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    twist_class_label: 45.4.a.a
    twist_class_level: 45
    twisting_char_label: 15.e
    twisting_char_orbit: 5
    weight: 4
  - conductor: 5
    degree: 2
    id: 181918
    multiplicity: 2
    order: 4
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 1
    source_is_minimal: false
    source_label: 225.4.a.a
    source_level: 225
    target_char_orbit: 2
    target_dim: 2
    target_hecke_orbit: 2
    target_is_minimal: false
    target_label: 225.4.b.b
    target_level: 225
    twist_class_label: 45.4.a.a
    twist_class_level: 45
    twisting_char_label: 5.c
    twisting_char_orbit: 3
    weight: 4
  - conductor: 45
    degree: 2
    id: 181919
    multiplicity: 2
    order: 6
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 1
    source_is_minimal: false
    source_label: 225.4.a.a
    source_level: 225
    target_char_orbit: 5
    target_dim: 2
    target_hecke_orbit: 2
    target_is_minimal: false
    target_label: 405.4.e.b
    target_level: 405
    twist_class_label: 45.4.a.a
    twist_class_level: 45
    twisting_char_label: 45.j
    twisting_char_orbit: 10
    weight: 4
  - conductor: 45
    degree: 2
    id: 181920
    multiplicity: 2
    order: 6
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 1
    source_is_minimal: false
    source_label: 225.4.a.a
    source_level: 225
    target_char_orbit: 5
    target_dim: 2
    target_hecke_orbit: 14
    target_is_minimal: false
    target_label: 405.4.e.n
    target_level: 405
    twist_class_label: 45.4.a.a
    twist_class_level: 45
    twisting_char_label: 45.h
    twisting_char_orbit: 8
    weight: 4
  - conductor: 20
    degree: 1
    id: 181921
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 1
    source_is_minimal: false
    source_label: 225.4.a.a
    source_level: 225
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 15
    target_is_minimal: false
    target_label: 720.4.a.o
    target_level: 720
    twist_class_label: 45.4.a.a
    twist_class_level: 45
    twisting_char_label: 20.d
    twisting_char_orbit: 4
    weight: 4
  - conductor: 60
    degree: 1
    id: 181922
    multiplicity: 1
    order: 2
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 1
    source_is_minimal: false
    source_label: 225.4.a.a
    source_level: 225
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 29
    target_is_minimal: false
    target_label: 720.4.a.bc
    target_level: 720
    twist_class_label: 45.4.a.a
    twist_class_level: 45
    twisting_char_label: 60.h
    twisting_char_orbit: 8
    weight: 4
  - conductor: 105
    degree: 1
    id: 181923
    multiplicity: 1
    order: 2
    parity: 1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 1
    source_is_minimal: false
    source_label: 225.4.a.a
    source_level: 225
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 1
    target_is_minimal: false
    target_label: 2205.4.a.a
    target_level: 2205
    twist_class_label: 45.4.a.a
    twist_class_level: 45
    twisting_char_label: 105.g
    twisting_char_orbit: 7
    weight: 4
  - conductor: 35
    degree: 1
    id: 181924
    multiplicity: 1
    order: 2
    parity: -1
    self_twist_disc: 0
    source_char_orbit: 1
    source_dim: 1
    source_hecke_orbit: 1
    source_is_minimal: false
    source_label: 225.4.a.a
    source_level: 225
    target_char_orbit: 1
    target_dim: 1
    target_hecke_orbit: 20
    target_is_minimal: false
    target_label: 2205.4.a.t
    target_level: 2205
    twist_class_label: 45.4.a.a
    twist_class_level: 45
    twisting_char_label: 35.c
    twisting_char_orbit: 3
    weight: 4
- - charpoly_factorization:
    - - - 5
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538900
    p: 2
  - charpoly_factorization:
    - - - 0
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538901
    p: 3
  - charpoly_factorization:
    - - - 0
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538902
    p: 5
  - charpoly_factorization:
    - - - -30
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538903
    p: 7
  - charpoly_factorization:
    - - - -50
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538904
    p: 11
  - charpoly_factorization:
    - - - -20
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538905
    p: 13
  - charpoly_factorization:
    - - - -10
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538906
    p: 17
  - charpoly_factorization:
    - - - 44
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538907
    p: 19
  - charpoly_factorization:
    - - - 120
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538908
    p: 23
  - charpoly_factorization:
    - - - 50
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538909
    p: 29
  - charpoly_factorization:
    - - - -108
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538910
    p: 31
  - charpoly_factorization:
    - - - -40
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538911
    p: 37
  - charpoly_factorization:
    - - - -400
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538912
    p: 41
  - charpoly_factorization:
    - - - 280
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538913
    p: 43
  - charpoly_factorization:
    - - - -280
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538914
    p: 47
  - charpoly_factorization:
    - - - -610
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538915
    p: 53
  - charpoly_factorization:
    - - - -50
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538916
    p: 59
  - charpoly_factorization:
    - - - 518
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538917
    p: 61
  - charpoly_factorization:
    - - - -180
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538918
    p: 67
  - charpoly_factorization:
    - - - -700
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538919
    p: 71
  - charpoly_factorization:
    - - - -410
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538920
    p: 73
  - charpoly_factorization:
    - - - 516
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538921
    p: 79
  - charpoly_factorization:
    - - - 660
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538922
    p: 83
  - charpoly_factorization:
    - - - 1500
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538923
    p: 89
  - charpoly_factorization:
    - - - -1630
        - 1
      - 1
    hecke_orbit_code: 67109089
    id: 538924
    p: 97
- - char_orbit_index: 1
    hecke_orbit: 1
    id: 33460
    label: 225.4.a.a
    level: 225
    portrait: 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XNZMNjx8aEret61GshQlqiSNDuV1lo+0zWBJ70OH3O5+ApwdGzCceXEoJqn9fd0OOtN0EgW+w/1uT4vBox96Ll4ILl+ssX+fkfWGH9xCRHTk9x6lyVcyua5Y4gTaHiW+LEcGo+5Niyz7Zdk2bbtl0fD/yJ96Vp1PnZ973zWw2J/6rH32iAd7tdFlZiqoH81aPHD7z89z/+cTkRHH/5P37nab2wuI3jZydZWPHo9hXDSDAIodNLWGknLHYSzq7AwQXBzMwqv/RDS9y4u8aJ+SlOn6tzelEzv2Q5u5hwciHlXDehNTXk1it7vOwS8GWVQAXML1c4s6g5uyzoh5AkhopvqFdSJicSDHDsbEKnB9vWedSrIdYKED69gWHr+pClVQ3WSZHVHoQJWCzL7YhNcx7dgUIoizAhzYrH1g1DVvuCY6c1qdFMNyWNiiDwIEkE/VBydllyZskyv5IQBEPwEm6+rMfLLxfMNqssrTQ5MR9wehHmFxPmlxNOLTvmvv6yRX7ph1ZYPzHBsbNTnF2sOXC3Je1uyjAyhJGhOzAstVMOnBOcXmrz6/8kTTbPth647KofMdu27nlAeenPdrsBzWbjWw2Vl3z8jdXg99z1WXZfchW/+K9+5le+csfX/9//9JGv7br7ydXtB8+E8tVX97lovcVYjZYSrUBJgZRgkSAEwlqksAQKTi9VePig4sqdy1yyZUitAp6W+J7C9zX1qqTmSfo9j/1HK9z5hM+xcyGdJGb/iZB108u87dYVrtzV5fpL2hxdTFjsC2rBkMOnLe1OnSt2SFaHKXuPKho1zfPH4OKNlmGUMkx9tI6ZbMC+EwFKp3gyQXswCCU3XtJn0JdcuSulM0g5drrBResV9VrEamiZa/VZ6XX4+N3w1JGUZ44M2bZxiav2dJicinjLzV2+61WWnesbpHGLI6cmOHTS48RZw8lzMSfPpRw6Jzi+GnP17gV+6Ye6rG+1OH52ivnlKourHssdSbuX0uknjiS6hqWO4cyq5NSK4YodK7zvrefklpl4+8LZUxednhc3VWrbqlNTra/9xSc+w198/M++1ZC54ONvJIP/5Zf+hGdWhXrdBv7VmTOr/+KxJ4+p5w53OLYgOLYquGjzIr/2Ewtcsa3B6cUWy+0qq12fdk+z0lW0u7DSTVnpJKx0EhbacGJFoKtDbrl8me95VcRFc3VWe03OLVdZWPZZbAuW24altmGla+gMDJ3Q0h8mTDdjtq4zgCDwLCfPeQgZsG1OcdFGy8a5PvMrIU8faHDdxZZadYXnDk7RqEdEkcf0pGEwhEu3Dvno3S32bEkIQ8vMhCROBzQqAc8fHVL16lyzO+GZwxHzSz6bpgMu2gBb10co5bSz71mEsGxblzDZkHQHAb2+R6fvsdxRLK/CUtuw3E5ZbKecbcPSMGXrph7f8+pFbrlEU/GanFlosrBaYWlVs9QWrHYM7V5Cp5fSHhjafVjoCk6uWK7cdY5/895lts9NcHaxxeGTDQ6friMrG9PW1OyvvO/HBr/8pTu89K1v/KFvNXTOe/yNAvjefQdo1KrVvftPbn30hYe++8rNx/912uvw1ItNjp2JOLmQcGJJcGjFcum2BT7w3iWu3F5jfrnF8mqV1V7Aalez2tGsdKHdNax2E1a6Ccsdy3xbcLpnQfR4xyvavOVGw44NFaKoxkq7wmrPp91VrPQE3b5gGFqixJKmoKQl8KAaWFpNy9xUjPaGHDoT8ezBAJPUedNNEdpb5fG9E2zfAF9+JOEVVwScaw+oaEWSxkxNQhJ7aC9haanGrdd2+PKDDS7aAI8dCPGo8cYbDYkY8OyhlCMnK2jps25SM1kXVAOB7wuUgMRAFFuGEXT7ltWeods3rPYNSz3LIE3ZtrnPW17W5h0vj8A0WFqd4NxylaW2x3JHs9KG1W5Ku5dkDG5Z6cO5nuRs23DVrgXe/94Fdm9qcnJ+itMLDY6drXDkpOHR/QMuuXSKd79x9l9uXnfrX9QnNx5P4uFgx66/OUHo3xiAW/skMOGfO3PmRx986Nhvf+xzD4urLj4hb9ozybMHpzh8MuHMYsT8quXUquDoquHqHQu8/8cXuWZXhcWVFkurdVa6Ae2ux2pPs9oVtLuWdi9ltZvQ7hlWepZzXcGZtmGy1ef113e5+ZKEbesUzapHp1sh8CSgiBKJMQJjoT8EhGGyMeTAKYuxEXc8VifsV9m1yeeWK/vEZpV7n2hxzcUeB872aK80edmVfb72eMC6KcveY5a///YOe48GrJuS3PmE4pZLFcv9DodPTHHN7oh7nx2QhDVuvsxn55Yhg6THVx9XkAoOndQ0axotoD+QGCtIjSVOAGnQvqHds9QbMVs2hLz80j6vvy5hul5hfnmCpdUqKx2fla5mpSNo96DddZKk3TO0Bw7c813JQifl+j3n+Nc/scjlW+ucXpxifqnB2cUKpxY0R04mPHe8z3WXr/LKy9eZWN9iRWP3Tw1rl35YR/PRe/7Wjm81pIC/IQBP00SutAdv+50//vSul1+x+oHBwhPe0y9KplptNk5Pc+hUixNnExaWY5baKYtdONORHFsx3LjnHL/6Ewtcs8On3Z1gYbVOu1uh3fNZ7WnaXUW7D92ezfRlSm9gaPctCz3BQg/iNOSqiwesn0rp9S1vflnI9vWGJJVoaYliuOfpCsfPVdgwmfDcoQqYGpdsVly7xxBU+jx+oM/CYp3Lt9dptlZ48BmPGy6usNRfZWWlyfr1lkf2Kn7gtT0e3avZPOex2GuzsjzFtZf2efC5lKlqi8t39TjXbvPICy2qus71eyy7tw5B9nj6iGBuKmZ+Iebepz2GsUJKSI1l+4aI178sottTbJw0XHsxRFGN5XaN5XbAas+j01e0e5JODzr9lE4vpdtP6fQduJf7ktMdweog4ubdC/zSj69w3a4qpxYmWVqts7BaYWHFY35JcuJswrH5Hhs3DKn7NR7fZ/jud14bv/EG/c92XPLug1LVv+D7nvlWY+tb7oMvrXRZWu790NNPP/kbTz9zcOpr9x3n2j0xCs3sVJP55Rr9IUgh8D1BLRBEicEYA0gePzDHz35I8/Zblvne1y5x0caI+eUGlaBKNfCpBR71qqZblTQGHhN1TX+Y0hukrAsNg9DSHQYsL1Q4ecISJYZTZxOCwAICX1m0FPQHCoFH0tdcvV2wc6Nl66Y+Ydrl9kcV+w5O8obrAq69dIWP3G7xRY3tm/o886BiU0sx0+xTUVWi2ONcF+oVzeZ1gqf2RVy7u8qrrlnkj744wPcavO4mixf0ueuRiC8/XOeFI1V2bKyxfUPK7GTERTMxV2xPUcqglQUstSBgthUQxR7dvs9zBzx6Q01/oOgNJb0B9IaWXt999+4gpTewdAaG9kCw0FecXbXUm23+/psX+M6bI666qM7pxQlWOjU6fZ/+UBHFAmMFtYpkZqJKGHlsWdfj9beE7Jj4urd4Zudv9KOnlq++5vr/x6b9PxKq9n8uwPv9AUKIn7j/sYd/9c6v3TWlwiVsWOVrD1Wp+XBu3mfLnCZvKve0oBII6qnIalAMWkqeOzjLUwdqHDh9jre/vMfLLxvQajRZbteodyo0Bz69vqab3ezBUNMPNcPQMowMUWyJY0uSumeU+FgDUgn3nr6g1RBMNmD9jGHzuj4zk22+8jjc96SHNBO84TqPqy/pcv8LMdGwyS1XC9qDAeeW6ty82zDT6lPVAcNEsdCJUUZw9W5NrRHyxP4Kr7x2gpdd1eWJ/QrsBNdd5vPjb13ma09F3Plonb3HK2ydVayfqjLZqDHRgGoAnrYoCcbC3iOCNBXEiSBKIIxx3zFMGYSGYWjoDw390NAbQCeEhZ5ioQdDM+S2a5Z52y1tvv82QxRPcGaxQbvndsNOXzMYSqJYAhAEkq0bfLauU+zZFlOrKJY7Ac/t6xOmd09Fifm1666/RQ8H/T+oVL91IP+WAdzaBSD88UN7H/7Vo/u/MeerAVs31phqpYSRQUlBrSpJDUjpbEDfk6TGYgyAQQiLlimBkiz0q/zZ3Zu568kOr7hilffctsoVF/WYbtVYWq3RHQT0B14GbOWekSCMJXEiSBK31bvaLRdUag0VH2pVw1QjZtNcn4QeB07FfPzeCodP1GkFVW64THPzlR0eebHNHQ81ueniCls39Pno3QIlApqNmNVeiLGgBMw2+3S6Piap8rZXnOPPv1xj53yFt9zUJ4qXuPfZaeK0wo2XzfGWGzpcvKXNXU/0eeZEjaeP+Gyekkw13W7me24RSgFCWIwFYyxxki3W2BLGbiEPIxhE0B0KVkLBcheEHnL17lXe8/pVbr0sZaZRZaVTY6VTGzk0A01voBiErqsoNSCEuycrHc1zh1ooBcMQun1od1c5/Kk75w6fSn71la98hT14vP2hXVsn/s8A+IN3/ykf+HSLn/7V+3/4ku1nPnDtxqdmNkxZsHVWu5JeTRLGYC0oCVIKrAUhJBYgA6ADvduitTZUtGBlqFhqT/KJe+o8/FyPW65a5T2vW+WanW2m0ypJEtAfVugNPAahJooVcSJJUklq3NYryPxz31CrJAR+hO+FnFoK+eJjkoMnfY6cnESZgJ0bfC69SHHdJR1UsMCzhxpsatW4fAesn11hudPkik2SxFi+8mhA2Je06glvvHHIF+6NOX62wZ5dHmdWhzx/2GPLukmuumiB+5/p8uDzgjDyueSiKS7ZEnDJ5i6Hzixz8BQ8uq/GgcN1aloQaEk9sFQ8d00E7tqlxpKkECUQpYJeKOgMBZ0YIpNg7JDrL+7wntd3eMUVKRumAgbDCZbaVTo9n97Qpzfw6A0V/aGkP5QMhoJhxGi3wxAngu7A7ahRbOgPUtq9lOPnlnjm5B1zc5MHP/DaaxqJtXzEYkV/iG1U/9eFfv9LAf7L//4j3PyaFX5Gpt//1fvP/se7v/Fc65rvWmLL+hlAU/E9egPX8xinYDMHwxhIUlBSOtArgZYpWgk8bfC1paIttSClVRF0Qo/VziSfuq/J3U8PWTfZ57tf3eaSLUOGgx6XX2TZsl4Rxh5pqkiNxObglgZPpxybtxw5K1gdGD53f41Ti5PYyGOyotg4rdm2XrNjE1y+s4ORi3zwC3WWlye46RLN5Tvb3PW0QCQec5OSei2hH/tIK8FKlPZpDwXzy4LLbI1XX9flgSeqbJzxuenyKX7srYt8+MtdHt1fpzf0WFptcNHGKns29Llxd5d3vrLL6eVlPnd/wFI/4NgZj1OnfDwlkFIiEBhrSQ3ExpImhsnpmCsv6xOGMZdsCXnXq0PmJhRTjYA4rnBmoUJv4NMfusXfH2r6oWIwFAxC9wwjCGNDFBvS1JIaC9btGmnqdor+0LDas5ztKEw4z6H9x2dOHb3i1y+/4cV/ef01/Lg14X3/KzH3vwzgd331L3ntG94m3v+bf/7ubufg71+8fl/tlVe1WT+dEEdDploapSyVwMmHOBHEqdOUSSqIE9BaoLVEKYFWAq0dGH1tCHxLJbJUfUuzkjJZFfQjSTeqc+RknX/7sSkwCSJJuO7KPhetj0gSMNZgrUviSCHc4vF89h/32XuwQr2iafiSmZpgdloyN6XZOKvYtiFlz7ZVUrHEf/p0k2PHW9y02+OS7SmDpMtDzwa0qh7TE5ZWI6JWdVLIGEl7qFjuWZbaKe1elVsvX+WxvX32HVe0mhVuvKzFe9+2xG99Bp44WKc3sKx2NfPLTdbP1JibHLJtesg/fXefZq3NM0dg/wmJ51mUsghhAOv+ZyFJYPv6lFuuSEhjjzgJsLbGMPI4u+gzCB2oh5Eq5NsglAwiwTB0rD2MLFFkiBJDHJsiXklTS2IsSeL8+H5oWe0LVkNBf6D5vS8mbJl7cXZ65s9m95kdF11+/Xu+8acf/YR9zw+8+38fgNveb0HtpJo//AfvuGRD5yO/dsfpyqMTQ97/U6vMTnmsrg5oNZRLpvgew1ATxhnIE5kFTYI4lkQe+Fq4NLsn8T1J4KdUIksYG8cwkaWZOLYJE4gSwTCWhGlAnFbYd7DO0/sgtRYHbaeNPQm+cjUfjQAu3wDNKkzUJZMNxXRLMzcFW9eHbJhdJbbL/KdPT3Do8ATX7lDs2CzZuXmFrz+fML80wXUXSSabhoo/IJABVgmSVCKsJUkjVnoV5pc8rr2kytW7u9z/RIV1k4JapcG1uw3/4B1L/MfPGJ4/1WC1Z1jtKhZWNDOtOpPNKpPNCZq1mNl6zLZrIwIvwdMJSqVI4bScxS2qOFacW9DEiSJOFFGsCOPsNZKEsSSMJMNIEkYii08gjCxh5Fg7ig1x4nR9klji1BCnECcQJZZBBP1QsDyUrIbQ7xniZo+feFsHPwn52BdqH/zJf/mxwW98Y+On3/XTn0o/+Wvf9e0P8J/7tY/zdz/QVJdsPvWu3ev3/9Fq+1BlZrLK5++r4ekWv/zeNrs3dhCAlgbf8xn4PmGkiBJFFMkM5DILmIQDeCwIPEHou78T+c4NiZLUuSJJ6ZmSsY0hNTi9bSjA7QIm0BI8D4LMrakFknpNMVGTTE4I5qYStq3v06iv8ukHIu59dorVxSZXblVs2+Bx8ZYhqVjlK4/WqHua2UlFozbk2UO4jvstln6ouOrimCt3Ws6eSVlY8RkMa7zphi7feGbAgVOKelUS+E2u2GH45R9e4p7nB3zhnhmWOpZtcykrbU2rqZioezRqHvWqpRIYAt8Q6BStnNSSMiMYi0tYGUFiJEkqSDLyyIkjjJ3zEsXCXefIFqAeA3diiWMH6Di1RIkD+DAW9GPBaihZGlqGwwHXbF/mF39yke98RcQn7qrz9KGnKjt3dv7kN7+/8yO3Xtf85Nm/+4fphl0/9u0N8Gu2I7v95e/9+qPnfuc/Pnmu0otr9GOFqFf5/IM+UeTxXa/q8M5XrzI7ldDuVQm8hDD2CCNN5DuWiWJJlCiCWGY3QRImIvtZZAEjRLEsHIQkf00NaerchdRmTkkWrAohCpdGa7d4Al9SCST1qqBZs7QahnVTIbOTXRK7yie+Ifnwl6eZq1S4cqtg6waP7RsN2zas8OmHLMvLFS5Zr5hsQqMWM39Ucm4lwL8IwlgwOyFpteDAEctKx3B2scLF2yu89rouX7yvwnQDAt9HyRZX7BT85FvO4clzfP7+SV44VWFdJ2aulTBRVzSqilpVUg00gQ+BB1pbB3IBeceZtWBwCzs1ZNKPwkEqwBqnjhRik4E5kyUJGXFkgWtiiVK3IIaJoJc4WdIeGKp+hx/7W+d496u63HYttNsNXnllnxsvGbLaaVeSRP7+nfe2dGpaf4bjmW9PgH/19i+SGvPDx47t/fXB8vHmxkadhb7Al4Kqhl4S8NXHAx56vsaZlQV+6h1tZidDBmGNTi8g9H2iSBPFzvGIsq01SpwfG2UWXxRnEiZjJXfDXOCT5MA27tXmPiCOuYUQhab3tANIJYBaxdCoJrQaCbOtATOTqzywL+JP7qiy/0iL7RMeO9fD5vU+m9fBnq0d+kmHR/Y2qSqP2UlFqwGtRsjkRILva4Rwi2sQ+ix3Ylb7lnYv4dyKz9b1DV52yTnueLTP/lNNakGMp3yEmGDnJsUPvm6R6/ec40/uaPDIcy2Wepq5ZkKrllCrSKoVReAJAk/ieQKtJEqR2YcO5RbXw2oMBdDd4ndEECeWJDEkqQN3kgE53wlztg4zyThMBP1E0E0EnYEliodMVTr8vXcs8v99T5/Ar7C0WmMY+SSJxzDyWW1XOXpquRmJ0/9py7ZL/a/cfvuH3/TmN3/7AXzv8TZSyJ948sHP/2p39ez07KSPEAkT3ZTOUNANBe1IsKoDOoNp/v0nffYeWeJtt3Z59dWrbJjzaXeqDEKfKPaypyJKtNPiiSKOM+mS5F62JM6YyVl/ZMwtcQF/Bm6XpMyYG7RyCRPfs1R8Q7WS0KgkTDZDNsx0mG/3+e3PeXzlsSmWV+rsmhVsnRNsmvPZPCe4aOMQ7a/y5/dqDp+os3udZLIhmainSBlyasESaIkUYK0gijXb5jo8Skqnr1jpWOaXq+zeXOGdr27zybt8js4HeDpGCA9j68SJ5LqLVtj2fR2+8kSfj35liseP1tk0KZipp9QrKRXfyTbfk3haoJXLAEspipoMi1tkxuKcltRmLpUtgJ6kjtHjhELiRVnyKEoFw4QC2P0Ion7MppkOr7x6mb/9ij5vuM6CmeDcYpVBWGEwdLZjt+ex3PFZXFXML5+anp6d+cA7v+s7lLULfyDE7LcPwHvdDr7v/djtX7v/V/e/uH8u8AXNuiZJHcCUMnjK4ilBoAS+VKwOJ/iLeyrc98wq1+xp87239XnLTRFzUz79QYVB5BPFmjjRxPEoWIoTx+hJkmnLVJKmgtSIkdY2gkKVWMfcUoBSznXwlMH3DIGfUg0SGtWQmVaPQTzgrmctH//6BI8812LS97hik2XDlGTdtM/GWcnmdRE7Nq3wzNEBn/vGLBNKMzshaNYFzVpMu5/y5YcqNHyLEA5Yg1DztltCvvSwq4lp9wznVjSb5xq8/eU9HtnXZe8Bn3qQoKRwIDc1hpHT+j/42ja7N5zjz+/p8OALLY6vVFnfFExULDXfUNEG3wOtRJZLyJkc8vIjk0k1Y0Y7XGJGu15sKJysOIEwFQxTwSAR9FIXfEZRRK3a412vX+F7b+tw7cWG2ZZPt1dnqe2A3c/A3et7RTlzpy8ZhhEHD+yde/Thjb962ZWvMqurnT9stZp/swG+vNJhsnUEY3s/tHDi4X8XLz043fJDEqUzhtVZ0gakMEhps+DOEEjH5qd7s5x6pM7Dz3b55JUd3v3aPm+8ecj0pE8U+oSxY/Qk0USJIkkUSaocwI0kLQHc2Iy5zSixIITNgspRksj3UgI/phpENKoDUgZ87QnJx+5u8dyRCUQcsH3SsqFlmWkpZqd81s9INs7GbF3f4cRCl9/9Qp0krLJ5s6DV0DTr0KzFCC+iM6jTaliEcEmrOJFMBYrEJHRjn24/ZaWjOLVQ5bIdDd73Hat84M8Cji3U0SrOFoYmSSoMI8n66YDrdnW4ckeP54+d4uNfr3LH4y1Ot6vUA0XDh7pn8bXFU6Cz6yzEeHWdAaxxiy41gtRCYlzLWpwKIpMztmCQwjCFOEkwccRUZcCbXrvKu2/r8IrLU5oVjzBqsLhcZRAGDELnqfeHHt2B67pq91yxV29oCGPLCwc6PH/4a3Mvf2X6795428uSrz1y+I9vvnyWev2vD+h/rQBf7QxI0h3fee8D9//WueN/2bxyW4Ivp5lfkhibgdFYjLEZnRoEFiXcTfClpKIk7bjOQhTwhUfq3Pd8jxu/1uUfvrPLpVtD5lqaZl0Rxz5R4oAeZyB34JakRmKsxFqyZuMc3G5hKWXRyqB1QuAneCqiM4hZ6MT85qcrHDk3yRN7W1jjM10VzM1YZiYE003FdMtj3bRk/XTCptk+060VvvKk4fEXWly5WTDZkDRqkmbNUK9GCC8kCDRaufe3FtJUMgg1g2FMYgTdgaHbsyx3PM4uNbl5T4+XXbbKn99Zobqs0DJ2gLSaJPWJYskg9JhpVbh+Z4/rd/V49FWnObYg+ZM7WpxbrXFyKcBXkron8HMZJl3gWRB5