2Du/+WSR/MlLC9ayeQq67PiELBhciuLaF4xeKkozUJ6CJV6EEAQ2uIwi6PVtl31vIFlc8fD9OhVXc9nWgMktdSp1F2f3jENNOXT3ukjHKbWBlTKIcu0Hrv8C3wzYaxMAayVJdldvxNqyFFDKMsAzwG8AbpXLEJ3/nIM7qz2RhURxazGf+WqFh5+pokvaW5WCy7X1JkUf4qhTUHZIy+dj3QUrZRLLCZ989J0ugJ5nN41Ie2ELXzxOXBwdc+uVId95c58PfdYDFYKQGCRDofJA096ABZu/4ENk+jsDl5Uo9vuWisRkAXgtjA1OhcgZXYqC0Ueuf/rvZGDPbn77/5kNz5nAFl6hbT1KGEFvSNrkInPshKHDrqjC2JiPY4yVIds2O1QrTollimKXOC1TLJvva8G91tAvy5JvDm5T6rss6W5pRhyUHOCqDG5d+l0B7hFgy0yepCwuMwaPUdLOOTl+RvLBzzSY7Xp2v2tpB70rYdk7HyUnRvX2usxd6Sb/JnHmmgTPaC3GaGVdIVMK21ChtCZJFFLa7U82NxJ+7Dt73P+Mz/E5CSICYXfbGKbHkgd+oshjrGPx9Ptb5s6CJXJwKzMK7nQiRRpXFU0Q2e9ttWFxfRHCJoRKJ8lkQC9ofF1lgcbkPb9ZwVVWdJWdO3tIMVt22FmJzu6tIcOxIZNuD6U825YfC6LYVhQOhop+AMNAEKVLRBngLwTu/MLLgsnXMXZ5jsiaoLKwBTMwZzsamBcOLnPmLp6FTClJlbyoKsHzIoJE8zt/2uRrj1etByVtYsc2NaQDQEvZ02Jc2lpwj9qgZYSvBfxInncE5CmLZ8kfPWoXJloitUkZXKJSyRJLBxU7vOKGkJ9+e4df+R2PIJYgFCBJhMtQCFR+bdJGCLNx0FlW5iNyxVjNnbsq0up1WZIthVwpWugyNkemn2fs34wsgt9coKRvzUYgNzZ7GQQJwyBhEJp0bo9N2UeJIAgTxmcSBjrBuf+5AWP+KvunzzBWq1J1HYahz2rPp931WFzxiROHYbDGtlm3pK0H91qtLUpAFi8C7LUMrtL51zmgUyZ3pEln5hWuiRoJJgsWV6kcyZk7ZW/Xi/nKoy6f/FqNIHShmiV2CvZ2ZJGWV6XjKW7c0ZqaMqAz0G/I3iWQF0l0kwNdpxV8uVzRpQxnKlPsbHGFSjvwq7WYu14x4J6vDfjio8rahkJitCQUjm2I0OQgo5SRLoSAfa9MAXJjRNobUByAKf9/oiRbhMBI2wFqgZ0FtdkNUKpy1BnzpYjO6bsAd5YBJ7t5sIBe7WmWOoaVgWClL+hGBr8SUVOr7Nu1wPWXg5OEFQ6da/IfP7KJXdtD3nBjB1f2uOMKzZbJCs+LTVxYahFEVvesNd5F+Wc2kB9yLeDNxlZgKaAs9PcLBJiqzOK6eF0DbiVH2TsLLC3QbWC52jN85v4qRy5WrDQRVn+LVHuXx7GVx7Ktu3Ehv4jF0vtNRcpo4DYSaL5AjXjmkZeCTilkKlUcwsDhwEzEd76sx8OHfdpBmnFBYoQgEKrQ4sJYDZzX+xdXN3NUVPobNUKlRfAJIn8v81RlYTHmAWaq34W2yLWsXkwCIP99CeRl/sxWHSHwhMBxNBfb8PxsQq0acvN1PTwZ8fobYra0XFpTDVzZwrlkuyQJFXG/wpPPNvnaE+NERNywf8BEQ1AT0PIiXFeNNCKUA89ykdFGzkjB1mb0Bkh/VrIcYJZAnW3TvWGAmYE7BfgIqAvmzrYcdEquiZQ2g6lJ+MPPVnnfJ5qYbGsU4YCQOCLd8TfT3eXkTrneWZaPvxizmZ+dF2Hvte18a8G+kW1YBradI6iQQiO1QqYBp1Kan/nuPscuuLzvk4oolrb7WisSJEPs9MLcBBihrY3ek2tw+z1FaaMGy+Sm/F6C0SXAS5DaoIXtxNdku3qaVIaZHFe5552rAjGy2ovUBJkaU1x9WRfPX2KyGXDDpQad+PSHLZZWFPNLkosrBufpEwHz8xETDdjqQWegaA8Vp09VOCtgZsywYzpmrGHw3Wwkg0wFvcnVUzmoLO0stw7cI1KkzNrrdHcK6BE2LzO4Lt7nWcmCvWUqR2zFoC4sQZmgZITnRRy7KPnkvXV6PRdqKbilg5Ay30kid2vWHc96SUbpNWPyb8bh65seCi2+EXPnejx1U+Sa1jYpHKIooVFP+O5X9vn816scuyitq5LuoJFoh6GwTQxFUGxKN+faBMeoLjVr2JwUB8ZYGUkqOwyFLDEpuNGpPJGkI0JNWtOStUQaxBpNl53vrInc9wwTTdg54zI93kDKOvOLLp2BR7fnovWQXXsGNJodnO+6zWFu3qVlfBZXHZbaEas9zSCwy0jNtx8exzodtiPymoOSXFoH8hE7TW4sS1S69/w6K1CYUZDnhVUmHcaeAjwFejasXY6wui69L3nf0nbrBJHmnofrfPmJqh0OLlRqDVrt7ZfZu2QRrneDRLGEli77izL4i4G99DqSui+X0Ops6qpBS53v2qC1QusErR2iYcJrrgt57a0Dzn7OIdCpq6KtdRgJxZD0xtVZrFCqAtNrD6IIOZUEtCniBmFtP6Sw7XEylSyp7FBYBZIJayFFPlXOViyadLt3UrCXsqCUV3zy7WnAsNp1CeMmtpveYaXjsLgqOTcHO1bGaY1P4Vxzc3V17sTy54cd8bfOzsLRsy4Q4UiNwU5hlXmgk6ZkM0e//FjrKKxl7rXglqMMnluCOWunU00FI4DOqgbLYJb53wvXxBnR3xbYStqMpfJivvaox3s+MEZinNQ5sVlLUfK9s7LYsjx5QaCzXqoVoN+AyjeQIAW4RT61t9wEkAWd65qTpbYZTmEDTqk1ceLgqYRf+PEOR8453PeIQnsyZ3GjBSHpHkg5dFMGRdg9SnX569q/5XNxZObgi9KG1ZlPZ2PGvCPCpDeAtnQsS6P9dOqFj6xmG6TIC0loh39qY6fLZlO5ugOHc/OC589EzK+AO+1+vjYzuaqo7u49+lzn+KmF+KejeIg0ivll6y0qaXdHcNPJrNmQy6LDRuZVY7L0VAKkGq0AfEEwbxBEjvraRQpepgkduVZ/ZxLFSUruSWELZq1ojopwnIhzK4L3fHCM+5+o27kY0rNP5eBKu4Gsn46ecGW2oVV5D6DUE0/HmRWNzzI9nnIPaTG3ZaT9bk1nUpZgGw28TWksQzkOMPmFzm+4fGZ35lIZhDFMTcb4juHhpz1WB6WMCxIj7HaQItXEcuRmXG8gmDWOUPH3NQFhtqSt/S/LK0L2GdmrLNcrZYOfiiFP+TnLMVgecmRXudkljXJWuWKfoOEu/ViwcuiI89wxF7DL3e5NMcvtgDMLksns2qeZzJG67TWstFGbUjEn75skb1SZyVPGXGMHFq5JAW5HrgF6loovs3ZuB6bSRMUkfsIHPzXGX3y1jqmoXHcjFUKk2jtl7mJi1SiLF7pVlGKO9TNBWH/ZN3ikyRJeKOFjSjIlHcJTrjKUdhsSqWWJxSUycUiERvY1d71qwHMnXH719x1CkdWxStCCBIdhCvJRSJa96eIRYwdxZuxuUrrOppllU0Uy3Z3/V7ksKf5fkR5LFnULislp5QaH7JnVxOh0NEliJC52k4KZyQHdQcT8suKynT6+56G1xnnbnXYjomY1xvVX+S9/6TLfqTFWsTUp2R0k5PrmhOJCry+aWldA9aLg1uuDy78quMvb3WX7N2a6u/xUMVIlfPlRnw98rs4wSafgyyyxo9b43hsAW5p1N/KLZS3X+9+jv8gvHOSNBiNJHzI/3CZX8kAz0+Ei0+GpsyJlGnQqEqER2kEKuzvzj7+5xwNPeXzxCWnbDHUhV2LtMCT1q1MBLPLhkqMgz9NAa7cHzLv3RQ5y0qByLciFNDlQZVaioBmdiGZGz8G6Hs30ibGr+lRrwNhYj498cZwnj1fYPOkTRRrn1EoHYyS1QZ+zczHPn27Q8As7pjx7O5sLOGLdrL3QJXuwrFmL3Q82Bne+uVHJBpQbgHvt+9HnqBWYgVtKO2OwH8A7f2+ME+d9zBpwSyGKrGW5YnDNc6Pyg0J3G4SQlOueRzG9tiR1DVutcVLWjnUbAbeUqU5PmVykIBcpyIWyCSGpkKHDJVsj/p+faPPAv/TpDkW6ua6wAJSCWNugUxRiJAXqKMgzXzxPN+YsnvnpafCZHWYGckHRfq9Hz0lWU64pWDyL+Ywgry/PAJ4kgljaMuBsdHd/6HL5Tslrbuqw1JdMND27B+i5+R1IqYiCLidOL+AYQaNKOj+72JXMUbKkEVOQlyUdoxagXQULrS1EobmlWmsRrgd37oqMADpj9jUuiUqZW6V+dznAlHbTqCjR/OePN3nicMV63iPPNGtZkiX5rm7lhgbKQBcjK1hhsZX5ev3S/6J1zznIRf6LIgFU3qSpCDhNxuTSpMVYVqIIKRFaIRKNFA5Sa66/LOJnv7fDb/1pK+3+KZS3kYLQyMJRKdmG5QA0f2TJmVJqP5vnWfy9BPJEZA2dNl2frRSmNE8nB7TJjRxZtk01xIJ8qrGUgjCSBJGiN3QZq9e5epfC8WeYGK/bLcp/8e9/J67XYGX+cX7njz7J8xcabHEltYqg6ksqnt2NbG2QtJFjsrFFOBpQFX74qBzJAS1eDNwWyEX6vWwJJgXQZYKTuiZKxTjVmC895PP+jzVoD1zwMu3t5uydlcM6ObDLNywjpaajVXEgNtIpZSG+xj9c20RbZu2sqLrcjGzSIiMjKdg61b0jrkoi0cKgha1Pse9tQZKINc1KyE++rcdjz3rc86CCWlx8OSEwxiXUougt1aPgFkKM7glZAnme9RQlIVNma5lmMSWIVENn/6bQNvkjhCmtWKS1J6kaKjs6eROI/RJKKuoVxdR4wDeeM1x6xa1cse8aVtpdHKkMjZrgmYWYB58NaPpjjDcEY3VFrergOiLNMq2NckeBPcLeI/q1GK2wUU13YQf+FcEt12jtrHhKlmu8kzTREyPdiMOnHP7LR5scW/KsJZg2ESMUCJl26zCqvUX5WDYIpGFjHf6CQeaL0fYGLL4u2ByVKiPtbBnI85LarPpQooXIE0BxpLlkIubvfV+XU7MOR88LjJtpAHsEWjoEOluhTX7DkVYhWv2+MchF/jOjf08Bms1kERng0/hCpIyesbRIJf7akRHZOA2wFa5hBFFkj08pj4lmlTuvmaWxdUCMwvUFzvNnHCbGJU88X2FpocGVexSbWoqxuoPvWRvQbgaUzm40rLvoG7J3Ke0uhSmNWDPrJIlcC/gMwCUNPpK8UcW+6fk20ypJdXeMTNnb82NmO4J3/t4Yn/xK3epu5aQepgW5lKS+9yh75yxO4ZxsBPScoF8g4BwNNNfAvpSq3yg1X/bK8+3SRxoiSh0/otDhBXNLhFAIYVP6Qjg4QvPdrxrQHgp+/rcUc6sC/EJkgSCRiqEWo/IkS+4Y8rqSF2Ly4phLfvZa4IsswZSVoZh8gFA5BsmBrm2CEbLhPzodWyHoB4Igckj0OLu3BFx+KbQ2RcRhjNNq+Iw16rM7N1Xu/o7bt73BEX0mWw71isFxErQW9IeC3kCg44Kh8gxmmcGFWQPs0azlRmDOZck3AXfG5nIte+fBZPlnG1SGaD79jRpfeqSa1pqoku5WCCFwU+1dnhS7dpjmOnlCuWlaFLZu5utuwOIiu+BGjFz69RWFWUNBSnwlHV6+8FJb3WxyyVLqwBc2wym0REvrqmhpbNAZOyhH8/pbAt5yR58Pf14RJiKj5zwgTLRDQFmPl5mXIvLLjq0E8kQWN6hYw+Zll0akLI6xr8JQDPdM76G8ZqcIS4gTTX+YMBgmaGM3HlupKpbb0A/30do2cXdzamy2PzSo9/7n3+Ztb71jdawuV7dMRT80VZtlz9aEbZsCtkwNaTUi+oHDSlcSJ+mXK2trQR44lsc6FD2Sa9rM5KjPvT6g3AjcowFlGcyjJbD2vetEJCLhL79e4f/7vjFOXqyk6XjXMrfK5pwIqtKm5d30qcrJHFkeD1eOJURpW/HRLVWygrRiJ4pS/CJGEz1r579sJItGV8pyyUBp49U0pskIh1QS5pwsLRVm/60xhslmwuX7Is7OKY6ecawfvUZnGWSaUS/v1Vxendb+XNzKI/9UdvOX1rDRNkdR5BRYI31L5zMrFQFYWI04fkFzYdmw2IaltmZ2IWRieheON/ZPn3r22EN33HGn3aNn58wSruvj6gWG3VliFIGOwUl49pzHI09LGr6H70q7maqQo7UnG5W/lrzvEW/7vxvcZuOAsgR+WU7HqxjXizm3IHn/J+ocOV6Beqq319iC3hrn5IXYe8Trzy7kWqmSBlciPTcbKZKNHusaj7OgckPpUrSwyVLXj0xT9kKkc0q0sIEmBi0zeWJIRLoTsnCIAsNll0T8+F1dHjnocWqhdDCpHjdSEBvJUK91UzI9nZ2MgsnNGnclsxCNNmtOiMlXPCtNTPq9rSzJRjTnIkdYy9pzwG8I9u4Y4B7p8ORxH+NJYkcQxyFnFruo033CMADSTai2bN+P26zy2JE+7/njIwxjBcLDcSRx5NFUhr0zMWMNJ61LMXnatmCWksddBnS5rkT+dZi7LGkKcEtZrjMp9LejIpY7gt/+SJN7n6hCpSxLMoBbW9AVJWCviR9GYgrKYBYjYM+u8Yj2FiMvf4VHsR6Pam+RyxRp0jqgvOPHgl2mhUo6nRWYuSxCpFLF6DSYkwghSYRjJYfQiL7mVdcH/IN3dPj3vy9ZGZQOOg08DXYcnHUyRkGeFpmMAFqRuo8lTV6WJ0IXZ0UI+3M2BlCn9eky39RM5AgX2J5Q34VWU3PpDsk1+zVBsozrxmAEg0DSEZuJvasRppd9LLi1bcDN9zx9KHrPzNg2CMforrborDSpGJ+Jenr/poMP8yVIsG65Ldd4r5Um3wzc5ZLXIou5XqZkVqCUCVIUulupmEAafueTdX7v4w26UVpItdbzzgPL0nzBDdi7XNe+YQZTiBFQj9SDZ1WGfwWo52noMqunF3ck6KS8h3sxgdaUejXXBaKl+eK22lCije3GT2KHugM//bYuP/M9HaomhiQCHdunicEkGKMJNQwNhFoQaYi1IMq2+TPpNiPlQfUm2wqQNb8vbTmpi71W812zdTmpUwwGLZKL9kStdCok8QTT9Qkmq1MovZlwsI+6HL7n9ldffs++3TMFgwvnUv7sQ+/pX7FdnowDj+5gQKtqqHoG3xXUK3bf9yKLOVp3MZqhHJUlMiuWegFwl8teC3dFbwDujKnXlL+qOK8UxEl47pjHH99TpxM5aYdOSZrIUmApTT7nZJ1vv1aelINLWOeklHeqKKjcZKj/pvJkHbjXShOy5A5F7XRaw2I0Nsg0wvY5lqxDoaWVJVi9rtNMayJUzuJx5NDwI37wdX3ufqDCk88LtIjWHoxNBOk0ufdCTF4KPFVGnyV2zx/lFL6woM9milsHKE14SvKt4bOanMTYvstO30GbKqtdl6qv6Q0injzustLrnbzn/nf33/Pv/1UBcIA9V30HzXqFR07fR3/wCFsnXHxX4jkC1xF4abNDsRHrmkE8+e4KRfVfFrCtBfdoNrIM7lITQ87SpuSOlMFd1JtIGaO8hGeOu/zsu8d55qiPcUc1t5UnhTRxRSmglBtp71H2LjdRb2gPilFIrB/+88IgLwqJKIBLkcnLiozKFzp71emcbp161zr93CRJ46QU2NKkCR+hUiBpEq0AgwgNV++LeO/Pr/DT75rgmaMCvCj3r3ORIFUO8rJcGfGFyj65yTTCBiAva3AgwZJJIgoTozz0Pt+UKhEEIQgkYSzwHEXF0zRrA9786h1MbH0dOumzDuA7ZiaoVatcu6fG2R0Sx7FJnqyxwe4gLMn