LlXIkmlWkBiIjSDMAB2lFtIEkcRIFbFhss+V2/r8w3d2uP5SQ7PqEcdVVjsBgzBgGPkMQ999v9Cjn6X5ewNFty/p9g29gavqnF+Bs91Fptd9avoNNya/9YqrXrMSR73P/XVi8q8N4I8/tZ/tW+bUv/y1j+26/WvPNS/busCrr5FUg4AodltdFEviVDndZy0WAcKlxvPUu68EVSXoak0/abAcVbnjsQkeeGFAPRjyI2/qsGU6ZtvGATdf3kUL1yIGqpSVdLXS1paYG4uQFiVSwthiSUAmPH9E8tg+zRcfafD88QZRUqOhFbNVy1TdMlmzzgdvaqYmNNMtwfqphI2zAzbMrnDvcyEf/OIcG1qa2SY064pmXdCoJVSDkAdeVAwjjVd3oLJWECWSilZcs3vAw8+2XOHTIGW147G4GjC/OMn73jLPycUlHn5qFk8CIsaA27lijzCS9AaayUaFVrPOy3b3edWVfb7vNQvsO2H40iMVHtlX5cXDdRKhCUNFP1YoIRFCrAk8s5yANSTGYo3BEykTfkSFmJdd2+OiDUM2zyS8541Dqr6iXsmCxk5AGHtEkUcYeYSxZhhqBpHHYKjoh4r+UNEbSPpD6A8N3X7CatdwakWwksAlmw8zJT/TPHt4ftfWS39MrSzsSydnL/mbA/DHn3yOdXOT/v0PPPKj09X416OozSNH1vGN5+d5zRVtJpt+9kUFYSSIIqeZU0OWRXTSQUnrvGhlqSS55lP0/SqDtEKvm/Lrfz6FSSLWzQ65bOuQ6YmEd712wNa5iDgWmd6WUGJuMv0ppUFIwafuqfLMoTpCa46drnFqvkalqpgIBK26pVkxNCvQqAomaopmQzHZ0Ey3YKaVsG56yKa5Dqld5VPfaDLo1bl4s6VZUzRqkkbV0KgkeF7EVx6uEPYl3hzIDExxIqlXFW+6ccB9Txp6oaQ3SOn0NatdzdmlGpde1OBdr+jwxPM1ji03UNIAcaaXPeJUEcYuMdMbato9n0a1Rr0acunmITftGXLiXJujZ1bRXsrThzWf/HoNoZQDt5DjN9EawIC1xHHKtrmE737tgJlmyp5tlnXTkMY+YdQkTl03UBR7xIlzueJYE0aKMHsdRopBqBgMJcMoz4YahlFKP7Qs910r3SuvXeWGXXUOHrGYiv71IY/2t27d9uFTx5+LNm294m8GwI8fP8nZ+YXd82dP/fbBvY/Lnessz5+s88HPT7Fn0woT9ZCldoDvWTwt8XyJn8qsek8CBikESjqQu+DTUkktNS1oplmQYzShr4ltlYVek68/bbAi5bOPxAiRuptk3U2CzCxxXiBCKISQSKVIYo00Gk9LGgFcNGupe4ZaYKgFUAsE9aqkUVU0a5qJhmSyCdMTCbOTIRtnu6Ss8Jt/WeH+Z+fYOQ2TtYy9a5JGNaFWjajXBlSrNQIlUTLT4Dg5EMcew4FgEKZ0Q0Vv6LrY213FSt3n5PwEt14W8g/ePc9vfFJzfDVACIO1MSa1xIlHFEuGoavfaQw09YpPrVqhFtSoBDGNasR1F0f4XswNFye857Y+WiVZEshVY46J8kzSmVQipCTwNBAwCDVLK4o0USSpdjFPqsYC/TjLVYSJckAvsqIuMxrFmSOTJZFW+rB+ts/feesAX8/ywpEmh08+Ja+9zv/tJO5/YzgMn/vrwOb/MMCfefSTzExTfX7vi+84d+qwWDfto7UBEp47VePBF3q84ZokOxEBlAItBZ6SJNpijMFamVXxkbkalliDnwrnz6Yuwo9TW2jEOJDERpIaTWwCUjuywPJHkaUUoIXIdgeoVF1xVkWlBB4E2s0BqQaCqi+pVSW1inYArwtaDcNUM2G6FTI31WPj3BIf/KLho3esY0tLMdMwNOuKRk1Rr0GtmtKoxpxZMhw6E1DxXfkt5JV+gmGkuWi9Yf3MkM7QZzC0GYtLVruaRrVCo9biPbed4/CZs/z+5zahpcZiSE1KYixx4thyELnakX5FUhtqqoFHNUhpd12M4Xspnk7xvBQtXaOElC6dL7KnK10RgMiK3ARtk8Uz2Wse4ySpC+iTRGXWrNuRy/mJKM6AXcpJmNRgjXUGAIaXXR6ybqLO84cnOXraY2El4e77nhLrN3beMTO7/dDvfegTg/f9+P9Yzcr/MMAv2rLid7tn/3ldz//zS7e15eJqwOSEY7IzbctK188SNM7GsxaEzIqatLuQllxCgEqzgCj3ZDMvO8msrDTNKuWsS1QYK4pACcQYwF0mzy0cLQ1aglbOWfCUwNPW+cZaUAkkFV9SDRTViqJRlTRqlol6SquRMNUMmZnss3XdEo+8GPLn92xkshKwrmFo1oQDd1VSrxjqlYRGLeSR/fD0vhq7Zm2me0dp80GouGGP5eKtAx59rkU/tAyGKb2BzkDuUatUqVZafM8rl3n6xXM8vHc9WIUxqSuHTSxJbIt6kkGoqQ0t1Yqi4hsC3yPwUwJt0DrF0watDEoZRzjSxT8Ii8iTA9kitFkMY6wgta6exRiRBfEjOzZJZVYMJ8fT/8ko+ZamLpglS6r5GnwNrZpkaaXK8wc180sRK92UhdVQzi2e+VdbdlT8Sq36K0D0LQX4Q48f9ANv+N5dcy/6GycnWOlW6fQ8BJCqAcIYjp2psriqGYQuCYN1dd5aCayRCIxjbylQqSFJM9sqdR3tOZjz4NTk0b8ZsXZJbq8B+Ciho7L39JTrDvK0axgIPEngKyqBohoIalVBo2pp1lIm6gmtRsj0xICNsys8vH/AL/7ROo6fbLFjxtCqQbOqqFcV9QrUKynVSozvDWkPLUoqPGWRpSmtOUDixKdZjeknhn7ozufpD1O6fUm7qqh1AypBg+3rY375R9v8wkckD+1dh0VhrCFNDUmaECWGKM50byCphoqKLwl8S+ArAm3wPOf3a2UdwFUe3DsCcCAfPVzwKbIFKbPr7WIcd29GuYYkdeBOjAN0Xv3pfnb3DpwvHwRO7m0VIKTljqdSvvRwghCGzgCWepLowHH/h9Z5/+y93/93vPd9X/gvN68L/rvT+f/dAD92tosx5t/8wcf+8GW29/WZizZGDIdtZifaNKqSF096PHOsSthrEfUDGlXnT5m8YUGAUk5/CyGRwiVddCqzWmMKcI+SESLLSLp/J0/cjAFcjKRJsSvki0e53UFnrWielgS+GwBUCdxIhmpgqVcMjVpKsxYz0YiYag7YOLvKw/v6/MKHZ9h/fIptU85haVQl9Zp07F211CoptUpMnEb86Z0NpFJ40lmhBYPbnPk8fvANK3z18YhuFNDPAN4bKLo9RTvQVPyAwGuyZ0vCv/7xJX7+w4IHn1uHsZLUuLR6nJhM2xrCiit3DQJBxRMEvsts+toWGVutDFK5zySlRUiQuPxAKeVZXF9jReaXi8Izd0B3oE/SHPBkybYsm5xQsLcQoJV0BFKBnVsM114S0ItXOLUy4MXTHus2pdzSioiHMRNBu7J65nP/ZNdNbxPWLv+sEFP/awF++OABjLU3P/L4udcdODbDIJ0jjC2TjZRqzbK45DHhabZMSpZWDcYaAl9mxT8iCypBIBE5kxiLUa6Q3qSZdZWBe3SRR4xdBnb+yAEuhZNCSoxa3nQmixzAJZ4nXf2GL6gEbuZJLUipVx24m/WIVnPAbKvNI/v6/OIfTvH8sRk2Twqm6yVpUtHUK65+pVpJqAYRnhdyamkSTwmUNJktNwoy09Rp2A2TliSJ6cQVBqFlGBoGw5TuUFLtKyq+h+9V8PQEl2xO+Nc/tsDPfQgefmGO1EgH8NQSJ2nG5IYwMFQiydBXhQTzPPC0k2iuTsU5VlLajAjsiBhGGHevefBpRwvUmFLhVpYcSku/lzO3MaP7lPe4Bj7MtASaBpduSrhuV4f5lR6NmmGqDsPQYxjGmOFj1bMnr3wZ/wMnPf93AXz+2KeZ27pc+7Vfe9Cf8boMWwGdgWDoQZpA2oENNZiqW6YaDmBpajBGIJTILqh7NVIgjXNPTAboNEsGWTPqMRyBOu/JvAC4GTF3XiUopSjAraSbtT2SJ1DxIPAN1YqlGjj9XKvGNGsRrfqAmck2jx8Y8vN/MMmzx2bZ2FLM1g0TVUGjIqlVFLWqoFpxi8Ol+iMe3ivoDX0qatR6J7LkSh5oxommXlHcfHmXR55v0o+dTBmEKf2BohsoAl/he36mn1tcusXw/vee42d+Dx7cO0dsJLExWbP0qAcz9CWBb4qa+fw767xZRLmAPk/jS+ms2pead78W5PkumrN4uYArl4+poSgHyMlHSmc0pAaWOz5StphsVmj6CdJYllckw0jT6XucWdQ88MxXfTNxS+23PvTZ/t//8b/9Px/gdz50lEdOb2utP/OR3925qfPK+XkBVtIbuAq0vCHV04Kq78YL+FpkNRVZ10yxFY4YzdrsIllX8TcGbLvmNb/iZWQjxsGdFRmpAuCgsopBT4Pvge8ZKn5WYBWkVDN50aiGTDQGTDY6PHUw5Of/YJKnj86xvqWZrRkmqlCvCOpVRa2qqBXsnVIJEhq1Ifc+7bParjA5OUqT54vSZBo2ThVz04rbru5x72PGddBEpgRyScWTVDyNp320riKl4dItll997zl+5vcsD+6fIzaaOKsAdGWvjsmDWBbVhb6WaJ0VYUmB0vm1ofh8xSLk/LR+sWOueeZgLtg9B3h2/8osJKTNhhVBFEOnrzA2oDfQ+Nol4lIjCCNJd6A4dkZwcmn1lTfecORD7/2x7/07P/VjL64K8d82Neu/GeDD7lm0Xv6ZLz589Huj1dNYO0WjqvC125aMdbBV+XbkSYJA4XmufHNUwllki4tgJt/+cjC7OpJSIFm+XhnA84xcob1lXkE30t15xaBWuPoMbfE811hc8Q0VP6VaSahVYuqVkEZtyNREmydeDPnnvzfDU4fXMdfymKulTNRsBu6MvSuSauDYvxIk1IKIxIR0owChJF7O4IUGz3Wss9bi2KPuD125QFRhMgf5MKXvOwYPfImnNZ7OD6C1XLHd8oG/M89P/47hwX3riI0mTAVRaorGkEpsCDyL7wl8bbLdS7rdLNvRVD64NJN0xb0pAb3MJy8N9OweFbvt6J4ViTbrqhrjWDDIyC1J3DgKpdwOYo3LeoeRI6PJ2gJTQfC9504+cyhOop/7n8rgx46fZG5u47bPf+YjV7bPDVhcnmSi7lyHwJcF4+alqFrJIqDTOpsCm93wEomPa2pLyabK/2xk/42I20Uu47JktN3KrENHqaygSzt/3cuKkPLqwYqXZro5ploJmWz2mah3eXhvws9+cIYnD69jdkIzW02ZqFgaGbirFWcn5uCuBikVP6FZj9h71HLPE3V8KfGUybb/ER/mW3ucKhKjefV1Mbt29Dh0vMpszfU/DiM3z6Q/zFhYK7T2imSYEJbLt8H7f3KRn/s9wzeen2UYVwlTSZRYaln3TeDhQK7z3ctkEkUiVVrscEqKEsDFGMhzJioIKbv8xa5K6Wdrx+9VaSdQUhROjGNyQRSB1gq5Jk9g3IkwbN8wyYnjEV/46rNX/uiP/ui2xXNnjs3MbfjrB/jy0lmazeb255599D+srra/sx4k1Db4xZdxMmP05YpOGSUyoJHVJ+d6bxzgYyxRAjwl1i5r7rzC+TxwC4tUuS2Ypf9Vxtra4muD5xkCzxD4CRU/oRJE1CohUxN9Vrp97nsO3v+x9TxzcIaZDNytqqVRFdQrovDKnfNiHHv7DuDVICRKU4aDChXlFpnMAZN/jyxIc4Gmdlpeh4SRZRCLEsANvp/iexrPk2ilUNIrAI6Aqy4SvP/vrPDv/izhwX3TnG43GdYlrdTSSCwVzxJkT6+QaDazCykBfMTgxefNPnSZjMruis0TRCXZaEv3sWStIwWk0knH1GSWYuzeW6qcAEa7gMn+oZUOhNEQ6be/89FHHkl3X3r5Pzl56vTRzZs2/vUCfGnhOL1O9aaFswfe0V46xHQrAAupHRn5+ZiH/HvlAYzKrChVBDSjiL3ExwWCiwu4BtTkxVMiK57K2QZbLBqXwMjArTJwZ2WxbsREXh7rwB34GbineiysDPjVP63xuYdmWexNMjshma1k4K443V3LAstqIKkFNmNwp70rQQRE3P2Uz0rsMx0wVo9d7FaZFEtT1/zQDDSvvbbPw/sjunHARGwIIzesxw9drbqvHcC1sijpIaRL0GDhki2S3/iHHb708IBf+cN1nFycZNDStHxBIzHUEghiN3rZV26gkZcHmlIUQXD+OpIpYoyILhR/lgFtz7uJI4C7uMi6RZSCKsVJ5bKYQp6u6cJ64pn9BPWpd6AqfzoYDI7+1+L2vwrgadxF6vrFCyfv/Ude8jjbNxqSNM4aDTIfNLOLyjJDZIwq5Lh8EMKOs8KaC1ZG9Thr59tD2TEZVSPmiQuVSRMtHbC1cuD2dIrvpfheQsWPCfyYRnWA1n3ufTrlQ19u8sX754hMk7mmYKbiZImzAHOfXGVPkTF3mb1jtA554IUW/UizoWazBbeWwbNA00jiRFHxFC+7dEBiHMAHsWCYuyGRG7nmZJ7IWDwnCZuRqmCmJfje1/RoBKf5wy8PuO+Fac7GVfoVSTOx1LV1INdZHKJsFpfYDOQZMWQ7b16PJbOLPRZ0igvcnPPIiDX3Krvn2bWQQoztviNwlxowSq10w9Dyma8+y+zGi//Rd7315U+udvoHWs2/eiTcXwnwpXMn+eXf/QLVyvTGSe+ZV127/gA7t0yz0q0wHGqGsSSOZWHw50xeXsB5k8HoacfAfR7QXyIzSQZqxCgxIUrAllkjgwN43tCQ4ilT1GIEXozvx1S8iFptiO/3+dgdmn/7x3McWpjCCyqsbwimgpRmYKkHUM867KuBy3ZWsoSQq19Js53AyZPFTkov8vGVws8W28g1ylyUPNDMUt1R4lH1hqxvDVjtNxjEIhu35mIFz0szm09ldqcq/OtR4OoqH7/zFT1uuGyB9//JkI9+ZZblpE4/8Kh7kmY2ICnQ4CuKZgidxSnFzleAsHTvckIpqNzt07kuv/BNGzcA8p03vx5rPffchcnB7fo/LYMQlvqKiHME4r5XEZ3cqAfLBw4dPsPOHd9cj/+VADcm5Rf/3pu2f/WefR/8//2Xw+g3DXnnrYvo+RY9v0I/1ERRNgLNyEyuiLHO9TFgivGm3zHwnudsj/+9/N/IL1Lu20qZM7dFSdcpVDC3yuswEnzPSZLADwm8AUfnE37/S3U+841pDs9P0qx5TFVgMkhpBDZLvefglhm4ZZEUqmTaO/DdwmnWQz79gObAsSoVJVzGMHdQRnvWaIyDdTo8TjSXbIO33tDlQ7dP06tpmrFlGFuCKIsblCmGHjntnIPcKxGD2xW2zkh+9gf6XHnRSX7vi1McPjvBclKl72nqSlDTlqrO5IoSeJnLpIoFWfLHxQjYQo7ukchBfgE2HxGWHb9/a+9lmdBKlmNiXIFdGMMgEqwMJaeWDX/71hVm/Wc4ePgVHyR465utWfkrpco3BXh/EFKt+Dz3/MObDx55eueRMyF/ePskl29dYNdGWFw1eDpg6OXtY6N2MZsVUZ0HchwwvznIS1ettNJzNgGKQGvE3qMaC9eOlgFbJa5zx0sIghBfh3TTiN/+hM8ffmk9p5ZaGFVlakIx5VsmfEMtY+5akb6XWZ1KJk0y77wAt++yl2EcceBkQC8KmAwyF6fw5SkSPeVkT5JK4ljTrGsu2hyhgiHdqMHAF1Sz0lI/k1deJlF07noI9RLBq2J2os/7vrPPO159lj/8Uoff/9Q0i4M6A12hohU1LagqSyUvPsuYW8ty3DAaPSGzoHYtSC+4w77ErwtTpvSbtjSBK685SrIm50EM7VByumu57KJF3vsdPRQpew8+vXPTVn/zdVfdeNTaECGC/z6Az88vMDlRn13pVD7xkU8+7/lUeGyf5i8f6PPPv6dLq64yYHl4WSNwWrKBrBWlnWsE2gt96XzFl69PzhKFtMEWrC1KwJYZc6uiUi5F6xStUnwvpuJH+F5EexjxwDOSj93R5FPfmGaYNvB9n2lf0PINdd9SCyw1fwTuSiAJAuflVwKRJYYyZyIDuO+5zOeRM5b7Hq8RxR5B3Z4XYOYPU2hwV6UXxQrP09x2Q5c//1qP/SfrDCqCMBaEnsVPwIsNXmRQSmYHbgmkkKPhPjnAc4/dSGqBZl1rwE9/T59Lt4Z89I4Gj+2dYGFQZ6h8PE9T0YKqhEBZ/KzhRGdSRYpRqYMQrmFjrWRZew/H8L3m16O/N7IE89c8OZQYkbG369pfHAgsXd75ihWu3lnhzOIkU+FT3qbpWz/R63WuTqLuwjfD8DcF+JaNU3L/iwdvevLR+ycu32RZ34A48vjMfRO8/ZYOV+8ckBjpJIEyWQmlKhh8JFW+SS2BGId/LkHWAnykB+0acLvifWcHpqjs6WsnR7SOafdi7n9O8Ee3N7njiQmW2w1ktUKjqmh5lqZvqHmWmm+p+mSs7Zi7GkgqvqLiCyo+WYWeycBt3M7gJygd8uJJONWuuMRKpm/XJk5y5eb6IHPLTBJFmnVNwcVbBjx7PKEfe4TZjG8/IptCkGYSJU/UgFzTmTNW9ZdK4tTVh3/3bQPeeOMKdz3Z5SNfafLY3iZL3Rpt6dPzNb5y82oCCb50jK6FHXO+VC5VxjT5GpZeS17frIwklyZk2jvb1cIUholgNRF0Bym37m7z9ltjVlZn2XdkhjMLiuMrD05cdY24afPWHbfzTYYHfVOAd9ung1Y9/Z2Gf7p++S6fbs9Sb/aIRY9qkKBVTOBHrt1MpSSJIjUqK68UWXONOK8o6jzZtsZrHQE8lyg2K6AqgTsDtmsidqytZIqfuxkyZqGbcO/jmi/f3+Bz901wrlNHVCp4DY+mhgnPdfJUPTLZAVVfZE+ZlZxmutsXbsBnGeA6wfcTKn6EtTF3PxFw7EyVmSmBJ00GDDFq9C3f2LHSU8Ug9Ni2TnDbtX0+81BEL/YYxIKKZ/ETx+JhnMuw1GnwzIlAyDGZ4p6lRgXj/PZqEPLdrxnw+huW+Ow3unzp/hr3PtPgXLvGQPgMfI32FFoIPClHjC5AZzunyp2xtSBn9HuWC8uXNZdg5JpkE7cSK4iN697qp9BLARvTjyxPHfJIhgEHjilWOyn22NH6ph03/058fP5SYPDfDPCltiFJh9/f697XuvmyA6x0moSx5B2tJdZNLdOsGYxJ8b0QiUHLlETlAHcjG3I3xenxb/Z1RxepLFVygI86T8wYa+fg1jrF1zGVSswwTNl/Co6eVnz8zgluf6zJuZU6eBV006OmJA3P0tCGqmepelDxHLgrnptJ6MpMZekpsj+3GchNAXLfc+1ph04bnj0SgOe5oK3koIgyhZdubu6kODfFjXO+4qKQyzb32HeqxqAiqCWCILaEiszaMxl7525KzqgjrVL47JkVaYzKpg94DCOPajXkh98U8rabV/nq4z3+4ms1jp6usO9UjWg1IAk0Q62RSrp0PqCldGXHAhSZFZsTDyPPfOxeflOAi9E1yPIpsYXICEIDsTHYNAYZ8dzxgH/y21Wm6wGztYQotqy0l7nokqeZnvrmVuFLArzdbosojv7B739mf2tTa8ilm7tcuyulUYupNxJMYojDGLRFCoM2CUmqMEa5eSTGsciIwXM9Pg50x9p27OdcbyNGgWQObpEBW8uUIHCTVJM05ewS3Pl1zaGTVe55pMqplSqHTtchCFA1TUUr6tpS14aazjJ82g2ODzwyEOdPmT1VBnAyzZ2B20sJPMfebmFFHFmAvUdreHLcHizX3eT14EU9e5GyltlsF4/Ltg24eK7Pc4cT+olHIxaEGvzEEsZkDC4KHS6kHGNyKBc7lWRQKke9lKlH6Pk0qxE/+IaQV1zZ4dRKh7sf9Tl8IuCrT9Q4vVQhHXgYqYl9hZAqA7EsFc2JDNwO5HkloiwxenFfs0eeCLRk8QJlkFuMSV0juonBRGAS4giWOop2LeZMNeK6i4fccEXIrtmHZt7y5n/4j35kcOwDXnXbBVfUSwL8S1/6EnGS8sBDbRa665iYGHLRhg6vvjrk8otg4zTs2h7i25g4ijEmH9ugi/Yma2W2UkWpnuTC+bAC3OSSxIFalIJIKZ2+9oKUKLUcOSF49rDizkdqPHfE54UjFTphhTAKwPNRTU2gJDUFNW2olnzgQOd1GnnZrKsLDzJZ4vsK35fZArAj7e2lLrPoOZ1f8WOsiZhfloQ2QOtsay+XJIwTeAHyvBUs73eMEg+BZnYqQqohvdijrwVBYvHjUcGYVmYsAynLnQr5sCNct1TB5FkvZZpKvFQV4yf6Q5/1kxFb18VctyNkEA34kSNtnjvqc+fDFZ49UuHw8QpxorCByr6UwuXXs1Ols/fPJ2eVyyjOu9OZteaKsRzUbd4oblMwKZjEPeMETcrO7TGbpg17tie8/Cq4aM5nolaj20/rLzz35PcKoT/w38TgDz94F6vtrnrsiRfE7g2a5pLg4HzApw/VuPORgAnZZ+vmiCsuiXjDDSGvuSYCk+JpqDXchcVKrHFJIGPzPHV54xpX4iOAj3xsIS1IQxJZ+kOXET16UvJndwb0IsXTL1Q4eCJgsecTpj5oH5SHaioCKagqMisMN85MZYVHyrG27wmX9CiD25P4mSwJfAh8MtfEpcw9bfC9JMuIxlQrEedWUu58sEG7GzA5IdCZF58Xfb3UjbamFBAaSRgqZqYVb7x5yFcfG3C8XWfgSSdTNHiJxYtzzzrz2GXq7ELKs05k8R7G6jWtZhI/VaRakXjKjcJLvMxKjan5Ma+4IuFll4a8/VVDXjwheXqvxyBSfPTOGkfOeiAk/aFHGinyyjqrBVYWguV86qZ8u0deqYgtwqb5xaBai/EqKYKU114T8oYbhly+J2b7ppSq8Ahki5PzMxw+1eT0QoA8eUJs2LRH3f6VO5M3v+n1/3UAl9Iy1ar/9txEeBXbNJtmJVs3dPnSU4ZjZ3wWjOXIcsCDzxk+8bWU2ckEayzXXhzy3a8buu6OxDLbSrjmipRa1ZVBjrkplvMjLwFCWjp9wdNPuiOmqxXFI/s8vvCNCsNYMYw1Z+Z9DIrYehjhgdaIwJ1b7ytBVTp/t6Iy+0tZVwOuHbjdFFnH3H7el1mAW2U9mqJgb98z+H5eoJUW7O37MUpFfP1JxWceaqB8TSBt5ikz5qBciMFzL9zpcDcUaTj0eNstAz73QIeP3j1BL6lQz3S4l+vwOK+5sUW3kMjrIQr+lCWtPw7wJJUk2jG5p90oCJ2kxLGHVil95QbpT1YSbt6T8LI9MYiQd72mzzB249w+/42AR1/wqVYEix3F088FdPoyU0nlL3yBjE5WVFWvGK6+PmJ2InUNManl3a8bcM3FCdbAbMswPWnQwi0ckwoOnZJ8/cmAc4s+q50EL2hfteWi2m8bw/v+qxj8hcMdpN9oDs58Ys/OzUtqpplgrGTDbJepmVXe/9EmeAojPEIL822YX3VHZrx4wvCFe91sEpsaJiYNN10V0qgY19VRblKweUA5nq+XElZ7isee9em0NVILQqsIjcKisu1Rg1QIpZFS4gnhwCwtgXRM7asMzHI0o8+BXIwaHrRrBMgbj8vgdgyfldV6OYOnpWdCoGOsjTi16BOFFYIJia/yAIyiuaPIYmYWw8izFiWQS1KjiGKPyYZiy0yEL4YMkoBBIqhqN4IhryHJE1pKlstbZfFe7j1klvwxpSH4pgg+c2mUJGmWFFNZiUNCnKSoOB8z4Z6bZpxTJYTh0q1DIttHami3BY89q1ntO9n0kpVZow0bYyz1iuWmq2ImJi02EWAEFSVQIpe0CpsIIutkq9Yxf3a34bP3GDZPhCRpivSkunJldc+PfO93Na1d7qzt3TwP4NFgGRV1PvDZu/a/5taLj3LZjhpSWKYn2uw8OgQaIAMHsrK5iyXB0rbZ+TDa0GlbztxrRnRVLnwdq1sorXYhsEJgZJY/ZjTj2AU4Muu1dDP3AukSFDlzenljg8yabDP2LjrpFcXRezl7u7YulR2H4sYaBKUy0xzovjb4Wdrf82KCIObEouFPvloH7eNJMQowC3kizmPwEcgphoQ6sLk4Joo93vPGAZ+9d8AL8w16qUctcYfSuipAO+rEyc7kKd4LRjUNRfGSLBV45U/j3JtEorXCS1NiZdAqRSuNUi5R5nIMaSaJcvcq/32DMJaZWsrferkBYUYpenG+b+ZgMvpsrrQgwEQjQyJKRz/n/5UQNvtcCYfPCJ47qTi3ChLF3NwyM7VnXtPp3PSBNE3+3l/J4LLzJYSQ/lWbzrJhOmJqoscgMtz1lOXP7qqDrIOuIDIfduwL5AFEPlnKGtJiWypvUaWlXKrRGBnhbkvKZ+gJ4QCtBHjCsbInypm30cg3nQ+azBItXqk01NVCZ024WXfLCOCykC2Bb4uWNt83pcE5CV7G3r6OkTLi2FnBQqeC0JpAMiZPivR86evly7zcvTQuHxRR4jHdDNm2fsC+syGDVDNMIUgFXmrxkkyHJ1kdjjCl9Lkakwcjv1kWJ6+ZQhYJUm3QxpCmEqVNVgqQopRywFYm2ylyezYdvac0YxZunmkeEfhaY2NkG+eO2si3z3YeWyrzIL+GbtiRUpbvv63LSuc0978wST/0SVYUn/pKj4deuMsvH27wkgAPhw8Bgk3rF1noRXz8bo8j85pP3DfBIK6hqwFaSXyR+aA5idvc+hEuM2XBoEa20Fittx1P/IjRgPairBZGvqtwWTUtMjCL7KBWkd1okZV+ZmlmXZSCUjTY+kq4OugxcEv36udAz4PPDNx59482hUTxtNOnvh+TEPOlB6rML1TxJhR+Lk2kHXdQOD/cKNeFmzVJn2HoJti+5eU9HnhmSCep0NeaamKIlMUrUumUiqJy1yl/pzzQFGPWpLNxTZE1TI1AG0GiBDqVmc+evUqV1dWnIycrG3vtAG7HAV7Yuxf2wXM7IXfT8oU3An3JUi6TrrBIlZKkmlsvD7nxkiU+/Y0uR89qbn+oyXNHExaiZ/grAf7BP72D/Uu1Wz9/1xdvOHwioh9Nsu9wldRq/EDQqslCCugC3DlyBRZbWFT5tCmbeZ1Flw7jKzRfpfn6zv1UJfLX8Qxarm/zyrf8Zy1HW3cZ2MUclKJ17gIAzwPOXHfrXJbYTG+P15L7XozvRZxtG544WAXtozN5kqfnCwZnnMUprsGo+8UYCj8898Tj2OPaXSHTrQHtlRr9RFFT4CVOZqnUumdcBjgZk+ZvJMda/qwVWbeMs3GNcnrcM4JUSVJlHNCVJJXZ7BTpAC+FLbF4npMoAzwfzWyLvMaIs0f3O5ceOQbGGNuM7OQxfOBII5Qpg2EF30v4nlfFGFLefEOPKBkwNTVxw87d77g1/le33T+79TsuDHBFjE17fyvs1a85caKJVB5bpkeJF0laDLApVwS6D2yLtOt4n94I6Lb0Bcc3LvdneSltvrXnSYQc3KMhPqNOoVyLKpmzeGnAj3Ssnc9D8bJ5KHnzrWPvTHNrCr2dW4KOsUfg9jL9rXWMIOaL3wh44LkGMtD4Urj520UF4Wg3GqWt12Yzsx2vYHEXaKZGMRh63Hz5gLe+osvvf7FBlAb0UkkltYTJaLcqdgxhEFIWTDp6q3EmH0sC6exo9EyqFOBWhkTKTJ64waFSuffIy5FzgI8ScaOSiiJxt6Y+o+jUKipNRUGGBYOXPuvaR/k9F1fcdV03AXFsQLauWW2Hf8sa7r8gg585e5pGo/7Gr95x9w9MeotctQXCJCFKx8cCjG85+Wp0H9yx9ngH/IVeX+ohygAvAz1/ZiWcBcgLcI+A7RhcFK9a5QfIuoGfZXC7cQprmDvr2fSz9jZP5w0HSekZExHzF3c3SW2AKrKX5QBz1NeYOxtjGhw3Y7GYGGWcDZbmBWupRuDx3a/t86dfClk1MYO0wiAVeAkFi0tpkYkoShicXbi29kiO7kk+y7FI57v2sMQIPGVIlXVAl9ZVLmYsLlPrZotLW1iU+WIasXiJtfMvW2axAitr2Dv7LLlsMSWNXu4BLbtQxrrrFSXumPHOIGTrruEPXHvDa+45c+bkVzds2DwO8OV2RJjoXWcWejujcMDclKY3zA79TPMhLnZs8Iu9AJiLP2c0JGb0oThPf48DfDyt7Vh8VE2Yz+/IQZ23WOXAHo2JECOZUh52kwFbK5E5KSVwe67j3jUm24y5RwGmLrF34EU8cVBy4HQFqzyUlPjSuNhgrIZ6JMDXuigUpDA6R2jkVzuQx4nHzo0xl+3o8dCLVWLlM0gEFemGk+pEoIR17ykFMsmDPTfvcfwtx8FUSCPtXnWhxy06dUBXxjpgSwd4N+Ytfz+LG7lXrvLkPPdkLc5H0iQDuh0x+OizlSTVGolVrpaMUzdrvjvQ9AcDdsruzooOdwk//up5DF7XS1Rknw2TIXNTHsNIomRaHCOXpHY0wahcT5GDntKYLls65KgUXBZuYa7JxqzCUlPDGrCXpy+N2FyU5EmWtlZlJi+DW2Y/Z8ydDf9x48xs0Wmej5PIm5O9DNy+dokdTzv3xBLzybtrLC1VEYGHLy2eKAV+a2tQ1tztsvYu37gxb9ooolgzMyV4921dnjjYJEwr9JVPNXVaXJd3s8QWwbrI5j06Js3ZXJaci3xh2WKBpQZ0Pp1KKpQx6NRmOhzSUu19kaXNA8ux6sILuSjjkqMoo86qCNeC25g1C7GULzBm1CiSJK5mvj8ULK0o9h2OqU2vEIbD8yXKn332U0gh6HXcmTI5gLzYzb5L8kmvxhYjIvLgaO1Uo+KoOlNm9DKb27GvX8L4CNSCsWblvFG1PC223CSb10e7MRWjsy9VBuycwX2d+eRefnRgluHUFs/LJUn21OnYUyvXufPCMfjEHQ1C6aOkzOzB8ZksazOYF/SEi11PjLkpxoxkCqnHu98w5I9u7/PM4Sqx8uhLiZ+azB4VyNSOSTjX2FvKO2SnaNg15xbZEpMX4DaZPDGSVIIyptSrmTN33u0jSzq8rMHLYWVJxsIaRh65SGUmL3BlSoxtR/amOybSjWeOYnd6hBWCc2ef4cH7D7iJWmWAL5w7y8zsutovvP/3Ljp67BDrJlwni1TCHfmXpsWpwW4V5Wzu5nTnndCjMV5587HT5Lk+HxsFYc8j8PNaofIkyfnsTTG8U6rxsQflqU1a50DPtLdaA+68w9wzbqyEMhmj5+A2mTxJsmeM8iIOnNJ0Ix+UzuSJXVMee77UGnNRSnp4BLJReWtiyokfTd0T7Nk05JkDEakJGBifSirwcumQSZWCxQuZYMiDzFFPwCiRkt8jbUVGWMIBXYEy2ZAmIwsGVzJ3TvLAlvEAU+RiiBKLj99vVwQ27qKcD+hSz2rpKMh8PnycQpKf2xm7p+9JNs/Ajh0bL7r19T9V+653/v3+xo2bHMBNeJL24uIb3v6a6Z95pLqfYaQJY8EwcmwYJ4JY2Sz7NZpZkbP5aLSxLY6lywG/dmBjmbnWPtZ2iBTMLS/E4OXhmrn+HpWR6tKIsvwUY0+ReeEO3A7A9nwGLwbGZ8+8r9OPWO4a/vNfNlgaVDJ5MkrujFrUxBjIX+pR7GxmdNNHDO4clSTRNGuan3pnl7ueaLIU+kRSM5ASv+ihLC8um9XzZVJBjEBuMRm4DRbJuLPi/i1jLcpkMs/k8i8bpiREAezcIpQib0Yelyrn7VZjNjHFoh6x+Iipy1Ikf03TNUeQpxDHuJHRUcpSbDl0wnKrWv8z+vG99w8Gw88WDN5tP8SwHyA5zM6tZ4miKU4tVFnuuNoGqdzYNTcH2o03zqPvHNxpidVNxgZ5tF4MzTTnOykXYvGcAfJmgTLQy3MHy9Nji0GbJVDnx1kXWUxV1tymCCoLWZIztxqNmsjZ21Mxvu8SX88fqoL0kNLlBXLPfrxJl2K1vmQ1YYnNzZoAymRMHqeaJPG4Ymef73xFhz+6vYLRAQPpE0gxSvpIUVipDmglJrdm1BCBKbGnHNe6CpR1u4IxwkmUfG6KEZkOL7tE5ZY8W2pns2voe3QQ75ibY0rgzmOBNAc5xczxnL2TNDvtI6WYlxJGKavdhDPLKQvdPuLpfawMQoZhNJIo971QoxoEPP2Cx6ljQ269bICggpZgPfdlUpXNtM50+Fqg578ebSe2BO5sbqHMv6QtbJ/zAS4KoEtRvoh5oy1rgM0I4MVAyUx/5yn7nLlVCdz5rEKdn7pcAnihuR17e9pNrVppGz7/9QaL7QAq3hp58tIShVKmtryqixtNqRG53ImTSZQ40Uw2Fd/xmj6fe2DIUi8gUppBKjN7MndTRCEZRm1ydgTsUtePO1GNMe2rbKbF1SiAN5lkSdfEPKP3EZkOz4zQDOj5TRXFrr0mo2rLO5ZlVLc+Du7iIITSvJQCe4lxB5khWDcb87qXr3DFJUOmpiFJLL8A6Geee5F1s5Pbb7/rsX/w4EN9ut0ZdBqwfaOrh/a002LlrSLJjhdJUjCpe5NEWUwJ9Kr0wcsBJ4yCm/Os0hJ7j4JNmQ33GbF3AXQ1zt5SCddalYG6DHBP5yPLcp1dfpqx50ieZNpbuczlkaOCF49VMAQIqd0Bq8KOEi5jDoobZlnIbzGCW3kXcztbyT0oEj6jA6CSVIPVXLItYueGIUv7qtjUdyyeiqJvMndxigkElAu9bKbDs2whmVSxglHwCVZmO4l0z1Q64OdWZCrL8VB5QJA4fzGXbvD4jjVy40ZauwTsdHyIfpqbHBmR5sohx9NMS7Njc40rdkxTD4bMTc/8g7nNNz21cPbAUa2kJYqi9ZN13ril1aG2sUGt4ir38tQ3dtTxnG8RuRZyqWWXNk6l+yCqYHZRDLU3ciRRCi98rQ7PWCBvFB+TKMVgSAfs8vzvHOhrB33qAugZuHO2fglge1kFXc7eeUWd1glKJXzpoToHFqvgj+RJ2T0Ra9g7rxz9Zhq8sFhLhz6NZEqpjDbS7JiJeMvNfR59oQbGJ0mdFvfSbMhnOi6VCqlSzpIUD3MBH1q4+5S9muxaGgtGuCGZ0tiRVMyDzHwhy1Jx6Jq3HJcnZd1dOiWiJEPSdDS6zaSWJBvyb3InL2MIKV2ybqXj8+T+Wawd8qqmfGNrNlw/DO1R7UYfC2YmJXu2+/i+RmuX/MhH/5YbZJN0dJZ5bteoRJBISLI0bpq640hSkwWdMksUyXHmOu+RAzzf3scCNlHaIt0iUCIDt5IjT1xRAnnO2mRTrsqTZk1xXo3WaTEJy71mmUvltHe1FvLQfslnv15nMPShpt1RiKIUXIrzA0zKMuVCGrx0s8vB3ljCJws440Qz0dC8/dVDbn+gzyP7fWxdM0gDfOFsyrw4LZd2o5IKhzSxBnlW5TtKxuxWYJVjcynd6RvGZlJFgrSl2YWFTBHI7NCDvFp2bRlHedfO8yWj2TCMSZEkyU7US7NT5FJTMHjO4vnxNmSfM4oN/TDFU5IoTrhs2bAptPT6Bl31QjylmZ4I2b0tGpnwJQ8319XFAUOJQKcUJ2m5RANIKUnyREBqkNkHFya7YHb8xq7BdgkQa05rKM2tHgWajrGLOeAZqEfp+tFwyVx/5+DWKn/mkiSrg84CTK0z9tYJvh8RRym3P1jjheM18DyEVBmobDGQvhjR9hJVhIVGLWtwxCgbbC7gha+xC6NIc+nWhDe9vMfTR6uEiU8qPQZG4WfztFU6At5oyGn26zQHdy5VKCobyWWJNU6Dl71yBTK/h3L0c+GgFIVWI5Ja28gD5VMgssSNLenrUvCYpIYksaSpKZKMSQH4kYNXxpAQKRZBtxdxdimi3Y1odyL0cOGjhEIRxB12b+vQD2N3pmU+pcrm5roswB0lEp2IImsYx6K0TYtRRi0rxEmFkylybdLnfALPFtb4IPa8sbb4ec3I31GqvsTc+WDJMqC1LVi7AHbhf5f0d1Zcn899ee6Y4KsP1OgPfKh7SCHGZoYU8/zWZjGLWpQ1bEbuFttMJtjxrbvQ4/lsE1V0+zQaEW+6JeRz9w55+nAA2mdoJH5Ji8t0/POQlncRB3KRp9sKFgdd1ssSx/DZZ5ISlHXgFmWQm/F8RXlYU3mnLtuD5SGbI1lSBrEDdpw4oMeZY5IkbiBnkgE8LUmcxECYwErP4w8//Qif+frzrlOpM3weIQRxlOAFKVsnK3QHVYZDL7OoZDYB1YE+TiRebAnjbIRYIseDDHLmkpCOCnKMEKNjLvLIumShlFe/eCmQyxGDF9KgDO4ScytVZuq14HYDdLx8OGeutVWuvV1Sx/NiEpvyxfur3PdcFSquVc6XAl/Y8wNL1jzLvyiB60IyJU965KeR5wewFicNZ1o8HHq86oo+b7m1z/PHKiSJh5WKgdB4aSnYNSDSEYvHovzeNmNwO/ZZHNhtxt65ZBFIK5EmOzAsA7oVDly5ATDuHF0gfbvGQSnr79wZSQpQu/OGouzo77HXzANPMpkcp65HtBsJ2qFhotanO+zSn5dYa9E//V92oKRkpROxbnKBn/m+BS7b0qfdqzMIPaLYK51Hrglj16jqdK9yrF0kEkrbXvYNE0YlnMJcmMHLzJ1v5zLbCfJdoZgSVZTKjpg7TyXnzskYc0uLKoG7zNojaZKDPCmCSuecxDx1VPKJuxuA77xvoQprUOeFR0UpQYm1xegOjwYprLnhjK7FmB9spZMKqcAomQVgKptrorFW892vHXDng0MeO+QmCcRCMTBiHOTYQo+T5qIkd3PsaBfBgbZYdCoDcfaUyrg+yVKcUJQE2/Nrb84rLmP8vufgdnGdLbF3duZnYoliMzoxLnZTvaIEwiyDGaaCYSIYpoJeBL1BxBXbl/n/3j3g4s2ThLGPEAZ96WwTKSRhM+Lxwwm/8OE+v/wjS1y9MyRJK/SHPr2BT5R4RJGHF2nCyENKVdqSsvJFk2lJNdJbKrth+YUs16SMsXe+8kvsXZYleRWhc1HGWVuVehTd0Rz2fAbPZYkaBZOeSrM2rWxYZ57YUQmelxCnCfc8UuXZg1VXmSVdcOln1uDact61hziNZ+hFGdvj0xPyGvpysDmmyd3x3bkvHkYel+8c8qqbHIsPUg8rFEPhu6IvI1wlYKa7cydlZFSKsZ9hzdmjGchllsdQ1o2EkNY9rXW1H0Jkf0eAKSW3xNg9HZHZ2BGEOYOnWSY8NWMD76NsPvowtgwjGMaCYQz9WNBLBP1E0A8hDBOsHXLDxcv8qx9ZpqY38vzBTUgZAAb9w29bQUpJFA3Z/dwC/+lTkn/8m1N83xv7vPzKPpumB2xYrxn2K3R6FbzQz9wVbywITdNRVZoyud1EyX4VrqDNup/zLz1ef7I2uBwFbjlry4KxSw0PpdnWugRuVQJ3DnSv+LUZCypHEsUB3NcxB84IPnJ7gzD2oOaBVHhZYVXuO+f6e8w5KQda4yh/SQYvy5QihV2qx0jHtLimHkh+6E19vnhfnf2n3OJLjWJgFF6aJX1KwWWehKFkH47JlVIZc/65lM3/zAFZWou0AmUlJkvTWyuKn81Y7HHBr1xktF220mZ9oqPzUXOpEiWOvYch9CJBPxK0I8FqJOgODWYQMjvT54pNfW65qsd73tBlesLy7z6Wsu/IEF8ZLAb9/NKPrjPRk//izKmvcteTPithlQN7NXtPReycG7BnZ5+XXd7nxl09rt89oB7WWO2mSFnNwJ0HoJY4FVyomk5k2a589edbVvkijEpjSwHL2gIrOS5Jyt08Ktfdci17m0yulG3AbBJtPkdcZgMtM3BrlRDZhE/fXeepA5n2FholZMbeWeZyzecUJRZby2QXfNgSqyHGM3yZTMk1uEmlayszCmM00dDn2osHvPO1Pf7jx3wGxgOjiY1kIIQrdRVZpWFOJOn5TD6C3uhHpcZ3Fqe7RzuMtW6ylhWudkXKHORrHLALALxojDF511fp4Cljs+H31tWZxNCPBJ1QsDiULPcNcdzn5ktXufniLjdcFnHZDsO2WcFUM+DMkuLNL+sxUTvLd7z+Df/itbdc8ZPaRMdap88kb7793gmOLfooK5mZgiip8PSJJk+dSvjSg0M2zfR4001tfvD1XbbMJdnJxLgB7okkjGVhT41vyGWLrFQML7JLvIa51yZN5Fr2FnZMe+sc3NKMTilYE1wW4C6eI99bqXH2VirG0xEvnpb8+V21bDyGY28tybKX48HlWvdEwvl6NI86C1myRqYUddHjFXXF/EJbBrrT49Yovue2Pp+5p8bekz5IhUkVQ6HxhHA9mzno0lE6XYxxdblf0o5ZlwryMnIsAlVucLG2sGtzsrK5NVkaYSHKYPgmDlqxm2WZyyi1DGPoRoJzfUk3idizZYkfecMyb7oxYsOUxlM+CM0w9Dh1TgOSy7f4eDZAJOmbH3v6dEvv2dJnUyuEgeHOx1NOnnOaKjWCyMAw0QziJgfn6/zO51rc/cgK/+yHlnjry9rOXYk1g6Eu+ikpbbflhzjvhxG4pRzd/7UgV1lSQYnxo6cL1pbZeTyScWmSjX8bndVTAnSmu1Xmd6tMd6sM5KlK+ML9dfYeGGlvKdwkAZ110Kztal9bHisoL+wL2sLZz3kh0qhBZMwTz9vZzkvhu+zmpbtC3nZrj0N/HhAZBdIjMcqxeGYZClHS4+SxzvlMbsd+nf3KCidV8oUoS1Ij+7mIxfL7aLKdQpa8/9KXXzNTwf1m6a854oRBLFgaCpYGIe94+Vn+xQ+ucNE6jzSZIIx8Oj2PKNZZ3Y4DyolzHl96ULB5S8T6dQP0TGsJky5wcrXD2ZU5puqugL3onDAQpS567UQV9p9Zzy982EeIeV57dY/+MKCtAix5p0UpSjbjN1MIkcXuZbdkXM6MgaZoqh0dDzgmT4rg0pb87+xszCKgtIUsUWUGV6PUvJsDkmlvL+bwGcV/+XSToXTgLoLLzPsez1zacRehCJQvsLjL97mUYClYscTY5kJpe5MzuRtymqQeQZrwd9/e4y/vqXHotAYZAYpIeAyyQF2mWevfGHuXF1tJrhQ2mMgCTBzjZXeukBSyxLpitDmN3dM0K8TKE4cXuBJCuDILI12BnMxGLKQGupFkNUz4zpvP8ss/3GHDdJOllTqD0HfnQqUqs08dAUgB6yZDNq1bJTIdVgd19GfvmeHUWcujT51hY8tNhoLRufEmM9GT1DKZCKaqglOrU/z8hyz/+R8tsmdTiK9rJNnxy1HsbJwkKRdXlW+2WKPPL+RGMMbUBbDFCNRSjvR2WYNLaVHalH4/09gyLSRKMUR+TWDp6YhOZPj9zzU5dS4A5YH0ECIPLu2aMRac910EJdZ+iVLZC27N2diNUSBWqk0pWLw01D5VpNLVi2+eC3nvd3Z5/0d82rGrMDNGMhSKbODdmvR9LiFKxzmu9eixqJK2cEGnK8Zyu43I6RibFWK51LnT4/m5mBin1SXu74ncNM1sTCdnZPG+SeoOxooSWBnCdbtX+ZUf6zBZm+T4mSa9gU8YqyI/kx+Zk38er6+55VLFuk11KvUKem5KoYxH+yIfhCJOsootO+oZzCcipakljA3NQPLsyRZfeLDNFd/XJkyaLLcV7Z4gjCkWR/maFXoUcZ4cGWPuNew47pzYkmNiC72duyf5USoucCzLktz/TtdobsfcRXAZxHzqiwEf/GST0HiulFJoNyZOuKla+RyW8oJcW7deMPk35fA1FYUFq5d0eJnFrZvSOwo2c1dFU/ES3veuHi8e8/nDL3ggY0CRCMkQJ1WUKfVsFvPYM2el+Jh2zWctJ4IyRl/zlWx2v/KfbZ7hxI0Qyasai3+57Jpli0JB0XWllPsLZ9oRiYl4560rrG812XtklpVuwDCSJIks6ljKMUuSCuIEhkPFbhkwOaXR11/aZ2VlgG9gfjlgpZMSJ6boa3Ot+3Z0IyysT2B2NuH0kuCOZxK+8VhKxSZ4Wq6JpEc+9ljhUe6YXAjcOXNnR3I75h7ZgbIM7jGpYkd6W9oSU4+kSe6a5MedOFZ3APe8mOUV+Mu7aqyEntPewtWdaJmfWcNo2JAYtwfHs7hrXAQxDplyLc55MqUsV87zwx2wVaow0hQATxLNhJ/yjtf1+cz9NZa62fxuk0kVI1BZokeQSYeCvUd6m/R8JidjayXL2lxgxSggRQow5bNP3cKRktE7rPHGx9wnyPpI3cFam+fg6ksX2PbsKhunY+56fB0rqw3CRGFLycIyURjjwL3SNRw7E7NqQ2ZmQnRqIhITYhjg6RqVwJ1qUNyskietss6YRtVy7Z42Vg34u7+xjkG/xlWbI2YmJJVA4mtX4ZeXs0Jm/+Xf/SU0d5GBK47jzgHNebJk7YnGBbgLGWLRclxzj1yTUuYyA7lXi/ji16s88mwNU9LeUriDmTwxWlDF55fny5TxCqtxN+V8eTKSJWVbbjSlQIwBPTXSedBZCl8Zd6JGknpok/CyyyPeemOfP/mSDyoGobBCEqIy5ye3YEd6XBSsMx76jn3gNeAmB3XRtWJBCYSxmRbJgJ19MZtdgHJAOp7PyGr2PXfK3exkwmU7LK+6ts/7fmMWoibX7zDUquBlXVrl06Pz3dIYNwRIqhDtJQ4TX3+yytJywIv7YW4iZaKu3VZRYlQtQWfjzOoVw/RExKbZiG4kiKMAiaQ/TAk8N63f+tI18qqRthpdyDVuQ7meugRoOQbucjA5kiYjm9CwNsHjNHaZtTMdLk0mS9LC+w68mEPHFR/5Yp2zXc+ddy09hJR4kiJzmc9JLKQJrNHg58cX5cd5GH8p9mZ0DKPbfiVGWsqVhmUtLqU7/mRdI+WH39rj/mcDDs1LEG7cdCoEQyNLnz3T46YsUUqAvwDIbTnreSGwp9mR5XkckXUDORvRIkoUnoM835XdxF93PEyzltKoJlgr8bXHck/T6wgmg4jppjtK3fdG/bfFKRdZH+7ctGTnVssVl4dMTQ7RUSyIQkUSBwS+pFpxhy25kWcjL9n3LFU/pVFLmGr2aTXaPPUc9I2iKlwBTBS7ljA3ICazp7JtamxbWRtgljS2vBC4y7pb2TWAL4E7P1JwLZtLMwZoVdLenhcTpim/+/Em9z1Rc71t0mlvIWTWVDxyc4qdZkyHj8cV4yQuLghuW3qOS5fMqTClpI8ZDzYde4+CTpMqEqlRseZV10X85Hd3+MXf9QmTbJ46khiXACrG4IlxQOefcryW+5tZiGvALh2TC5f9yZDs1k/eMVRe6fm1y4el+jo/e9S1DVoLSkl2b+pz95Mpp1cFcWKoVywVX+B5+ZSEUQ+u7ykqvmSqUSHwAnzPQ994qcfyks+k8qlWwPdLjQFq1JAbeIZaJaZRDZludfGDDp+4t8VqL6DZGI0By2sLXGQ7alkrM3kOgPEkyWiu3wWZuwRuWQJ3/nu6dBCsljmozUh/q3KXTuZ7yxg/iPnqYx6fua9GGHlQdc4JUqJFJk1KzD0mrcrau+SgrC2mu6CTUg4wS80AhQ3H+NAbV2lYaoawws0uMRJpFMq4SVi1Wso7XjXgjvsG3PmYKhIJ1kgi4fxxSUmPU8puFsHxN5ErFwC5uACji7FdKf+y4zt4IVOKrit3j4VwlvNUTfOuV/b4ymM9TnYmMBYmYkPNt/h+NjE4H80nBVqn9IeSU/OCgawyPV1Hb98wZLY+oGL6JCYgTZ2sUHJUoOR7KZXADb2ZbPQJgjb/5TOarzwyiScVnnKHRRXVYtaOFQ/l29tYADbmoJTORpejaU1j4B5LzZs1SZ1xMEtVSsHLFJml5UdnTKZI6dh7tWf54v1V9p+pOGkixtnbz2RQEeyutQc5X65QgPwlPEJ7AfbOrx05qG3B5g7MIuuwyRyVrIRWSgfwNFVIoYhCzZ71EW99RY9H9gW0QwUiBuGch1BIFKK0QO0oMSNGTG5fAuTjlmLpNauqEkZkpUfO/zY2Z/FxB768+Me88+xfdaXZPm+6sc8/eudZ/vPnNCfaNeZq0Igt1Yji5A6tbRHrJamh04/RkynrU4PuDxPCZEC1eo6KP0EUVV3BVAFwdxZ74Mc0awM8r8uHvgj//s9n6UR11jfccSGjLm7GspljvvAFwb3GQRmTKOOjwopzaVQ50MzG/OZnSK5hb1Vmbzk6ksPTCYaUP/5ilQ9+uokVuvC9c/b2C/amqB4cH3pzgbqbnLFLevwlHyWdMj4MyI4le8aSP2UdLmVWaegcFWlcOa3SKe97e5+Dpz0++BlFnMpCqqTCYyjcghnVsJeKsQoACtKST55+EyYf/bcusYPNspkCRGmhlmeVlx9j/6od1Tf1Q5+ZVoWf/p42sTnN73x+E6e6VSYrlqZnqWjHSZ7KGmuMO0A2IkEFKZWKQd/1WIWTp5u8eGiO73sD7NgQu0LxrMrO9xICL6JZH