3xSllKMuAHu1yH02xq9LPGZhlCdyO1GlDg6ZIAhXMvba+xNacxDhuTE/Df/1knScPVUiUWgNsC24pUsck337EjDK4ZNSxGGHz0QRP3ms4IkDW/eKv9ihlNSmBPHtv/WDz/2/vvePtuMpz4WeVKbufXqSj3mXJli1L7gZjyzYQjAEbboghISSEEG4gISQQbgKXBALkUhNCSUwP5dKMTTEYY3C3hcFNVrPakdV1dOpuU9b6/lhrzayZcyTLYCPD/dbvt8+evc9us/cz7zzv8zbNw0kSCVQBER0sIUTzc6ofr3qoEM3JY6IiLkKrLzHR4AYQEwkeSaxZHuD1V03hbR/lmIqIqviw+DgACMrQFrpk7/wwxwAAPSNJREFULbHYacmaArXm38TeRdXQM4tz/VxLLlefDaA6HM9iIKZCUyA1J5NG6jnNtvq+Xc7wxKEKAq8Ps5b0od1qJu+QAHygB4BDdwz08p09XeWFnEpUSgxTDYl6M84lX9mjQuw8aWG1S0vBrAoUsk4ktSw3owKMWDklCQfPWm7KFMgN0ClRikkzBj57Yxnf+EkJbWonUTnTNG+HSFVrmeSc5KOXM6XF5uQr/WvYtCSbSpyuTECIWFY791vbPDylKSS5YasqmbpNDWBjxRU1IRDQ9+uMQwMekUQlNdD1dgwJl4S45pIGtgwzfPaGCuohlLOiQ+zQjqagDEESgtefURgqI3W6bJpWm4TxrSxEmdlzk5wmk/MBIRI0BiKqBi2o0SVAzBSXl5JobAoUfYmuziLa8HeONtwd7VaYvHqSHPa//+kjuOCCy3YKWektOeMXD3UfRm93G9v3MgSBBNeJV45D4Tpq5qTrAI4j4ZpJCjxtMp+OERGWhc9TEKHpgQ1uOQ3cNEmHVeDmmnc7PEI9lPjM90p47/U1HB5z0+ocqzsVCIOj9e5U89ZnGUvnztOudKJvWoyQ5tSoWe52rnxmGhxJUxzSEYjpBOdsfxidwGZp4jYdMq8/c8mckTHltLMMsY42o5NDPzYN1Mn0wANQq8Q4a2WAyQbFY7s4gpBYNCN9UVUskZIU41zbi8zog0w/vRn93DYOtjae7D9VoyMdBvieBGdtPLC9hX2HQwwMzMLaVQs+PnVs+L/Wrz1zugUHgP5uFw4v/UC0mi96fM/kGRsfZNj7BMPsTqbD9kQPVIU1YFXPm7S2096ARvvOZQIa601E8v9M2D3h11lwK6XEoie+wI03F/Ev11dxaEwnUSWgTlUTqjm3ms5g91vJpvROd5xnTpG1I5V5MJ0E7X7SlS12mCGML2TCDtIIoGmcr0UArYsTEFCmrHgKaKkSnIgEEQyxbg9MCEcQSAzUIrzjtRM4Nknx5R+U0y/COIbaMk+z5LpOUyZZhVYHrGQ7pSv2WSwt+iDJXwN+k1bNYwIhGECAki+xZE4bXmkUDz7u4sBE+6Fm4P9gqp7JxU0tOAB88tOfQ1zt27tlWKy772Fx5vbdLjoKBJUiRcFnKrvQI6o5pyvhOhJuMu89vTbWnDGh5+QIq/QsW2qWKRyeISswC+4Ipp8392Ls2M/xvs9V8eCWgqoxs+mJqbGkJLHcLjHT0dLrpPSM2tLmTPInsfg5ydxv7kutNXSByMlZ8GlN9DMFIyRj1WFb+OSSteLG4Jo2abalTix9Ys2tg1M/TgqgVotR8CXufdjB6BjVArdlgfW2bcmT90rcTpuE5458Od0SpG00DAlM6YuZ4cSoym71XYlyEVg2JDB/0MHcQef7zfrWj7/4xa/LvCbPv8n605aBEoIK24oCRuF7FAWPwnMpXFcJ7Z4j4DoSnmODWlh9uY9juW21hMjEoVQOnR3EEUrfZrZSYi4RuBtj5wGOf/xEDT/9hQ7mJKBOeTeIGo6aat5Wl6qc9T5uQQOQnCqnKybmh8hTAquVxklbbPsOJHzcJBylDiZyTqeS7RQVNo06Va6H0KBQt2l6MIj0M8dEvwkYYkBzZAnalHjumW28+8/H8Q+f6MCugwAcY6mN1UZiydsiBbkpV0vlfKmtujUNm6qCY6EDWMl8ImPNk3GVAnoKFAhRfl47oGi0CUYnHNSbVYw3qhicvSQ5C5wQ4Jc+70I4nAeP7T6EZjCCrqqDYoGjVKAoekDBE/A9qUEuMjNweM5C05xakqgmRCdOEaOi2M6lUUtyMqC+OE6EPUcY3vmpKr7x4yICylXiCLE07xkCOtwSBTLUZIbqowy4LYuaTxVOKWlGR8ng9MmAncG0nH6diWpKqxOtJJlsO6OkJMCWEkRSECHU/VpRUakEMkdjaEJbiG53HxHA5yGuvayJWBL8w8drGD4K/SXCArkCvKQUgVAV9srBVRFWTnVQCqnGLSRJJreZ20IAgmmgUxv0BEKqjBgJAUIiEMrhMAbfoagWQ8xa6mHJqosDIeMnB3ih3Inejo6/nT+0aMXR/UeeUy1EqJUZKkWJoi9R8AQ8V8Dl6pJMUDDcmmnrnAvcmJA9tS12HtxkOsCpXbjAIwwfZXjbv9fwrVtLWXDbmjdVXbg8kuaaGK3b5t/mQo5jyZNEH5tvw7bgKaizDlJ6IBwf3Ujk4aQVgwG3HcxJpDTNUXUtY6YCxrLuJAma6Iw9ooENDW6hgj0mP5sQqlQmYX9+xdPDSMJBhFdsaIAz4O3/VsPwUcPDkbPkDJIyhNBgJVneLaS+jwKSKPDGUo06jKX+LXT/w5hKRALgsfLzVERU6Miteq5J2+6odWDWrBU/Gxic97cyPvrkAO/r7MQPb7l1ctFQZdv4wdKFTE6xSkmg4AsUXAHXlXB5bI3BztZKJpaamDYGGthETAN4Cmjzf82/idG9U3AzHuHgGMM7/qOqwM3yzqSdBquVEpLN807L0JCU1VEL5BlLjenbmTTYXDQXM4J6Bt0QCQOZwcqT5J58opXQqaeEpEEfm76kzidJStqSXI/EgkNbay0N6hI1QMmECjUyCQABElEkwSFxzaVNRDHB3/1bBw6OWvtkl6UJQBKGiCp6EuvkKaEBzKkCMzfZmFIiJgRMADEFmDCdexXQIyrBY6ix3XrYaxhJhBEQhBKtNgF3yvHCyc5tx+796eT68y55coCbs44U9Tecvsxd15gK1zCq5D/HsacDi0zQJknlNKAmad8OkvxfWP+fDu7Uqpsckyipho858F83lfCNH5UQMKaLFvh0603UyA6XZCvkWUY1yeaZJLcx3XpngJ4HNWx+btGUHKCfCg+3ix0yFfZ2lDOjqKRBxQTEBIBu6yaJsnwK2EI/RlEShU+joOT4uS07xhIcMa69vIFtuzne/9kqIhs9wtpRKlUPREKT+FCkfxNHA93M1KSEpDEIkd42+fdMHwicpoqdEwBOW4A1YjBKQT3+yJGRqTf0dFVm/F5nBPiGyy7Fnse+EEvZL8cOb0W94UBKkkwINk3nKRFpUS5Ncx5Szz57MSBPG9akFCW12hY1IUoWhAPcck8BX7ulmAZyMtmBBtyad2udO6mxtMLw9oTiTEFDLoPwhNvIOZYJkhWfzYL7+PCWx7lW25qe6Dk4yIA75d/mOi3xkrrsiyQOqFEiEqoCKGoCFcVEcnZgCbhBmC5zT883Lonxig0N/HwLx4/uKSohxOhwSZsIc1phEKAIQBBroEWSwCESkSRZPwipQsVgDEmWMjJCdABRgV0IoCWAM8+eLx9+vBn//ZuvOnmAA8DQwgsQx82vidbDSyHGSgU/gsNjdcxLqS0A0T+q/YNmgwhAFvCUCL1trLnIKCdJpJJEYE4EyoHv3lXA3/5bDZt3+1rr1pckFM8SvdslaQka01U6CUWx801yBQa29m2CNTMlVJHkB7CtuKWqkJnAf3yYJ46kjhRO7yiLXH2ixW0tK57XxdPnEhDdUzzh4cbsG0cT2d9LHTnmkFND7AkAxMCqBSE+9OZxvJUC37+rqB7C9WNNXi90SqA2OjGhEAQIAQTamqszpp7MBh3dT74pTbANxJCelQgAj0pUXIH+we76huet/1q55OPv3zzz93tcgDN/kdyx6Tsfk+7Zb3Cdm0qS1EFoiFpFoOgBQcDQDhhinf9g8iYypsg0gzEAh23RFagTukJUEhUhafEwdYAb7yjg7z9ew+bdXhrIIbbVtsBN1c7n6ytT5SQboTx+3xOS6MkzWXJYP0aiohBMt+hPtnIJeTL39dmKSaZfuIDuJZLl4hmLnpSTkeSgFAkP14lZSd2lzjkSNHfAsqQAIdYvHAUSK+ZGeP8bJ0AJ8N07ihpJ+lMnFhwK6FL9RpKoSchCEtX6IW8QMt+LOYjV0StCQAYCrh+hXBFgnGIqoHj1+StGHn1k68de94e/d1zB6rgAB4ChucvQbI3i+w96+Mz3JHwe4cIzp7BsKMBQdwsrF0kQwRGGXFd0E50/kQ7FsJeqJkEKcCKSa2pzbx6DcODGOxW4N+30dCDHqswhM/FumRk3YhwbdlxAm34txwfzTJSEYOaoZrqfJAHKyeI8lQSVLJLcJnYeilFQTCGETLi3MPklMmvJU8DrIgiZ8nBY+xWbdmrEyIv6LC1MhShLDFYcKEv+3r+YgATwvTs1yBlgifb6t9FToyRNvHhTyJH9BmCdjiSAGAhjuAhx+qIG5vUEWDQU4oI1MShh+M5dc7Fy1RJ01DpO+N2eEOBuuad9cGTi9Vv3rvn6tp3bSyNtiju3tFCmLfR2N3DJ2km85dop9PUQhC2uk+mptugq4QfWzmSsOKS24BrkNAYjMQgTAAe+f4+Pt/97DY/tOpHltsBtaipzqkliwa38kpmSq1Jwk+n3ZeiKZbUtEE+TDpONJwG22SAzWO4c75YkZ8VZ3rqTRG0xk0GgpcOkHVsuRGWkQyBNrz3eR87sXyCxekGA979xAkIAP7inqI98pK2Xif6QxFAOmloEe0dhQC0AqaedBREGepp4y8sn8NyzAvR1UThwwVkRx8aLqFyxrO5W2OsLtcH2rwzwffsD0dm1fONVV/oT9z+4q/TgHompqIzDrSL2DVewZXcR+w5x/I/LJ3Hp+hYKeifimOme1UT/SOlXYwAOokpaiWW5KROQjODme3289aM1bE7AbQE6Y8WVU2lSYB1tsRNn0urVMpPGnbmmKbjJcS95VcWWBqd5nDl8Z2EjZQrAbFqp0cKz1wkXt/VlfSoXthWHYhrEBH9gHFYjdihQx7qTEBF63gIRViAIyrcyltyk2UqlkChZkUMGwMr5If71TROQILjlHl/JjYaHJx6o3hHt2CazeBJQ61IeGYPKGEUq8LwL6/j9y+p44QUCMiqhHfoIAgeTLYZd+ytYsXbDRFfPgo1BezybfPJUAD57Vg8A52gYh9esPXvNT3++Y6PT6xOwosRY4OLYZAnfvC3Cj3/u4Hlnt/C6qxpYMBBhVm8AhxPEsbLqUlJFWaTleNKUeytlRYH7Jz/38NcfrmLrHleZZZoDeGLFSeJUOiStzjHDWlPrPRNFsajJDGC3tW86I6gtxwfpdp7GJFz9JLhKRiIktnNp1JRcizNqmuak1AUmsJMEQ0jCzZFcp3q4MM2TCVGTFyhNncuksFwmO5melMx9qlhi5bwQH/6rcbwxAn76c1+F/KlFO0w3WynSL0PqDBYhQOIIHosw2BdiwawQr7uqjkvXtlArEzQbNRwd60Sj5ep8pSaG5q0Ko6hxTaVaOjpVL5zwez0hwAlxcejAMNafvnDfVCvcecu925Y1jk1gVidFI5LY77RxdDzAsQkH3/qJixvvrGB+f4RXXTmFay6tY/FgABFxCMEynItAaeMJD6cSkhHccr+HN3+whm3DnmrKTXOgpqkcSAhRE4iN5dbcm5J03HZSmEGs4ozjFDLk56yfKOBjW+2MY2mjGjntxLbSlnM5zTuSWesOC/BJwTFMJ6i0AMLo5CZkD2PNYQMTgJXXAeNkEsPHdftLQpNKd93yVTug2jhBZfQl0c8gxtI5If79b8bxpg8Bt97nqyZRVPPw5PxBrNOVVHQkjLF4VgvXXlbHq65sYl6/gOOos/tEk+HQKMO+/VW0Qx+9nROgrAulgTN38tKKfbt2P4GFC+acEOAMT7Le/ra/wc8funO8v4s+VPXxmt27DmD5PB/nriJ47VVHUPCm8NC2IkJeQEx8jEx4uG2jjyPjBOtXttBVUc2DQEw9oxXFJBLMVe1/b93o4U0frGHbXjctN7MrcqxrQlUSlWdxb8e0f6CWFTfheeu2ye9OuHhyABBrOxumt7MJTYDC5HAr/ZxY95ue4Xbtan57ekFFUkhhUSHkDixYB1t6wzi7qVpi/pU5g5i8b5J/LZLZzkufGctN0komdfhafD2W6OmKse60EFuGOXbvZapVhAkLJI6YAbcAIoF5A22858/G8Bcva6NadCBjBzJmCAlw/Xer+D//PRtjY2XEwoXDIkTeWRhrdrz04IHND/f2zsVHP/LBE+L3hBYcALp7Z6PVqsPzigcOHvHvOHf1nouWzG5g9ZI6Fs1t4eaNFOBFEFYCo+q0J4I2vnarxEsuqmP+85raGumpBERoCyJBPWB4hOOeB12861MVbNvjQhpakufcllNpUxO7YWYSiqepBp5U7NC8/g2rn8vM3DtTUZ8DQaKs2KDLgRG57RmMdaoSGppqWe2EexNFQVRzVm2xSc4B1X3C7T6C0PWTQpeV5f3etPMt1Z9TJEdAwseFinYSqBwSO51JjZVVXVwYZZBhhOXzQnzsr8fxzk8L3PdLD8MjAFyzU9Q+dAApsX5lGy+/JESrVUSj5UNKCsZiOLKJdpviwa0OxsYFjo4G4E4vrjhrzR1Llp97oNlsolgsPhl8nxzgAOD7JWx9bOPjC2bXPvbCDUsuaoz+EIcmWvj21zj+7x3dIG4FXS6Fy4BYUowLAsbq8LhySoSklpsjE3Bv28/xgesruOkuH0fGuAI3YVCSFM0BWyUkm+IF22Lbofi8epIH9fTK+Wyvc2NJqW1pZwrRE1OBk5rDaQ5ljrKcCOW2gmK4uG3sCM36ZoaHpwcB0iQsnfBkGlwamkF0Wl+qrmhebGREZXoUsO1kKu1gEu29Ekk1z5cgkunPoLfbAsvmhvi3t47jprt9fOC/Ktj+hAt4ZiSESWynAAFaEUO96SAIi5iYKkFICs4iFH2Oqy9ooh4cwN2PVLH9oINz/TPRDCsfu/venz9+wXnrTga6JwdwAFiyaDaIW9s42Rq74d5H91z9vTt24v7tJRBw9JeAiivgc5UB1ygIPHdtgNULOJptDikFGI00QASoDzy+n+Pdn6jim7cU0Iqp0rkTUNvX6TbRSTie5t2Ge2dSX+1qnROpKPT4vJtSq/c5pkuEGUcStlNJsqf/LNyzuLaCdcm28ctIThY0t/UD7LEfxm4QqM8tEo2RJNbXfAYBgrRRfarzEBhrTjW3NpN7dJW+iXYS6FbHxtHUipgGv1EhaSTQ3xXjuhc04TnA//54BTv2O4pTEqS/qcPxwA4Hn/6Bh8tWF9FqlyEh4bshWoGLzoqDN76ohbULWhgNl2DZioU3lDsWbXQKYycL25MHOPVm4eZ79++pdl3wJs/Zzi498/CL6kGE8VGODl+g5EmUfALfJRjsdXDV+WWUPIF6M4DrtFVIngDMBXbsc/CuT1bwzR8X0IINbgvQsC04zVKTnJbNaZaiZAe3SouK2NUzOcud1EEez3LbjTVJjq4YqNgUZToXPh7Izba0DorEkkNbaKTOaSZvXKix2Um/bUAXHhvKAouyIPM5hTkoNTJtx9NkHSYFylaSlrLe2orrgJDQIX0TXZItwOMC11zaAKTEuz5Rxc4D2mkCBagLyn1MTBF857YKSMvBrB6Ooh+j5IcoFhzEEceBUYYHtvdi/Rmzbjpv3Zo3AU8ME7LkpAFOT/qRAK48dxZq4T3DL9iw+lHiD8CNYwzVBLrKEh0lNX12qM/FwlkeRFzFsYkygtCB1F8MdwV2H+Z45ycq+MYtRbSgJ3tmwJ0Hesq70wFR6QzLNM9EJkqJHdyxAU/ITBQla7mPp5XnqcuM1Twprk+KnSTAtviJzNxHktsm+T/fMzx7fzoFQmQuquWC3fEqlkR3kkrbMMdJdyya9h5PRhaa+6iWfokO6umRKsmgLC0LSwIRERQg8fLLmnjXGyYwry8EAqNZMniMYaBM4EmGHXsZ9hzkODLqYnTSw+iEjwMjFYRBAcuW9KJ79lmP3nnfpqcEbuApWHCzirU+zJ89+P6uzt0Lr1gfvmJ4/zEcOAqUfIqOCkdPB0OtpJxIIRRxpFRAIsbdjzj4xLcr+PqPSwjyXlwSBjOIs7dTgBtgsxOF4OmTbWfrIu0gTz4fJUtTSAb4tgoBWI99ql8qslFNY8mTtmWYbrFVchUB1UEfASDhCMmVdi61hc+eTCRASbbQwcpbyejjoKBEJGBO8st1HpIqzlC5I4pWGUkRiCOVtvzy5zWAGPiPbwn8chtDW+oSNKKeO1mPMDLGQAkDZwyuE2PXfoYIC3HxBSu+tmDV8vdPjR14yt/rU7LgALBgaDG+dePd49xd9cevftHInXPnjKMVEfgeRaXE0FEBquUIBT+E64TwvBCStvH5m11c/Xd9+NqtVQTc0T0D2TQgp3Nj0twFAsuxtJzIRO+2dO8kscruUZ6RBcl04Cdyn7HYaXCHkpl4d5Z+ZIBu33eSUE+TqvTtadmDWctuujxlLTlJLXYy4kNX1+haSNM8J7HIyXbestPk2lhkYVl3Kc396VlBjREkifWWMM+jiCIOFnG8/JIWvvO+o/jDF4yiJFsIwhj1iKLZBiabAuNTISbqAo0WhetE2D82hhvvD+48c/Vpf7zn0XvG5wwufsoAf8oWHABe9uINeHjTnY1R8Yrgni03oOC0UStzdFQIOioRauUA1VIbHdUGuFPHF37o4h+u78JYo6BQZqQBq7NG1iWzJQuSoSTTixfkdCtNrUxCG/SETKMdND2OUi17GnUB0r4kOctuPrUF8unAng50mfuP+RaMemI1VoWZ4W5XiJnxgkSXgynRg6jkKB3lhHYqjcxCdVg/nXpGdXAHySsTCJ3HorZjbcVBqK7zNO3iTNKU+o1MpDpp7CPN/dCgV8DvKAj882snwQnB529mGKlXUHIofFfAc2J4ToSi72CqQfHSS1xc98orgs17Rxtr1l32q0D1VwM4AFS71kAIcf/lF42ct2fLPYXeTqC3I0ZPLUBPRxM9tQkcnZzCD37i4r1f7MN4uwTmc9VMUYQqJU2GyITrbDxoKYkk4LZC78QK2hA7SpnVwu3GPbbWzTKWncwI7gTMNO9g5nRv8zhk7z8hvOUM/9T82ygr5nb+YNDR9hTUEqqvNpUZkLM8yGOZJl1npp5pPTD1OtV7meCUUN2xpB6TYqr3zcVUv+uS+vT51sEZC4YochHFHFIS+E6E//XqFhx2CN+/X+DAZA2cEj00IQJjBMVCGWetu7i5YOlp95vijN8owOcPltFs1N/xmmsvlrfdsu+vpka3+71dMQa66hjoGcNjw3W8979ruHtrFwgpoKeiLHEjJqiHBHEUAZEASKytOpAypuwXlbHgNAdy25pTeRzNm0zn4TSrmEwDN53BYs+4nWYXZs5BJPtD2yDPB3jMA2zeDY23lM3qnBQL3CY0D3qSILeb0FMJxOrLJWp8WyoXEiTAFoAaKquzDgVVjTyFpKBJCMiOaaqkF6Jb8RFC0Wq5CCMXjVYBYcRAiYTvhXjHqxrYcO4B/NOXImza2aXoDwRarSYGBue1OgYu+0i7XfhfhYL/KwP8SUP1J1rvec975av+x8V31CqMVYv18wY797OB3lFsGm7iHz7fhfs296HL9zBYkeguCNQ8CQ5gqiXgkAYWz6ojDgVaDf1L5hUUqmZzenYZGp1h1AhRDUC5Zc3T8Sq5kSGGh+dD75nn5qc75zMNSaI7H88RzVxjulOap0GZ6GfmELfPChb3Tx5rO5X2/0n+ydZVepskt49Dt8wBD5OkZkaspGWLJN8hgUVwvBhjDYLdBynKBUDERRwbq2Jsqoh6y0ez7YLAxdLZAsuHJvHIboHN+300WxSL5vUH8+bOfv+evfv/ad3aVdGvg9Ff2YKbVXSnAq/a974Jvj8YfqL17q/8LKI33T+AXfuqWNhN0FWMUfIA11HDgroDYM5AExvWHcUFq+vYfYDgQ18t4+HHCxAOy5owjXum7YNxLPM9TBJObidY0XR+zjS1xAru5DtW2Zyb5O4/HrgNUjLzMm2TPYOvKWe4kWjiufvNOA9DzoVQZ6q01lf1HqFE0RB7e9pIbTLD+ye31RlUkCSxFpSkLZmFpKBSqmY8Nk1JzrZSZYdygV9ud/HBr1Sx56CHc1bFuHSNDxFU0Gy74EzAd2NM1n1MNjwsH5rEv/7pJL5zbx2bh/vF4Ozud3d1Dn7o6NhI8Ovi8+Tc/CdZn/v6V1Ar+6c9sGn4oY99YSMreJ2Y2wl0lwTKBYKiT+F7qvVbR4Vg9ZJxnLvqIHo763CcJm5/iOIvP9KJR3aVIB0XYD5APRDK4TGgRCV8JuEywGPairO0cSbX25m+5YRk1BOSA3fWcZwO7hnlwkQmzIL7+Fbc+j9mej3krPuJb1Nq37YKpWHl1lBp7ZNM7mfJ42VC5fJT7+zW16YhqmoLotqEMCrAeQyHReBct9DjETiL4PAADg/hOG08uofiLz/chTserAK8hK6qgwuXAavnFlGrcBR91UCqVBCoFEN0VVsY6J6A6x7GlHdpHDtLziCisWnFsj/6tbH5a1twAAjIMkzR7u1DQ31veO1LK594YOMvaFdZoqPCUS4yFDymZMQi0NcVo6/DQbNVwdikRLkocO6ZDSydF2DTjgJiO/Jh/XjGgbR/ODupyi5yyIDb0r4JRYaT5yOWtsM5DYgnAjey4LbtR45dZJcVmZxmcvKeJazxevofKoqYWv6kYifJHCQqH0WX90hd5Ju8wQz9AWG9vpoGoTpjCaGsuZmunFhu8xoEIEQATGD7sId7HywCng/HK6DgUIwci7HbCdHTBEpFhqJHUfQpKkWKZoui1WZYuvIisWho0RtYsW87MP50QPOp6+AzrdddcxaW9wfBn73i/OsHu9y3rFjUg+4axew+D7N6HAx0U/R1Ab2dAh3lCJTGycyYOGZgMcVLLm6hUIphueTawZRW9yk79TVbtZO0QCbZCRQJ52bTwU8tvm2P98uG8YnlpM5grZFSkwRoNqc+wTky3VN9W6a7b+veGQ08F6GU+cilSHVyIZHo3mpGTnptT0wQyWMI4pgkEU1bM4+TiKeldVsf3riajQbFt35WQExNhzECh6o2D+N1gaNjIY4eC3BwJMS+IzH2HiJ44jBFU8zC+FTHW1jxiuvHR8oBIZc8LQB/Wiw4AKxbswR79h6I//D3X7jjkYcfmnzsodsqteI4SgWCKFIV1QUvRrUYoOiH4DwCoUJZGwmcvzqE70tMBVnJ0HxxeQUlE4rXGbbTwG3ncWfytlMJ0GyfOIKpFRdYqgmyjzGfNmPdT/SFJcJ3miVISAroZOdl9uEESmqm2jTpEgWlUVtGlVCVQkv1bapvK0uuX5OkB5mUqeJAoAQWQghikjbRNxOVU/5NtSVPv49mC7j7ESeh/LEEWjFBPSBwGyr20Q4lgBhhROBwiWULOnDx3Isnl65as2Nq4lDc0bP06YLl0wdwACiXCuAkuGn9urP/YtFQ+yObH72pa3R8AgW3Bs4YSoUQ5WKAot+G77ZRcANwFoEQoax5ZKXHIZUIk8QqpMDlNt+mOXCboa0axOZ/Nt2wQT9d7Tg+4JHfxnQunjk6Z7rO4jsjGRJiy4DZx9ormelu+RAmGEQAPYqPaHCn5WyKwaj5PoxmzxqZlfAq3RFLqPmblKY5KuZgNEYIkGB6oLSqswwRhSEmmQuPEXBGQKlqz8y4BFgTrNiBlWsuPrZ02Zo37z0wedNg38wdqp4VAO/u6gAANBrHvjh/yfn8exub7//aD+/s3XCaxDkrQtTKbZQLTdTKdVRKdYRxC5QFIFTAYRTd5RijUykHtyOOdv4JN9FKQ0t0Gm3a59t2Ji2rnVdMEqdtBn0bOfCT9De3rXYe+AYdJ8D29JXPPyFWBqGNtZmsufUvKs3nVbkq5vszqbeUptY8ma1DcrnomQ+mwE2FCtszIXXzS5EUlKfao6rUGp0iajS4EHBlEw6LUG+UAeGBQJ0JGAXWLABe+SKKOYvOPsIqF/xdIIIvLpg/9LSC+2kHuFnFYhd2Hpj67O9tuJzSdvNfMHFfb7EwgUqpgY5yAEmm8MMHJO7eVMLVFwtcsDJCT0eMl13SxAe/XEAkTe2flglJNp8kKUWj6dwgPo2DpxTkqSgkMwIeWSttgG2CO6kTSWBvHs+5tPO/TeSSWD4fsVK989ad5J5jW3FTEUSpLjbWQFc0hejXUOF6StRcH0rMcFkrKCIBXXapvq9YyYQxpWCxgKBU9/omyYckREJSgW/cVsLIKAeBwLqlDbzwwgD3PDqFOx/txsF6BaEUcNwYY1MupuJLjvTMfv7bgeZnCel+JqD46wV6TrQ++sH34mUvvPCXfR3OkTA+evH37h4puJxjoKeJL93K8E9fmoWb7+3G8jltrF0aweEUXV0RbvuFh5ExH3BcOJShqKVBl6k6ZEcPvnK4us0YsWbLa7Azklh2M9clMzM+fyHWJeHs6X2mvpLmr/UFpv4yAX4W3BnWYgVQkvtyj83r4DPN08RM91n/kknc30rW0u9gQuzqwakVTp1G2zJbylJS9qf6wVMmwFkMziP4Xhs79gH/fH0H9o4U4boOXvKcNv7xOmDdshixaOPRvSWcuxy48pxJlKqzj1Wri9+6bfv+zy5ffvozBcNnxoKbddElz8c3vv2pL7TIYECd8icnp3ZVfrmjic/eXIUvKjhnKUXF78PoOEel0MS8/jqWDQXYNqySsLKqiUysNLeoiJnyxjSQWcaxtKy12bbohAqepoDLa9kpx56ZkphFc5iYcWWQmyt2ADL0I3k8LMXUWGtMt+bmPuNQJhY9zvoUygGVibUXUlM5KXVTel3nyVKN0tC5iBBQShFTkUxOTgM9AGMC2/Y5GD5YArwK/ALD6HgBdz/M0NsZ4boNI3hkTwMVWsa6lSsmI6f7f4Zi31dfeOWfPpMQfGYBrt6gVzi09LVrNxyJCs7U5z970zHfE0WsXgzMH+ToK9cwOi5AQVAuhXjFZU3c/ECMUKYyYTKm0ArVO4yAcxOuz4GbEqvIIatfIwNiYz1nkvxyCVQ2PbEASE7mSzjOg2yQz/S/affpPza4AU1LSNoiQtrUxVCaxGCr/Ut6wwj1nZmJC0lbNYlMXjdgfBoKzkSm8IEQoN2W+OqPixiLfXiej94iMDri4KcPuFgwGzhtIcWlZ4xh6/4lra0HFv/J+tO6v7n/SOOETXueHvw9w+vql7wUU/v/My4Nlr/501v74s4q/9Lp80b85fNdzO6VqBRjRDFFGHNQMMzrD0CZ2m/TG9q23o6mIJyn2wrcKcDNdcZ6wXYqs1bYBjbNWOvp7RtsoOfhJ/HUlzzOk/KvRgBVZ0myFtx8NnOfsdSZA8C6FoBKsYX6XgTRFlyos6BgelYOM4mzgMnqpFSCxRRRTBFZeeRE6++7DjqIpIMiI/CpQL0pseOJEI2Wg3a7jNMWzWt19PZcd/2POm/Ysu9Q/NF3/sEzDb9nHuAAUJ71p/jMF74YPzYy8K21Sztffcai4uc87Ch2VGKUCjFcHgMSiAVDHEFbKd0P2kxFYxIuz4JbWXGqFRSbnhDk80ky8+Rh6Rx5x1IjwQ6T55WTmRexOLM8SdM+fZkuVjPnikjLgpMZKYtNUUguUzHZzkuMQo8OERJMAIKpNhVcUEhpZbwQquIQlCLmTAXrTNcyqN8ClIECaMcEI1MSzSDCkfEQ5Y6FjQE2+Eevf031W2sWH5bnXXzdbwJ6T08k82TWH7/6VXj+SsgP33rX11tO3588fKBnfLw5hu5aHY4TQ0JFNqVu0MgoSQqMncRyAy5XF4cTOA5R1/rCGdUHgN5O7qN6FLmx9Gn00jieqZKSlRWJ/XhLzcmn5WZC5oTgVzHn0/p+67oQYV3S22aGe/q4JKJpP0ffjs0lhhoHokeCRBEQxkAQAVFMEMYEQQiEIUEQEYQhRRAShBFFGFJ9tmWIIoooZohjTVVAIHWROCUErQjYP0FQ6mjhVS8pjZ+5qvoni+d89ev//eXWbwzcwG/Igpt16RXX4JNf/CwuWV34yv7Zq53u6uCHouYvu+uNCXiui4LnIJnUQCg8rZo4TMLhgMtJeu1QZcEZAWU2CFOVw5b/LBTNiL1pFtuWE4GZrTfJOoiZ1885lTM6oWSG5yaBF5lRTPLFECquQ2AmISQ+g6WpE+uzJcqK9dZmv00QLE4KRFQYnwmpgzqaixslhUo4zFAVhlgwcEEgJIPLKKquaqg60F/FuWevHWG+/9f7jnlf8b3n47o/uPY3CbnfLMAB4PWveg0A4MjR+hcIdXlr9Mb33ffonb1DXVMoF9poBhSSOvAYSTIIXQ1qlwOeS+A5FA5XFpoxS/5LQEmseuY06KJ+ZMtKWp+LWtY3E/VE9nSeWTKd7ZgAyYA2p4oYvmyWnauiPos9ItB8Rjn9AEo+j+IgpuNsOqkiu79A9owAfZYw702Q7q85K8V6m8UEMdNnDmnGsipnP+AMTqh6wwehA844PAcoOQQDlQhnnVbBunMuOPJHVz/vbe0g+oJfrv6moQbgFADcrN6eEqbqU58pDFxJTju9+i9H9/64d2xyFDdvLAIoouoCPpdwueLengP4GtyeS7UFp6n1zgVs7GxBW3JTFkmf4tOkxdQC0uxzbXDnAzdSFa8kNCAJv+clP1jlijaVQWqZYc3BTGbtWGA3S0fksxwa0H1iATpDYF8m+6tozXSAZx3yJIKsHfsoNkXOqgEQYwycS7hOjCDiaLVdFLwiNpzdws7hFub0d+FFl1925HmXnPf2QMrPnCpwA6cQ4ABQLpUh5fj1p5+5NtpVYh9+7LHvdP7k55MYKDJUXJEMHXK5aijkeyqv3HMUwI2CQnOW0bZG5gcz/NRwUElU80jkwGM3AZoJ6PaS0DkhBtCGJ+fOEll+nh4oiWOYC+BIDUSh1Q1bUUkdYpnSr2SfSeqMGs/Ser1ISMSxTCdDJKBOnXLbITX3h5wgilUWIqD0cJdTRBFFHFE0Wh6E7MTlZzbwxKEaLr/oitHVZ5z11tEJ+fmBnvKphNipBTgAEFKDlOEX5y0+69iDW3Ys+v3nOx+49fb7nd2HtYNItfX2KIo+g+9zeA6B66ggD9X0MO0LoqxwmkYrE6sXCyAA0WmkmbRzHQya4eCwtlPhRcNIqjmQ5rWM3mDOENZe6n1Fcp2AnlgpspqqqM8nEQs5gwVXO0OtAzmTB5MEtNIDyYzLjmOBIBRqXInMVThpmgdAFRjDPEb5OSGniGOVQUgI4DoUxQJV0iGLsHW3j7mLnhO+4GL5t+ecu3ZHsVj+XqX0G9MwjrtOOcABgBBH7Ni27aarNlzjPvDI9sZAN/2PG36ykWzeEdJ+yuF7FCWfoVzkKPgUngN4jgTnCrxCEAShsjKAzjZk6cg5xhQoo1ghIYgUgExBrkk9tcHNMmpJrrBAf26jepBY53nESGhAQgV0UIVSlTKcfx9jZSPTvwTa2sapFc+fZYyeTU02IFHpwuZskEQgaardRyAIQoFmSyDWkx8MvUtSG/QBFsdAGIkkY5EzAodThJGKYBJC4DoMtRKF5zaw92hBlHovkn515RvPXbzqc43JA0F/76mjJfZ6VgAcABYtXYoHHtwSlGsDX1y7uvXTR3aPXksw8s+ifgQln6NadlArExR9CUdzc89V48ODgGJ0kiGK1Q/LqFZdHAnXEXC5GiIKAGSC4dgYQbMl9GOVvgtYvNOk3JK0BIxaFtcU3prGO5QqEEaR4qoKHArglAJSI9m2uiZZjBiBIpEBJaJIIIqEtuDZiGeaHqvfn6bpJEnAShpg6vfQzz0yKjE+KSAhNWhVTo95XeOgR7HAZF0giISSax0Chwu0AoIgZBCSwXEIJhsShM/BwoW1fzzcWPz1ObN69tYbu4L5C1aeajgl61kDcABYu2Y5ADTf8a//vW3zxKz3vfDcbndstOsdjYmDrLcjQk+nhOeo2eWcCVRKIbprTRwcYdhzqIoo5ih46kd1mITnCBQ8gYIXoehHqFXaiIcFbttXQdElKHgUrssUjWH64CAm7TbNWDRRPBtcgKY+UHkclBC0QiAMBdpBjFik6bqcq4NCGkeQpFFZxsxZCIAkaDSBdqCohMg4gzb3NhFXqayufQZKzhoK4J4rUfQkhvoCbBpuY/shhq6SRMEFCq4KzRPdvYBwgoLH4HKJXYciHBol6CkDlYI6G8aCwOUxWm2GUqGIUsfyuInO96xds/l9g/sejUsdF5xqCE1bzyqAm/Wet/4BvvTlb8XXvfK6dx46PMK3bLr7Le2x+72u8j6MjANHx2ooegID3VOgzjHcsamCvXt9DPVReI7qbe04ysIX/QiVYoiOagOdtWP4wq0F7DpYwpxuosEnE0eQWuA2eS6mQFcBTFq8XPdG1FObZVFx8eEDMaYaMslqdLnp7YfEFFOd/ajOMOqMZM46TxyOMDKhuFYmsJRzeA1FEVJRC0BRJEoFpGT67AT4rkRHJcac/jrWrTqGWx/rRiB89BZ1QhslYExCcLVdLFDMG5AodUzic7dwtMfLWORKuC7BgakIjQbDqlIFS1eua1/8vAs/WKl1vfO+u27EORdc9av92M/welYCHACue+VLMT4xiZIXv2P9ORfTsNFzXv3Qp+kXb+s8rxDH/LlrY0hM4VPfLeKuX3Rg+aBSRYzlcriy4L4Xo1gI0F2bwpZ9Ab57fz8qkiCIFM+VMh1IZTi7wwHOZZLFmKoo0qIYEpwK9T5ujO6OJvp6xnH3phoOHi2gqyLhu0q4o1SCcQEJllhwzhS4C55A0RforIQ4cKyOh4cl6vUSeiuAx6EPNOMIymzwSaowu6SpzkKphGDaMhMVJHOdGK4j8Px1Ib5zzxi27hmAz4jaVybhMCQOrXohhivXOij4E/jM9zmagY81iyUuf44b/ecPvHte+YoXi3PWLL6n3ozf0ahPoVg6tUrJidazFuAAUKsm5Utvf9/Hb4Qk11YGBxufrrG9L69Vt9M7NkX4ycYuDFUZuqoMnkfhOoDDBVwu4DoCnhPBdwN0lOv47n0ejk146OxI34MQkqTdOkkagHJgGZPJkFhFE7RzRpWFdrmE70UoFUL0dU6B1KdwsFHBoQnFWSVM7rSEI1Iuzah6L0UfYlSKEfq6GmjHYzjWLODYeAU+F5CehAcCMDW+xKg26nOranlKVPc1ExCiRIAxqgGbVt3EMUV/F8OLz53COzcHqJdcFCMCL5JwIsANJcJIohUIHJtgODZewaVr6nh4xwSG91cwd95ccel5/d945Yu81zVauya7us4+1fA4qfWsBri93vYXV2Hnzj2ThBb+J8InHh85TFbtGem7usz2Y8EAwVC/6rfBmYTvShQ8ZbUYVdvDhyW2DfvwKYWbKCwA13ksrqMog+cqq+xwmaEndkSREJX/zLmAwwU8N4LnhsBUiGY7xniLoLNN4OiDwCgi5gUM6F2uzjClQoBysYmC3wIlPtoR0AwJPC7BYplkOEqSyikmnGNoTCwAwSXU+JEYDiMII6LzTgjCiCGKXSyd08BgfxP1loeugspBYYHaXy8UODYRoxUQQHJwVsIfvGAQdz82+4bTzzzv0b6hWR8dn2pNDs6bd6rhcNLrtwbgALBw4TwAOHrHL574h2LPH81bd+ZmLBjYfrUfbwHnR7F1uIC+modqKURfVwONloMgYnC4xOa9FJt3lOBRAs8RcDiF61AdGQV8T9EFPwG4SBrlSN2GODbpoZbOrDrZKkVGxBIiCNEMJBohQSEU8COo4IpWRFI6lCpBvhuh4LXh+wEY0w3rpUSclqdmWizH0jilet4RVXRDfT6lxnMm4IZKPg1CgnbAEMUOVi2UWDg7wMNb9cEngIPjKuLUXSOoVRp4eFeMUPRg7dpLsHr1/Bue/3uL3gw09hDSf6oh8JTXbxXAzbrorCEcPnx0z/wLV7z1wP7iFyv+ojd9945HLt62fxdqhTb6uiaw42ALu/b2Y/VCiTimap6sS+FGyERFCz5FuSBRLijFxXNUFyfVyUklGAmhsunaIVVSoNblOEsnJMQxRcGlqFbaaEiBRkhQUWMgleYuLatrKpO4gMtj+G4IzgKMTUnUA54WbJA0v53pRKtYAGEkEUZq28iinAGujtIKIUBIBM4Imi5Ds8XQDDjagQNJXMSxOoPUihQrFxLsODyFXfs8zOsnOH+Nj4sumg/ws2/vGax8tFhd8HBjKtpTqsw61T/7r7R+KwEOAH19PQDwuJTycQCPtu5sD772lad/yhdbFv/i8Z+x795exqJ+hgWDOtxNCRzOUKBKIivq4FGlKFEtxaiUYhS8WNUYMmXBOY9BiTpA6i0H7ZAijIiWKSkYlQh1AUC95WDOAMFFZ9Zx//YQzcBHFKugSaz1baNP0wSUEpwL+F6EMA5x5y9d7N1fQE+HyoN3jF/gKJALCUSxRDsE6m1FPyhNa1WDUPkOYaQCRowSeC5BsUXQaDE0Wg4odwCplJ+ST9HXwbF+lcSPHgiwYvk58eqzlj4+1Hf4z1j1/AMAtmU7df32rd9agJulf4BtIyPHtkkZX1Gf4LOrfWu+cXjsrqpoHS4JMYEgDvHN20uYnHIw0K1+2HKRoVoGOsoxumuqpUXBC1VLYgm4PEbBD+C7AYSgODpawci4h4k6g5AEnqO4A+cSgcvQDjiodLBiqI2OUhvNpocgBiKdcpoJ3OvoJmcCDo/hOhEmGjE2P1GChIMil/C4hOsQFFyCgkfgOlQBPIox1gQOTAKRICg5BBVXwuNpukDBUVYeiOFwCt/jqDQZJhsu5vQ7eMmFTXx4XwAhXVBeRmf3ovrb/3L9xL7DuKbWvXBfk6zcU/ktB7ZZv/UAN6u7uwtTTbmno7tnr3d06rTnb6DnMkr+syAfjXbvv6vrkV1hpcgoiq7QPfEYamWJno4As3qnUC5Ooh1FaLVLoPBR9AP4/jh+cD+weW8Bzz29jnqziL2HHHguUC6o6IrjCAQhRxgxTNR9bFhbx9K5Ddz7WBVhTDLRSBO6T6RGJjXAAzy0E/jezysoFCl8LlX+jQMUPIJKiaNUYPBcgiBqY6B3Ai+7fBKb9xJ8/75uSLjoYRIBkZiKIhxpcky2Va9th0fwXNXCeKpOEYZFnL0kxtWX9mDpvHVjV1wwf8p12et6B+bdu2BhZRyIBSG/M7D43QE4AJQLBADE7uH9o4OzBn/YmKovXRJ9uR0t+dDfXHbuA6/atmVnWPMbywf7qN9ZbaGzEmKwZwKNYBTfvo/gZw92Yu28Mq48R6CrOoHv3E3wvq8OoK9QwLzOSRyZmMRju4HZ3RxxhwPGCDyXoe1RBKHiuL7rwGcBwihCO2Z6ktn0lFcz0lxZ8RChkJDER5ET+FwkGZRFn6FW5ujpIBjqb4HyOjrGfVx+BsUrLjoKzzmC7989iK4ywYZzJFYtG8XPHonwo4017D1WhMsjUCrR1VEDeKElWG3LwoWz5bvPv8oNRMeHDm664fOz11wmo6AuSPHZkT/ydK7fKYCbNX/uLECdrRu/2LQLLuMf4