2LsgA99UfJrH51hIZxkqqGoeyY7TWEU2SJGXT35NxAFqkfBpXstsbcYSZIc2OUqwbUWoQO0LUCdg39kBZpRprJkCSoZ4/sJB89IPnNvnV7Pg5omPx5PiNE4Ni3O79QZkydrgsoL1fp/s8cYk9sLP/Na8fJgIGNMKfmjSI1BGoU0mjhOadRT3v7qPrd/o8rBM6MKOGsksdAMKDdpjFh4PPlzoU87+pOiFc66hE65k99YizSuPsXYvNBuXH6dt85L4I5TRRR5dPtVploxP/cDqwgsH/z8Ok536nQriroHtUy/e9L929s2WL7zVsuVl1uCqkHv2tJgrhGypVFhuhGjdUjFi9ywG51Qq0RUgyG9MORjdwZ84KOznBtO0aj7THju3EnXTMAoohXjbF3W22MJEjluDeZWYNk+ygNMWdbhxQFMJY87f8px5pZyTZAp3SiIMDbc8UiNu56suuHgwjknCImXsbdXBJWlvkvJGh0uRkAvb7swJlkuCJcxHV6+4SPGK8sVY8RorMOaoFOaMptr4mHKbddEvO5lA0582SM02bmWSKwQRLgju2UJqLl9WCy5TI8Xstzkn25k+bqAcs0Onf2eyX4WJZCvnVU5NiulOLRWEMeKSGuGoU+7U6fVtPzs97eJwpQ/v3Oa5W6TrudTCyQV5Sbu1jzDaltx3+MN/HqTdeua6F07tq8OO+3bz1RW/7ZQXTbOhmCdzVarRCx3Yx59RvAXdzf53IPTLAxaNOqaad/S8LKTgrPBOuXZ2EV/pszP2VnrdeezNsbLYItCKnk+Y48DOwsySwyuM8ZWJVDrknsiZcbgfsx9jwX82w9PkFoNOpcmJeckA7Yem1w1qj0pdiEYnfIrRt7seUVlogzgNYkecpkiitJRK91cGWtyy21UjyJzFk+NawUs2YYFiyeGIEj55z/aYf9Jzb2PKoyffWgjMUIyNG7QsmtxG1V6CnIbMfuVGGd1kWvuUhe9sCCs88Lz/97k/ZrZqIkRk4+3rZWHRSXZwVhhotCRRkq/cHZaTcnP/sCAay8+zSfu7vDEgQkW2zV6gRvCpKxhotXnVEez1Pdv3zO9aVVt2h71jp8+eugbz9qf/PyDCUEw4KKtbSabQ770kOB3PlvjP39yhjufmGMomjRrimnf0vQtNS87Ejs/Mbh0wJPWspgPWIxRywx9WRrtkEfQRbOCLHvZZTkyck10yQoc/V5WPShLHTpFaWySTamK8XTMyRXBv/3IBPc/WXeH8igfpA9SF+dsBiqTKDI/LaJ0qkLxWu4NdZH82nFyF36ev6jLu4PMSk7HGj7yKa6S0gBM1tSiZ3O6sQUoZqZjAm145Bmf1UH2H+D+UZOVYOU2Zx4sjy3OAvBrpFe5HDZfFqMVQH4wrft38yxlud5fjL7veSUaZQlYWBMkqaJekdx8RcIrr+6zc2MfbMS+w5apSp+/dcsK7/vOHpdsVywun/7hk6ce2a8ff349UgqGw4SVlZDH98FtNy7zF1+v8PO/O8uh+QmErFKZ8GhomPAs9QzYObi90uTWfDagkmumTony0SMjKVK2BHMNXehvsVaW5GfG5H9vxNyq1MBQdkuUTEavKiYNUj7yuSaf/XodW1GZLHHNxEXNSZ5AKth7fJLqhbKXYgwQpR1eXOhPStKk7Cdne3eR2SxswrI8ybrtRSnxI8utbZZUGGQmVdJ+yjteM+SFw10+8CFNJJ1McUkgSWwVQ5OByoxa2YQt6XGB60krpIuTHmmp0EhYF+Tl3zvNmV0IUut2Azcfx913txO5AZ/FQCnpxpA4EpBIqUaXzFIctxjFHhumhvzoWwa87oZl6n7IPU/VuP5ixXQwQ0O32DSlwVr0yy8P3Ce0knol4tZr4P6n6vziB6c5dG4ar1qh5guaOjvvPYteg5y5tZssNBo2X570WpobKC+wUktWYNk1KRoa1gJbjkuSXGvLkiyRsgTuku5WKkaplDsf8/nwl+sM07zeRBfSREsIshPdylJqbfxwIddE5JZbfhjrBWW3PQ/krNWjQHHamLVF4DUCd8kuLOpTLFJmr6nECJUFoYZEaALP8KNv6fHg0z53PimxyCLKtwgiMutwrJTZFqAesbdzS4TJylbywDSXKnnQaXIve3RtUvIBQW4h5K5HYlzNelLgQaASSVSWddm1GR1c644grwQem6YH/NJP9vkXH6zx4c+v54XdHpvmfKoVH2MM+lXXncs+ekKr1kaqDp+4t8mL8zNUaxUmgwzY2rpz3TUExWxtkc3aFtlZlKOnylahO8SI8Ubhch13+cSAsfqTsg4fOSRKmeLPi4SOLAG9YO5ySt41EfdD+JU/mODwqQDr6aLeBOHO/MxT8nrM87bngTzfYgtwl7bysS0acQHeHtfetvi/caAbW/bD8wKsfDgPjJfSZjpcWIwYzVIRqUEKTRIZdmyM+Jc/3ubBfxbQHWYXO3URhBGaoZGl+hSR6e8RYEfyZLymXFBiciAfvplPmzWlxZ8D3qSWVIBInWRxIBdrpIkLcCxZA0gxxs6dQpckbihpmmo2z8A7XtnngeeH3P60Yuu6iFolJTUW/eCRJlHqs7l1hn77LL/35RmePT7JZKPCVODkSH7Ge/lI7FyWjB+sKrIzFksnLJSmTckLgHttN3zB5CXmlrIUXBYyxSV0ColS1HyXwC1HrkmcGn7rUw2e3FdxnrcoAVyKrOaEsWNBRlWDOTufD/TzalDGxesF1cmYD3whR4GsXaxIkNgxT/w8Fhc5ixtSKxHGPaVQpKlBCI0yhmsvifmp7+rwHz4uiZLM3DeOzVMpGFoXwOZuSua5jGc7Gd+5UkvhpDgHJZcn46AWuO+V5tcydSSRZvMUE0Zlx6OA3HVVjJqURdEiGWmFnzF5kipee3WPj/zcCX7381XWz27l6otb9IYJetfu72Gq1eBr9z3B+39ngAgmmQoELd/JkSJblIHUK8YSiwLounQGpc5A7p7lA6JG/8b4TJMSU4uRJBkLJLMgU55XPFUCelYlKPPunJLu9qoxdz0c8IefbNIe+FkxVdZrKZxdltuCOXuXqxrLluZLNWuMpexfSqGsqUuxjP+QyxOyisKxqkJBIVMK7S0y1pZrWVxlLJkNXjJu5kgzMPzEu3o8/rzPHQ8pqMcUMx/wSdEMyXenUvmrGX0317olyp9+xORF4Jmxuhj9mRDOJcGQTTsDkbrJQaM69fzfFQUR2LwOvgC3IYqz48e1xgtThqFHrRJwyaYB//59yzQ2Xktl8hZM0kbPNGtMTdSYajZY16wyUbMjYOuRa5BH/8WRfcUR2fkJZtkxfUpm5+KMDmIdjTO+cG3Jea9rJYrKtHUehJ7H3OWg0smUQq54KfuOav7LJ5ocXPZd6VopsJRCON87DyxLwfCFEjtleXI+uNf4wVBio5EGL5I7pZR9MR+QbLBO4YO7rvjy0X8FyC/A4vlpx0KUWdw6qRIbdkzF/L13u1OCD5wWWJ25Kpk/XgSdUEiVUQInkypZkFgedH/+grZF3XlKaS5iMYCoZDGKXN+XV1HpZDVjSbWbFKCkHMnVzHDwtaHbD6gEVYStsKE5g65OkMQCLbK75GmYqVtmJtwZNlqVO1Tcxy+YLC9PLECcDZ0fswZL9loZ3GvsvzFwlxoX5FhCx4z/LB1r58xdDip1AfQYP4iY71h+5Q9afObuOtbzXDpeqIzBJUrgxiCLUbdOkdwpElH2pYPM4r6MT5Vdy9tidN9Z++Oop1eQz5i+UHo7B7wtOStGZKW0eVtb8WvrMpzCnbjmNLnGkylvf82A9lDwM/9BMd+WEIjMbHdQDpHIQpaMWPn8QiyRf+rxoDOXLybzy3NPPbtWaYkESLOzPceWSeYslc70TLLjVMZHQ7v+IpVNMgt8gy8NM4k7HtxYgRZCorR/NtDyq1dcPPvGNOrie6pgHpu1q9mMcormh8z+K4JKPTpZIT9RQRXsXZr0Wnjca6ZTyRG4VVlzl2pOymemjz/TTKunTqLkuhvDFx6o8bVHq1ipR6Ww0itswSDT3kqWa75LHvQaObIW6PldG4FAjuvwv+qxJptZboJwARbF2GljHLHkR8TIMQZ3z1RIZGozqWJJpUJYN87aCCdVAm15w40hb3t5nz+9XTk97mV6PGPyMJti9f9v773jLLmqa+F1QqUbO/f05DyaII3CSEhCkSABIgkEmAfP9sPGJtgPjG1MMDYmCvPZIGMhsC0ExgkULIQkEIpIgAISM8qjGU0eTZ7peFNVnXPeH+ecqlO3e4SIA/ir3+/OvX27p8O9q3atvffaa+eNm7xDmTd2AKGKSSghRXpio3FBamXPeJFTGDdthZlokka4J0ROdW2wzYZAzAulA5PEQP9sSOXdWi75+xuSgv3zFz6H8899/ni1xMbLgXpjpzmGetVHKdKTPZxTZ/DBbC9zqIlnozanhqLoJDS/V9l9PpSAjFdzpyOZTeJkvNuVu9qvEeY5E7HNMDEzi6IY1RUTSRPc+L0QH/3nOrbvC3RDh5obMxbIFAipTqA9li+T4lQ5+ULRh6VQ0y9QN9fa2fExJ7amm5v2u6Iy3RElhROqe87T7t2xeUFWkqS5qY9dI0IBXebOri75ktbsCiMV+qoCxy2Nsfsgw9M7Pb02NgurOrWUJn5bupKfsy6/zqtHRTqWn/j2n/zxTF0B5xOFde/5Lvt8jSBBJ6ZotgmmWgRTTWCqRTA2IVDuWQRF+96zafPOB1af8Hy9o6ev0gH3FNp9CeJZCoxrl9NOQjDZBBpNoJNI03pFIYIzlldO3K0K2cAEdQYnWA4gxqZ3J2eSv2a17a7JnLwUKEBtOdAIqnwvwfbDFFd9o4JNW0OgbKM2n05NKAp1b3tFKWhmjpZYmsiWgcxGOhcAzxLFi236ImWRioAaOzUp9Ylj9RqUGLdeacpwXVGcOgmoIAxEWBtrCkIYCPEQdxRWLIzxu6+awoOP+dhxiABBEXqpTTpnoitdlZVpUfpo6kOhptM0BdiNEwA1xvwku4Jpr8vcP0dKoJ0AjabEVFMgTiSUAtqdGEGtDb/UQifuADBLqFatWgLfD1Evd4DOFlDaBqX6bNm2h6PRNGmI7UQyy8HzkqC7D+dotCTn4jO13l19yczi1BqvRgAARTZJREFUKTrt+WJiyah2hR1tAP/wn1Xc/XAERE5SSayJT05N8kFild13c++jSmO7+HeBQppW9Y/jKdNUddOUhMh91Z2kixgwS2o02LaiYmgKIaaqYSS1QmhOkbfyOZKmxDlrO/jj/zWJj11FMdZywr+prqSEoW1+h2xpshVkHYWTHxXkdrOCe2Zb6yzAANvdG0R0amC+ktnBIfO/JxspduxPtZISegbhlN4RLF52HJqNFsxfA/T2DaHWv/q2tHP4U8MDwMLZY1i7fC8k24u7H53A6GSK1LgiUUtT3ITSrMbm3NlmZoTo7kaFnGZMj9zZiBmVTqOne0InTyhpllimcLuVHSbxxevLuPLaKqZikwgQZgDOQAiBn3UsbeWkCO4C585ohKEfBMUtDiSPedM04c/xKJoAkTx6KSDfo2MTy+n7fNymj3CEV1qQla9CkWZIOZPYCo4yJ3jra6fwBxdPIlIpIBNAmnuVQkmJWAItSdCRQGK6j6kxeRKCGEN6ZM+7W9HslFf2NUJlPjupANJUGl9Lu9nBbHUwPuGJUHqtifmeCnqhWH9N4tx1hxF7k3hou8Km/QTNNMLuvYc/dfrJK24bGRkGYPoJH/nYZzB7XivZurexdLDn4MsHe/fiunsprvp2FeNjAcoBQZAJqPKd7/l6PuQNIGdVX74AShVXiHA7Epdzbp7REcu9naHhgjLQfZyaqokGN/UFHtvq4RNfrmPXwUCXg6gVUll3WC2tDKhZazJNQNXlXOvc3FIpK3Bpy6GpIygynJvkIitXWUm6rggFhaJbjpyhekMzbo1s9tWeVFZwlQ2gWH6exdi8GqJPQoXIlxjsEfjBYz4OHGJQtqjh9GiFw7bdJQUwFKmoTsj5dkFM28XRc1avtS/K+anFr0FWnWFUKyzqFYF5wynWrRiFYg1s2KqwYDbHScsb/37n92699zUvf21OUQDg7LNejSiKcOf3bsEH/qWN3fsH0B9RjPTYQWL75lJDTSzPhkNFivcFx9eCSrArkjvRWid1XRPxpjtJHU8TSl16ksDzUzy2jeMdl/bisS0hlDN+ZqM3o4aaZNzbiqry1rzbvSxWUkgmi3WZiMu7ib3kOhG90MWeiZ5kTZ7c9NJevd02vlTEDBDoygJReu7RlgoJZEZNCuIvYpY2WYw5y6mkVBDgIB2FNYtTfP4vRvHWTxI8toVo/qZyqqIIQUfapNOxgVMERVuJ4t/DsiuTKW+y4sfSmLgqJrWTVoGO2aW1mnxT6H2tUmpR1uGxEmYNKPzJqyfx0lP2Iw1XYs2alyGOm3j/n366CPCOmIWQlPD4ttk4tH8rVgwSVCOgHFJEIYXn2SoJyamIrZYw1cW7ZQ5wm1BmDZsuupLpTMw8JZVFcDvJZC6gcoGewPNSNAB84YYyHt4YQhTKgUbnTUk+yECcCE2KpUEbBaeVBJ2AVmjNOxHX1YP/pBTFpSpukimtzlo5tm6OblwnlrlmRBqQS0LMgIFtAOmrSTH5lKYDqcBThRNXxHjbK6fwvss4phKiRfEwL4AEJOVoZ51PA+psn0kO8jxZzn3HlYG9Ms8zR0yWKSoVsr1A7s2KFwgAkuqrZ6PFdGKZ1FAtRRjp8TB/aQ8G5g1CpI3stc0AXi8HqJbCLScsqm6dOrFnsZId+Jxpzm2aOR6nelyfI78VtpkVIzXvbuB0yV2nNXGYBCXSqaJYlaCtkLjJpKYlvp+iJRWuuqGCa+6ooMNy24f8pv1NAuJIYclRWvJWc0JdAJNpEd0dknVXr5AudD8bzrvH1bLnCnOaueDKDhC4wKfZyZA3gqidvCdWk01N2940YEwEF4SbiK9pjScULjmviY07GK66oYZGghzk5ibB0KFEe6pkndk84XQNOrkRl2eb5BQyYNvV5fmQuhvNAet/mG1nhoCt58AsRmt1GMYmGSihqFXnweubvbV/XnlLnOavcWY1d9ln/x6veeULtw4PlAcDNnkOJw1Uyz4417oSj1MjrIJzM3zb7Hz3zaJVHeEN7+Z5Eskyr26HdxsfwSxqc5lH6OzezFVyq+/Wkzm+l6CZSHzppjI+cWUdB8YCY3fscm8ORoDQ1LzthgY7R8rttjSGrml+50Zyua/l3oS43Du/t2sPifMxoTkfdz0MZ6rMFARHJJ+Ech9369Bzqa690pACRcqfd58rerXbgki9KnHy6hiTTYontnLEgnRNQegkWJIiJy+ezm7lxLn0uU9ZGmZq3gW5sD3Ju+vqlsJAL6BqtIHxCYn9R2KwYBbqfYsuf3rLzn9Zs+bE6REcAMolD4xH31o6N37FslmNtVMthfWb6mi2teTVjdqeh66dkyZ5LHQjXS8Tpw3vdCppQU9i6Uo3LbFRPM0qJ5wlYIHADXdG+OSVNewf6xZRWRmsTiiDTEyVe3u7++WLc6FuHdzsgqTTE73i4HGeQMK+6a5QpStyF+hJIWIX9Sm2VGh9RrIxMJMk6jKijtj65+qlX5IQM9muwaifzymMgOlWS4AIZZuKQEdhVj3BB98ygSOTFP/xLVN8ZiQTXel4ytCmRt2I3KcwpxtmNI3qNbPZ8LRSYLa2bcbY9Opwu9tJf8xp/rdbmpJp5aGbj622wIYtDTRjD6kvHz4z8L8VJ6LwWjP3gyu++GW89U1sVxSOn/rgpsZJu/Z3cHg0AqXMSGK1xZbvm3tPGwP5zt53zqXzePqunNy/xPET5O7z0lg7uFE8zaM4S7SXYJhiy16OS79cx4anIiB0OpXmRqiejg+pMg5VevraamQylWOhUmIkBpaS0OnRmxI9olaooFCC4liWU0WxSapzEhQoDrX3063fiBONbVSnTvR2J+OJG5ndXICQ4vNZEmoEVLYaQvKTrl4TiEKB+x7xMDpuXpA8cy1EcmdMQj+vbKRHFnUtyJVtD7mbj1VO0aTzfCZIc8or9oroMYJaBahUxtE3EGPPKG7+wYYnL//wn7+tAPBCBAeA7z6+BowS3H