Ix94IrnrGR9XeX/6CwHS+PW7gtJtJeNNo7gYzdU8IP7CljW5wJzXIRxgAOjET73oy70+gWcvYihv6OKg5NjODjehscUL3ZdjpJPEUQMQcTQClxUZQEvWNfE/VsCtMPiNHpilnEOXSdCox3iexvLADyUXQmXSbicwHMpSgWGaomgvyvCQPcYNg+3cfDIIB7YXMLZKyhes+EQHtzaAOMVEOmir1zCX199EGctIvjkTS6Y34VZQwPxylUL75w/VNhG5eQbKB2JPdcBgycXrL0WxYJzqn+yZ2z9TgLcXmedtgBI8/GiVmv0dZy7nY2pY+8d3v599+Z7grij3H/WdVfGa4eHj4LTEC6fxA13URw7VsBZ8wgGuh3Uyi1ctHoSD23lGK+7qJZiFH2GdlmrKpKgHXDUW0Vcsa6Fb983ice2FxDPhG5NVVR4PsIvthP86L4aai5Dkespw1SlpJYKDJUiUCvHGK/HuOcxAhEIHDjqYMe+ClYvmcALzxvHD+9wMD7pohEUsOPwGiwach+44vzJX9TbS9irr9kQDA70/H2z2R7t6+nQH+JPTvVP8xtZv/MAzy/f7wSAUQB/DgBbH7kDL76UXHx4vH755sfr1/TXwmXVjsO4//FtGOxyMa8/QqXYRjtoY+NjHMcmGIY6CManYrhuhN5ODpfHcHiIyYaLdsiwdG4Tq+a28cstipqYlFSqax2jWBVeAIDDIjw27GJ0vITlAwIel2jrImCHE3RUJDqrERotgtn9BOtXBLjzgQAHR2L4nouFQ914wTlT8EtnYulQB7pn8a2HJ0rfGG13/uj0FeL2F15xPv757071t37q1v9zAM+vZasvAoDbj42M3r5iGe5gNFp08OhhUW+NiQ3n9Cy46Myut23bMYxyJ8OB8T2gookzFofYebiFfUfKWDqHgDsN/PThNhpTRaxexNBRbqO3Ng7HjUGpcg59j4EziigGmm2CdqgmBzdDiYPjLnqqHENdEisXSkxEDTyyzUMcuxjobuLg6AR2P1HFledxrFrUBcmWY/GsSVQ7FwHukfct7t+5a2DxRbRY7KPFgrNjHvDDSrXjVH+1z4r1/zzAzerq7gSAH5rbMjwCcK/j8Z1779lxQKKzm4cbnrP8r57/HLphxVyBPSMtfOvGR+A4DewfYbh3UwlDXVUcPBahu+rgkjMa+MKtbUShC8/h6O2IQUiMJw5LjBBVhjenN8KBoxF+dI+HnmKEWb1FzJ/tYdZggCgCfOqit6eCwUUXYfbCKobmS7hucEubyw+fvWzUcSorEdNFt4+hObZkQe+p/gqflev/B/hxFnF6AWAMwI0AsGPXAZw7C1tcJvorRSkK3W101naBsgATDY4o5nCYCBcsXveuWteR39txcG541qpODBYZls/lWDYvRBhFiDd7CCOJgSGO7oEWOmuz8ecvpzh0dNA5Y2ntuweGH3lXrew6gz0S9UkOx6tg+fI1mNsqoVoCLfk4NHcedhUqs0/1V/RbsX431Pxnydq48X4ApL/Mh2u3PTwqNw2XMK+TYPEsjmXzmgjCELdvKiEIJFYMcSye08as3nFs2i3xyy2zyfozBseFkIfWrz/3VO/K78z6/wAyEO40voZGrAAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxNjo0OToxMCswMDowMP5sQ+QAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTY6NDk6MTArMDA6MDCPMftYAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC
    weight: 4
- - hecke_orbit_code: 4503599694479450
    id: 72157000
    n: 1
    trace_an: 1
  - hecke_orbit_code: 4503599694479450
    id: 72157001
    n: 2
    trace_an: -2
  - hecke_orbit_code: 4503599694479450
    id: 72157002
    n: 3
    trace_an: 0
  - hecke_orbit_code: 4503599694479450
    id: 72157003
    n: 4
    trace_an: 4
  - hecke_orbit_code: 4503599694479450
    id: 72157004
    n: 5
    trace_an: -5
  - hecke_orbit_code: 4503599694479450
    id: 72157005
    n: 6
    trace_an: 0
  - hecke_orbit_code: 4503599694479450
    id: 72157006
    n: 7
    trace_an: 14
  - hecke_orbit_code: 4503599694479450
    id: 72157007
    n: 8
    trace_an: -8
  - hecke_orbit_code: 4503599694479450
    id: 72157008
    n: 9
    trace_an: 0
  - hecke_orbit_code: 4503599694479450
    id: 72157009
    n: 10
    trace_an: 10
  - hecke_orbit_code: 4503599694479450
    id: 72157010
    n: 11
    trace_an: 6
  - hecke_orbit_code: 4503599694479450
    id: 72157011
    n: 12
    trace_an: 0
  - hecke_orbit_code: 4503599694479450
    id: 72157012
    n: 13
    trace_an: 68
  - hecke_orbit_code: 4503599694479450
    id: 72157013
    n: 14
    trace_an: -28
  - hecke_orbit_code: 4503599694479450
    id: 72157014
    n: 15
    trace_an: 0
  - hecke_orbit_code: 4503599694479450
    id: 72157015
    n: 16
    trace_an: 16
  - hecke_orbit_code: 4503599694479450
    id: 72157016
    n: 17
    trace_an: 78
  - hecke_orbit_code: 4503599694479450
    id: 72157017
    n: 18
    trace_an: 0
  - hecke_orbit_code: 4503599694479450
    id: 72157018
    n: 19
    trace_an: 44
  - hecke_orbit_code: 4503599694479450
    id: 72157019
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    id: 72157998
    n: 999
    trace_an: 0
  - hecke_orbit_code: 4503599694479450
    id: 72157999
    n: 1000
    trace_an: 1000
label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 90.4.a.b
- 90.4.a.b
- 90.4.a
- 90.4.a.b
- 4503599694479450
- 90.4.a.b
- 4503599694479450
tables:
- mf_newforms
- mf_hecke_nf
- mf_newspaces
- mf_twists_nf
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-04-25T00:25:15.365562'