7fNqi4iflDBGGAbL2375l7C+QMoMokhsWIrVfQ2aEGmX2Okjy5ZOYxdTg3pXk7nlIBbgeGWQrPT7F1L8dfXVHHXT8qmf2VbmKpJ3Q80sW7M8rh6L4zIBebOq5DwIxqQheg6AITuho/brlrhkOZPG1mfxTkA70KIMaznUDnetIdDFYk9yMxHFzrvXNBk47eFLZMKAgzHJxpng6zCKqtcN5JMT7y9nF86AqCbfsA+NB0RZrKidSRvEMI3CqQpLmGXSmb8EI3opRuZjKil5UJ877YurkV5Wn5r670WHFZRokI4HGKKKB4/poKhgcpVDgHgMKNVxVf22kAv+C8V4JxFk+NXY99u7ehXuMIfYLA02XlwJMG6BbgbkTOqyK5zluaqZgc5NQFPNGVE0tN7HOFcTOac2/fS7HjEMVff7GGa24vIyampENmpia+UQpyC2o7IlcoBTrrSCiciNsVSZ3KCSVu1CxG3ucksrJcxYmaBWpSiGBET9oTHeFIBnpTvDBJm5a2mr2kMJJZSD1YYERgwpYRpdZkw4zZWTVgJoFN9Vji617YglAEH7q8BzsPAfCQ/9JZdYWhI21EB3xDUbhpUkqiDMC1OIqZn02pBnnBIlvq4CKpXdltxWXOi0YkaCxwZJwiSSKUqotw/lmviIUUAP7k2QG+eH4/grD83hecuWDl5if3nDs2HiMRDIEPhL5E4GufQs9T8LOtZblHSXeE1o/tRLiEXe+dj6JJEJJXUKwqsFhBMZGbp9h5iOJ9/1jHdXeUEVMOsGLk1sY9ObjzRLJYFszG49yI7VRKskTQ5ejE6WZOSwxn6GraqA4HFF1ROyuFESdyO5YLEq4Fmv6iDOAyP8lsVCcmtGdabqI7mYRIrcsmVEdu5PVwy8eJzKM4AUeSKngA3vCiJjgF3v+PPdh5iBjUmF+c6lNREYYYFIJohaGkSu+iV2ZXkJU/KKWFaAR6HXgmjchFbJnZk9DFCiEBwe2JL/VlRAmMT8Y4OBFiycp5363U5753fKI9LYZMA3gYVTC1/+uTq5Zg023fmzxr4ghjIwMMvicR+hJhIBF4It/t7qj98qhsAW2VbAbkVOntu1Qa6wM3ohtgZxQln4qnLAXjCfaNUXzw8zVcd3sZMfM0uB2NiW3FB7ZTSbR5JiduhcRZQZJNFHWDnOS2zm7ELnDn7uidr+bI+KhNOLui+vQKwQw6lGkngdGg2DY+kHsASvvzVLaTVEgdvTWgpZl4t5FcOaVDE9mtQT5hWVMIRIKkCgwKr31hC6kk+IvP9WDfmPkC6iSeVAujUkKhzECERwBPKXCi697cuNoWPGbgfJwNnJAsN+JSIWW65W+k8qCQ8DjD/FlAuT4l9kyQTZddddPku9/y8h8PcED/oB3PtN5x4PDQqUyMn8iobueWI4HQF/A9fcu7jJZLqwy45Gg3AMRG98K9zEDudimpEVBJT+Ffbirjmu9UEHMTuUneyAHh2s/b8G53YVTe1FFOlNAvsGvq4+pNitHcLfvZRKcIeLcJBOckeC4spThRnwNbmggtac5ZiMPJix9rjbh79ZCEgkg9aZBRFmk6nnbCPUsczQBBdlIqE90BCAWOBK97cQObtjN86qo6slIzReZ4pfd6M617IQS6V6SBzt3IDUsLSabEzK+O+SYNfeXVKlW7z14oDfEgUPD9ACsXznp051TzHa20NOPrOyPAS4NvwLXXXiPOPnW5OvDMj9BTSVArC5TCFIGfwve0eWWmH2EmCpsbHDAX1tWRXCtB4FAWC25iAZ4WqAnxFG69L8LXbi0XGznUuWUSWANuw7nzIeI8cudVkRkoCO2mKU7VY1okd6P39MZPFr2fBdhu5cKN1rYDKB1gWy4uie5sEpWfBO7PszYOIrNis00fZEAXUFn5hsBSlfy9EYTBPasIFHyS4g0vbuLBjR6+c1/JyLYNTbHZMBTsZglBKCQBUqJbNLa5RmBaNg6NI7DAJ8bsVEd+j+pChp8SxBxIDNAVBNg+huPXLleLBpl4yctePuPrPCPAAeCF552JNG197akNG5fHrX1lzb0T+F4Kz+x1z/gynR6l8+asffGzotG0qK7BLTKA28jNeArqKdz0/Qjv/VwPntweaB/BGTqVjOb17mm8mxabONOqJhbw3dG7MIhglYTWezEv/1lQT3OAMv/MCHKXd9sTQQF26YJSOf+2HUptnmNa8siBbRNDzctJ/hpLYuaDqZl2N/yV6HsLLGEnkYhW/mUR3XJzw9khgDWLEvz9u8bx5xS4+fvlHEHEBbqENRZShCK1TSHnqmb/Xn2XW8PZKhWFTlI907/wqfbjCROFKFGYbEuElXpj8bKTvlYuRUeD8bNfQ/duuTpK08bG8b23z++ppaA0AWBWTEAiSeQ0sGbtW+Pqr0ALddHsikjMzIilKETkQKfabo16Cjd8L8IHLq/j8W1htlrE1ZhYfbftVPqumMrcZ9ZwXZSFO5E8W4dhIzxzJ3fy+jZ1eLr7fPbGZCcBybqdxDlBCqvKu64M2fLb7DnVdaVxbaTz/EEv7Ooa1nZEbu6sa66vV7CrFXMpcm59x1w5srNHlNEEPEjx+HaO919ex433lHT3j+WSZOvSay2bMz5XOMEdjTCk85hkX5uZKKUEFBRBqMuNHiHoDVP89iVn7+yplo5711tf0Toaho8awQEgqJ4ELx3FkX134Y4NR7BsboxFsxPcuZ5hqE9g7XEJQk8Wde22KycpkpQhTY3+2GgwVSattMmnNJw8BzdjAsRTuOH7FtwB4LOsSpK9eCap1Gc48l2WDoizxCW7qaJi0AKTdkXuLOkkXXzcfr67KVOkKxkfP0occfV3xKEnRL/dWltidB3SSeSQURJlYrjS6/gyd6n8R2bJorT3NpLqxNNGcWS/b05tcnrCsu8r7Gh0DKxZlOIT75yAAnDT90r6l+cwP8w4ahJ7xXABbpMMCS1zlDrDlSL/nAnxSunm4vErUwz1Avc/FmDBHIn5IxL7Do7gzFOWYXig9mwQfnaA9/TM72zeOvm22x5dcfWXrpflcmUKswYEHnkiQH9dYPXyDnwuMj2B/QPiWGLd8g4uPruDkb4EacohJNNRPbtEmQhuvDtsBYVQAXgKN98b4f3/WMcT3eAumPZoo/qAWLtjZySOzsS33R1AbvQugrvAsSkK0dkFvAvoQtueFtPLGS+Tru7C4MJOr1Dk1EXapopC3mBRyBR8BbDbh1kJsbsZZfi3tIinGU+3vNzNm+zJa6s1kDxPPDsKaxYm+NQfTUBK4Fv3loweijk/0FAVuwoZ5g+DBGQKKlKMDHTwmrMbWLe8g05c9A2H0r47q5ZJ9PUAG55gGBmQ8FgVuycHG0O96m1zR2Z3ng3Dz0pRNm/dAz+oDEyMbn/kxhs/P3Llt6ew82ANlDMkQoBITVkK30opKJmi4nWwcmEDl759FGcdnyJNOaTSILe/PSHSlA+Fjt5MQjGCW+4P8WefrePJbYH2Zs6SSkNNrFkmJYgsNSEqGxzOnWCVI6Iykl63Je+UpHLAOx+TfKB4JnGVjdqsQEPIjBE9q5lT/TrNaD/RRV0K6kX35CTKySdyRSRnzv6ibh2Qo8HPZ1xVPjFVoC+OwI1Zx7DU6U/kiwRYIPHEDg9/dlkdt94XQVBqQE4zHl68tihACVCR4qwTpnDp28ewcoFExDmEsEHQElptuJkKH0nqI/BS7D4U419vXoLf++23712+fP4JjcnGoUp97k8XwefPmQXfJ4cePdy8hFfX3JV0HvJWj3BIpbBr0sNox4NSxdXWCrpmOZ52cN9jHNfeFeOEZWOoBhLKcUQq0BMiQagG9x0PBnjPZ+p4aqeJ3BmvywcXrGGP3j5sR8+Q17uJQ1Gc5NKlJcwFbPdkjqsQfBZwFyopIEVQkyJdyIKSqZy4irquwJ7dO8vKTAlQJ5cg7oCvjerEJIiWuhS/uT3RhPk/hOgtEYSYCkvWHLIURuUWbLaqQpSxkWBZtQVxilXzE3zm3eP4o/8PuOvBUP8Me6XJtC4059lSoB4meO15DZy6SqE5WcFkI9AAt9cW0wAEKBqtCAdHq1CKIvAP4lUXLkuStHkJSM+hqPQzUJQgoPjhI9tQqy15ZvFCsfWcNbtXRKwNyhWSp5oYPRAg9DiqXCE0kQMAYkExlkRoSYWr7y7hra+YxKoFRd9qQl1wKyhGcOsDAd79d3Vs2ulrQk1pDm6aJzCE6AzbN0kl7+Ldme2xU+8uJGtdIioL3JyuOFYQNmmcAdxuAjmtdGiBmD2e/voql4ibw1IUCWRmOaD6OSEJGJS2L3HtjM03sVwcRC+ugm3fO6VD3aYnpjLiVlKc35HoRpCm7aZZpBSIzLfXZwAnCiRRWD4/wT/+2Tje9ffA7feH2q+E5idc4V4Bs0dSvOacGJ1GhIlGFe2OXoCmgCzR9b0Egd/BoYkU9z1WhhAe5s/ux9nnrts6MGfhM6L9NHi07FkBzvBjjre9809xZPcj4z3V4OEFI97/qXh78IJ1TXj+ETyyJUSJcPSFClVfohooffMVmCIgLMUfv/YwXrwuBiM849+alpjWvK+99W7/YYB3/V0dm3b5xvk1TyTzWrd+nlOt784UgsxE8oyawKEj02crXRrCusBuFYNHoyV0BnDnSWcXuC2gHJBPq1kfBfzZDEH2xcUH+irgKrFJ9tkZ7ZuJ+zOLenH7+YLcgBje7Xyc/f/C9zKHUBjoEzh1dYKNOzm272JQdvNx3gXTqCcMrTYFUwprFnNMTvVibLKEZsdHHHtIBYNUFB4HJDr4j9s5rr+7juZUijkLTgTzB1/z6GO7Hlm2eAB/87HLnhW/zxrBAeCUNfORxE1wL9q7Z7u658jAfWdPNvZj854IlHD0Bgo9kTSG+NavEKiXgOFZbbzhBQoeKyFOVVbftpGbBQo7DzPcuyHAh79YxaYdPpRvs24H3JbLmaFe24K3IqrutYMZvyZFcM+8zc2N5NNpiXVTygYaaJ5s5tM+OeiKmnBgJqwBRQloPpfpXNFN9YMQU2GBvkLAid6UdH2DDOg5TcluDlCF/WVNW5+YzqZwAC6zNr5yzOyVsaxQpnNKAVAocDAKqETguAUJ/uE94/jrf5K4f0OgtSu+m4HrLvRUEuE/bguwdG4Hs3tqaLS9zGcw8FNEfgooglolxpLZCf47HceWI0P4rVlL7nne887YO9VogQYzdy/d48dGcAD46Ec/jje/6fwjzI8mn94z9fpP/ccu3PPwIIZKDIMVhVqkUC0RVCOKWoWht+5h8WwPp68iGK5TpyZsZi6JAA8kNu3h+MQ/1XDZf1aw84AH5bnAttTEoShmtbZOKuFou4sUpVvv7Tra8ixCu9HaKQ0yt+btbKjIHndF9exvc+rgTnQstPFnKhe6QJ/2yZk/p+z3yiKwE7/dn+OcaW7BsjtSY6bfGfljUqiqWDGW3XPf5ZwlgIE+gXPXxZg1LLBxi4cjo1ZgzwDiATxEEASohz6SZoROp4ROwhEnDGmqV5UIY3HBKMWqBR2MDIzihBNOxZJFS/5sy46t31u+ZMlzge6Pj+D2GIuXYKha/eH2ifb1bRW/elZpB+b0SJRCgiigCH29R7wcMVTLDIM9QH/NRyeO0I61rZpSBAQSPJR4ei/HR75Qw7W3ldAW1JzlDi2x9VNMj96FZNL18y6U/JxIniWZpFAOPBq4LaBthaQwxDAtwewaNCYOjJ3CQRG3atrzttRqwUWVA0LDxbNIbvhttvYkowGG55pBYNdX0MphhQ7P2TcnRpQlkSeX0nZlKTEeiNR0UvXXUKLM7Kc0DT0d2e3fTFOB4Z4Ub35ZE4Gv8Defr2PL3hAIFUAJKGWocaDKCQ6PMezyUwx0PFTLFJWIoBRKdBKKTkzRjhnaHeClz1+B/rlLrqelBT8ERp8rbJ87wE9dMw8PPbl3xyUXnfWuHU9tZNv5wVdwxMY2GQgChlLETBTXvhUeF7ALQvWbJ+H7Alv2MHz4izVce3sJbTDdY4cFOJ35BuSrteE6UTnKtIxHd+u9ixWSokVyDu68suJO6zgRvdCdNBSAIgORy5kJKUbnfHLeShgccJvEkMCRzqLY8VTmb1EW7PZrqa2n5EmcS1OKXTjdps+2OGQshRgTTZ1QC1NRySzgpBZGSUXNwLMEMduWCTFbraHvJXQxX7W1yeclL2gCEvjwFwm27mNAqH2qbBNMbyZOwRggJEeaMsQpQ5wQNNsMh8c5ptpl+LVF3xxc/uJ3yc6enSxc+pwB/pwoij3+6fK/w+svvmj8hOPmHV/xRs+WyTikpPADhnLEUS0z1MtAT0WgXklQLceoRDFKYRth2Ea13MLOIwp/dUUd19xeRQeenv7NgGyTEHvLO5eEED2dQ5ANDmdJZWELmrs1IqcinM3Qljf3jAGUULj7hDLvRQfc2XIk4lIVl6Lkf0YhseymGEChoVGwSHBUhUA2gjDtpLAnjvsBcZ4s+CTa3wMkA1b++1l6QQoJsa7sWXNPh4bAsS+mNhHNP6/PKf1AGsnsyiUJhvoF1j/OMTbpAdwDowyRcUBjJP/rjAwPBNo5a8eeGJLPw/JVZ123d8+e60bmrv5JIPvcI7g9liweQbk291NV/uTi9VsOvGGi1cDsfo5qiaJaVqiVBWrlFNVSgkoUIwo7iMIOPNbGvU8QfOH6Xlx9Zw2xRtUMP8Hlj/ktW6lNXP9AW+ueHrGnCawIZqyg6F+DdFVTSJFn2+jtlBQLDRpMB3EBkGqGjzPNt5r+f5RbZlRZpKXGq88dlFC0mGKqmcpyGU2x39i26u3PsCA2NXGQfP8mUTpaK6XNQI1FnN13ad+vfHux+VgxKOjaPGMSl5wXQ6Vj+Pw3FNZvoWgkNYzHFAHTTgyEKoBYMQBACcOsSoKVyzkOxnO+dtxxaz+1acvunxSuPznA+/rn4dCua8eXrBl+CxFb5gzU47Oq5Rzc9XKKWllH73KpjWqpCc+bwldvpfjrLw1grFlC4vmGdhg9AoS59hZgUKih2TnKTPKagTkfN8uoydGaNy5NycRVpBC5tciKOBydFCM1yYd+qROd3XPVlcK642eWgpgZGEcHrgqt+yzHy04iSzrMfCLpBnb+g1U3uIl7nyeKwpndlESPk+mTVUtcpbJfYzg30Rsl7LiE1YZaULtOs8qI7aTU5b5E6PfptecmuPB5h/ChKxP8+3cIjrSrxpIbIEbDQpw/Jgo5jptV/94zR+a+5bKrbm6++/cu+sUDHAAG5r0Wm556uPmOt7wifuD738T4+DgqJaBeSVEvx6hVOqiVW+irT4F7k/jqLQwfumoAY60aqB+AE+M/LQUUiQHR7gpdbt1Mvym6IJVz7nwLWldySYrt+KJAqktc1V0dsdvhyAw8nJLCFcLyYwuaaVgz4HVHCWf8vEG8dLh5XhxxNpYRPYuZRXDkBp3M5frZKWIjt30RzSYGC3SYsiCMpNaJ5NaKmZJ8fSExg7/K2rk51Me+b3p9iv55QhEIyZCkPoTQTJhSgVLQwUffMgVOgK/cAuyfrAKZ8tQItQCkSQqwPrxo2cvj+ZQ0T1x7xk8D1Z8O4ACwZPFCKCUfaIyfcMbD6++LqqUWeqsxauUW6tUW6uVJHJhs4ub7PXzi34YxGddQKXFEXCeKqQImU452W0KlAEWqM3GbBSppisLIomUhmTSPC0kmKQLdGvZMa/IwwF1SWwB3V1nQ6sRdSWs+DFEss2WNOquNsrois2hV2PNWWqcqOzVejOjdTRVXp6JpCcmjOc2vEKyLrtiE09IWSyYsZcm7mbZlr68WOqKbVShmFxA1NEX7BTqiv0wVaoyZiIRQOldJUoZ2J0An8SElBaMC7ThEOWrjL/93Ez7bh2/el2DnWA9SySHMa0IgEPYGWLv2xNacuQseoJT+ODj+/AHOvDqazdYHF684W40d3vEnEdaHA70JAr+Nnsok1m+J8bGv1HD3xgEQWsJghaLq6X2bnOo3f0+DIYwSrFwxgXWrGti2i+HmH5S0poJQuPGIoktH4nLuGRs5XdRkhsh9NHBPr3sXf1a3KMr+ki4FyeweDKYUySGnLRVUBnCZefShwFN0YLUVD2O/QHMbBWXLgwoz8BUbnfUUBbElQmI9DG0Et0MUBtiUQEj9GmWm+mYRrbL3NupYrYxxQQAR+MYPAmzfxXHyKomls4FOEmJ0ogQpCTiT8L0UndhHJfLwod+dwgVn7MXffCXGg5sG0BEeRlsEY80Ea1bNb7/swnM+Wy75fxlFP76hc1Sc/tT/E8DHP/5x9dY3n3mPH1C2f2zijInJ3WzN4jE89LTAB/6lH3c/OowoKGG4DAxEEj2hQjUCahFQjQj6agqve+Eo/uS1o/jfL23h+WvaODhK8Pg2D8oRWFFC4TOFkKDYlmfFyknepidZuz577ETufNV4Dm53YwXN1pHb74Hpj93OKes6uRzebI9suavMgS0Kj+3n841qVjadcfRut/zCA7da4hZY3MuLm7wWv5bQ/POFeVOaD4/nQxbOIgImwHkCxlP81+0lvPfyAVx3Zx8eeLqMgxMRakEdk40Smm0PScLM8laGVDJwxnHcvBTHzZvCxh0pnt7NsGppE6esGYnnzZ7/qa3b9n/09FOPT/EzHD8TwAHg+HNeJXZPDN4/2ezEY+OHzrv5vjb57LWDWL91EP0VH7PKEn2RRC0CaiWCWomip0oxUPOwdgnFhetSLBwG0pihvy5wwnEdbN/DsGlboCdFKAdj1EzK57ssrbd3vqLQgtAFt9krZICeg7gb6A64nchuv6f7/XLHXBfszlIt4jaCbPqFzHYtN4VXkFIas3gDcBPNbXTPnFkdSlCoyFjenqHZISHErYA7ft4W84Wk0y0NOpTIlAHzxpkZL3TMUjlLEYUxbrrPw19e0Y+tB2tQ5SqmGlVMjJXBEUKpAJ2EIRUUqTAG/YIhFRyp4Fg4S+C0VVPorzfQW63K809b+OELzp796VI01rnyyut/Jnz+1BTFHm/9rTdi42P/3aqWj7v+8c3B33ztjjuweW8VPaGHkYpENZQoBwSlACiFFKWQohwx1Cocw30KE40K9h9R6K0RcC4wu7+B4xd08M07FRAhizI5JehyoCLdNhDI1oYXE8VuM01SqKAUaUoxUncPTDD3jXfr3GY0xzpSUamphU6okXEYaQBuB2h11M45uNs6t5FUm+cYqqUAqlTW5GHII7a1JrZvriTINC0W3brsqIzmJNegWFoiDJ0TThcz289pV4tkZ5UC9RUe2e5jz6EI8CKUfB9zSgp9kcSBw9ptoV5h6JT0+x8nupmTCIY01arFeYMCp67gGJXnqIQvvf67Gxqt373kd35WeP7sAAcAHi7CpJizee3q4B2//3pxxd4rHqM0EeivKA1u086PAopSxFApMfRUgFKox90SYVYypx58yjDULxBUBDqm/Wsa9gUO7jZXuiWvtmriDjQw4iSOrJhMZpGc5ZybMxfczqY1U3snTknSNkDsG273OwqRlwqFIBlHl0LptR2psUKQOvG07gs5wEmWVBMCbZRDTSfe1tKd6G7r4vYb2BPErazoxLKodLRJvP59c/PObKOyzFelZDfz1zKq0JgCDhxmSCkDmIeIAgHT2UarLTA2mUIqjlRQ3aVMib4lFHGiAZ4ShTg4X/bXTnjHK89fuPnxpw/8PKD58wH40qUnQqn1MXDelTv37Cqtmjv8mfEj+1Eve1qjElIDcI5SRFEpAdWSRCnQBkIEyuyX0RuT152QYOmcFI/vIIBPCrVvd5gh03yTbnA7TRy3K9lNS5hDS9j0yF2gI5lSMXegzSs6yomQGqVSAoIR0FR/QpqtdVJpcMeJ3kWTpCrj3SqDYl6yyys3OsG0C6nsvTZ30GcFy3eP6KqI8ybbEmFWwbZVFMPHMyWhsCeWbtULScDsmnApu4CuXfOe2snw0MMB2gkD8YjpTAKJANqxQqOVmgoQR2pmdZOUIk4I2jFFo6kwMjKCVfPDP/2t29Zd2RLbxZte8pN1LH+hANcv2EnYvnOv+N03vHLLicvXT37rltuqo6PjKEUc5YgjCCgin6AUApWSRCXS7qWBl9u2UQJ0YuCOewM8vs0DAt1athvPmKs3IcjANlMpcFoNm3WV/hxwcwfc3FAczbuV87wd/XKA7vwOWas6cxUw7k5c/xwohlZH8+12ItGOJeJEL2Jy3VXtCVK4MkkNbuYC2ylHsowu2HGJfHLH/psXezRtElmiqbKrhf0bqDHupNKAXFEwqczwuDSmmhRKUcQxxapFAued0cGGXQpNqcuhidAndCtW4C0JYrqUUjIkiQa3LiMqBMEQFvedP7lq9dotDy7fJyr1RT8vWP78AA4AtWoEqPibZ5916julFJ+99ba7+jhtoa+uV0N7nqYllUigHKWIghS+r31W7JpAQKHZJEBCgUhfm5kZSytaJrgcuVgSzNruXV3K4gng0pQ8ctNM35KD2S7TotZrxWy0yD0WrTUdkPvCINuCFiR6p1ErpujEEpMNgXZHIRY2sbTgc3k3mXYiK0ZApcrWfLCuxNMU/TKQZ1Jag3AGS0ls4ycXXAmhsuRYCIeDSwImiCkfEjC7Mjzb6kbAfKBclmCQgJLoSIaOIOikCq3YvmfSNFUV4oRiqknQ7gAL59Zw4rpzjsxddPK7dx9ofHO476cvCf7CAd7X2wMAOHxk/KtnnnkG9zzyqYO77hocHZ9Cu+0j8IFyJFEppaiUEpTCGGEQw+cprB8hoVJHPDP0wAnRCkKay2S5S1OyqojDt2dIFAugZrQA+oJXuLNAK9+4jGztCnf2DXFa9CPJjUaRjebpqEXQb0oV9z1BsecQjOQ0r327jSPq/H2U6qqQNYtnWZNnprlOOycmAZJbQrhbiq1Vm10iRYTDx4Xze4h8W4WQBKkkoF0rCpV7LwClJACBjvTQSgn82FaT7IC5fo1BgGa7gwR9eNkJZx9ce9Lz/iJJ0q/29c76uYL75w5we/T31dFuTV11zlln0vvv3fLJ267ZMDinh2N+maAcpaiVElRKHURhjMBP4HuJNvqhAgIKidTgBtG2ENk2YnqUMTRS5M10xihdbOLwGU6CbnAXzfvzBVuZXXRhoZZ0JtZzU1FrQlorx5CkjV1jPdh6oI56WZtasm5AE+dvNNRI2vKnAiSzy5ps23R699K26C0HzweNUdCyuZ1YWzokIte/UElAhbaWoJRCUAUhKCSznJxqUZWk8KgERQpIgURKTAoKJBSp0n6CSmkaGvgEQ70EKxYl8HoXHVx9/Gnvn5hMr+rtrT1nfB1zgAPapfYLX7n2SiF7RbU8/+84O9hXKSn0VmL01ZvoqzdQCjoZB7VWyjv2Arf9KAR8Bmtib60gMhB0J4LMjeRH70rm1RPzPbobOF3gLqxmcZfVZnuHZNdNGPDnxqTa6i5Frd7C3mYHaYPjwGiEiZSDc4qA6dnSgCr4zNT5TQ7gSUDYXZ5KUxNpVvG5qsGs3j2DRCSDvqme2M/Ztrxt5wvYtrtJNEGg935KCErBhIKgBIJRCEGRSn0TkiKJGV5wUoIvfyvBxDMCSio0BRCnwJFUoeQTDFcYAInAU+gkCssWLTmyZFnpvQd23/Tlpave8IuC4c/e6Hm248brv443vf51j8wfqe5aNFde0F95Jhjub2Kg9wge3trBD56UmD2QohToX8P3EmzapfDpr/VA8RI8z0eF61XzAdcuEtp03yyR4sSsMbSb4Ei2WpyzrqpJ9jw1iaW7dtzxUHGW1rrg1gtuRb5sy5PwuXbZDTxtShr4CcIgQRTEiMIWemtTAGkBpIHNz6S45X6OBcMJJlsxxpsJYiHQaABtQtGRFIm0m8fyDWR2s0GxE08Kj90ZUEuxu2vprsCFuN/F6sAd/bhbQuyux1tNTmYFZ3xTZg92cM09EXYeKAM8ACTBYGUKFz9/PwK/g417fCSSI45TLF44b3LunAXvbLWDf193+utmEBn8/I5fWAS3x8mrhExl9WsR70srft9Xxkc3hJ+5roRv/mAIUnCItIUL1yUoh23dpGAE3GMQYOCUaL2wcRi1Kws9C2a3EcNI8UaJifTuc3RaQlnoRHb5+bng5sYPPfNF5wI+Fwb0KTwvhc813YqCNjjv4O5HKK6+q4xNu3pxaMxHb9TCpe8+jNdfkODI2Bg27mS47q4S7ny4jiaL0PYDNBlFhQMlsxo7UMgaLfleSWtXCRSlsV2Uw0V9QRfefZqY/y9sRKcZZ6aEIBXU9B0UaKrATRQXKYPgDFJyxAk1viwEPiPo8xVechLB/30Vg8QUbriviStv6EN1eGU7qM36/bGGf+2WPR35HCD0qw3wlSe9EZPPXC46Yv61/T17xMZnlv3bf97eCkukguPmUHSaFRwcnQQfEJCSYKJFoQgHJdxYIWvKYC/d+l4vo82iNs8jtzvQwGcAtyvM6h5IZg7X9gzYc3Dnpv++J+AxYyPt6XWGvpcg9DsIyy08slniSzeXccv9vdg3UYVUPqikOGFJA0mbYN4IMLcnxdpFHVywbhy3/LCBq26q4aGn6miXSkilh4QTlFW+Q1K5i3wAQKk82jpjak6fJzfuITn9EI4uJefelr5Y1aFy5LO5ey4lFJQqJAkFowycMdNyZ/AoRa0kQSlBmQFzaxIVVsHTO6tYsWAcrzlzPw41htrPTPS/ORpacv29W58RV3zojb9o+P1iKYo9Pvn3N+PSvzpekfrtG2+440VPqaR8UZWNecvn+1gwi2Kwt4N6tQmpWvjol0t4fHsdXhCg5gEVXyHiQOgpBJ5dZWiW0VpwU4eWOFSEMTotcnMH0DOuILfLbbPNcRIe05QkAzfX5U3fSxH6CQI/RqXcRLPdwnceJPjLL/XjW/cNYTLtQT30MadGML9XYslwgKFaHUqFaCc+oDjqZYp1K2KctLyBsWaM/YcIploMCWEQ0OXVfMJH/1OgDk7yaL1ZABh/RGKASuDiuvhB/lx+whDn07kWgTg/X0si8uW+lVKCajnF7Q/UIFSIvkii4hMQ4gFgGBpe2lyxeOR33vv2JdcuOuEp+U8f/tnb8M/l+IVHcHvQ3g/gQ3/7X+r0wcevTlYt5VMT9IoyP1gfGWigXplCKWwiITEm2lUQ4iPkFBGTCJjKFs5avp3dHxXclqLMTEummXF2WQ+7aw9tUukxmVES30vh8xS+nyDwOiiXWugkHfzDtQG+cF0/xkQdfhihPyDoCyV6Swp9VaCvwnFkgmPvYYaBlEKa8ltVEBy/pIEvvm8cV1yX4NP/qTDRqaKBEKRQ07aR2DRlhPMxivJaKZS1Pcm6lNaBtoBqIGv563Bn6U6R95s5e12fT5mpIHEkTCBOOaT0UQs7oKKNpgxxqMmx54hAf11g2ZKF4wmG3n7NN+TVu556BvNW/OEvC3a/nAhuj7tvvQanX/h7OOOk2Y/19PbvWbms95zA21G65cFR9Pc0Ue1NcP3dPdixv46eiKAeKJR8vQIz8IAgWyNOcoBz3S20CWYB6Fnde7pwirkJprOK3N7srk+bTOoIrhNK39MJZeDpgepmp42//3qIz107gAnZAz+K0GfAXQ8V6iWFepmiVuYIQ6a7m5m23ApGCMqBwmkrW2A8wYanGFpthoQyKFDjJOBSDjLzYzv5b1sJmC6NzaBNiu5Y9lCZ1ruYzJpP5t+PWCooEfoC2/YK3HCnj7mzErzglCk00n6cfsoph+fOmf3ufaOVfz/jxDZWr/vtXybkfnkR3B7/9x360qTUwX8FPH7j7ZVL7/jRPYMLBnZDkoPYPxog8BnKnjS0RCHwNbh9rjm3C+hC1DYRmzlJZ1GMlY+4FVrtjnchy7qVOoJnHJyZhNLTCaXHEwRBB0HQxnX3cFx2dR8asgoehah7BHVfouwrRIEyaxgpKNNNkzjRe9YDn+uSIxXGiFShWlZ49yUNbNzh4T+/w6EYRZMEmQ7HgpdmzRjTUZX6b5VSW+EJpcVZdtNDdgI4c3QKZhTWlh/hiLdYPjWk3y8yrapDiY7iHvfQ6vgY7Glj1oiPeUNl/O4FIVjvWQeH5l7wPiWTf108t/7LhtqxAbg9CBnE7v3tL510wgXk/X9Q+SRtfGPwyze2sGlnFf0ViYonUfJNBPd1m98z3NpjAONF0RRnGkB5Ytk9kwlH/afykld2K1KUXO+sa9pZtYRrcPt+jMBv4+FtCl+5pYZGXAEthyhzM7lkT05O4JsTkhACJYHEKOnaMYPnMXDu6YW5phfQUxP4Py+ZwsYtHjZsZ5CUokl8LVfIbjppZEZjToXStX6pga0KE0D58ISEXlNop44oUaZ65U7G2yEhW7khRhBmtSgMQqsqtEaI+ZhoCCyZ3cbFL2zigUcXQJYuPHjGqae/H1BfIuTYgPuYAhwA5g6HEEnryllnnpru2N78zJ5vfL93sNpAiUlEHlAKgHKoox/ncMDslAK7at3ccHR31AwE2Tavwhyl01YvutMW1yNys5PIgtz3EkR+G88cFHjf5+u4Y30diEIEnKHK9VheXrfXVx1KczseoYBUEKOoY4gTrhNZpucaG80Q55/YwKXvHMUfftrDtoMMCaGYAi+oKrUAzagMDdhlFsVpXoFBcciZAFAC2RicnSBiWeR2vp4a6a9RPApJkaYKCWPZZD7nEoHHcXisBxeuG8DKNS8YXb7y5D8fm5Bf6a2XjyXEji3AAYB5Edqd9ler/c8/smLRxJKRkeRvv3Xr/R5nQCViqJUZfJ6XsDRvpjlojECIGnDbZNQa/WR1YkfQZO+tTqKw/yYDtsqSSws+bqK3x2MoGuO/7w7x3QdrQBSBcQ8lBgNu05U0jSg70pbZSJitHWlKkKZUq+sYg8c5eOKhw3ywdopzT2ng4nMncPnVPjopQ0womkJ3dzNPGAkwoTeZMaG1KnY0TjH92IpoFexABgAlzeSPoTaMZvQD2hcOUtnvq/MVpQiYBGLzerZj/X8CL0GtnKI2eEZSRfm9pyw8bQvj4U2MBscaXsce4AAQBqH89r1PffONb3qp/+jDm5qVgH5+42MbSG9V0IEeH2EAjE6k6MR6AajvMXCuI6JV4ln3Ko/B0BkFO4wtpUIqSLaSz5WmWqC7NEVvSzCbD7jQNMWhJ6HfwYEJiX+/vQLhhSA8QMgoylzqqJ2ZgpqrjlO+07+PltKmgiARFGmqR7mSlCNJBXjiIWY+/DjB/3pBE//1nRb2jHlQlKNNfO3PSAmY0L9zKolej620HJdJkikO3e6mrbbYYQwpFRSkfu2kFmpZHxRCCJSwr68C5xrUIQHaMXBkQucWSUrR31OSvbNOUvWBpX8U9S79smxvjZl/8rGGFYD85D7mx0vOWIHxffviVYuHv7py2YJVLzpr5V+dcvwIls5NUKs2sG+0g04MeJyiElHUSgRhQLKoCJM8eh4QmuSuFEpEgQabgp2H1Oo+2wq3pTXq8u8ufQnnKTyWwmMJfC/GWCPFB75QwxPbylCeD0YZSkzpmdGsrt5VmiR5BJcKBowEQuhOYZoyA3JmgO6jEwdYvVDhk28bRV+1BaQdpFKgJQnagiARQCp0xzP/2yy9cCVYRdEZoD0B27FEu6PQjiU6iUKSSr1R2DEtancEppopGi2JJAUCX2H20ASm2qPYuK2JZtoPFaz6q96BRauoP/erzbGxmEW/GuAGfoUADgDnPG8lTl6zsDVSHd10+rrjL501e9FH5s2fJ3aPxdhxIAWInuvsq0vMm5VgoKeNdjtBp6NDDaNA4ClEgZbk9lRS9FYThIF+czoxkKQaCK4xpo1wFuTZ7houNDUxIOdcN3XufYLj29+vIkYIwnwElCC0RvzOuFs3uO2hlB0D06NsNprrSM4gBIdIGZLUg1QeLnx+B89f3QDiGJAJYqHQFgQdSZAIYkBO8sl8Z6TNlvIYJVrc5TP4nKITA2NTEhMNiamWQrujBzCkVtoi8oEolDg0keCZgzHGJmI027r8MtLfwbx5CZYdt1QsW7roIz2Dx196532tTWFleavce8KxhlHh+JWgKN3HS176Ktx04zfEqy9+/V/v2ruXP7z7u3+6ZuzxoBq0Ua9IzB1KMTwwhjvXJ9j8TB2z+wKUIgbGAN9TKIcC1XKCeiVGOWpj/SYf+w5VwRhDKaQghIBLXSEgsNWUvCvHneoJN4kl5yk8L0EjFrj8v2s41AqBQEfviLmrVHKder6oKtupkFmYZPvnFdG6DjNxbu8TwcFTjjT10RemeOfFk7jzoTKmEg5JOFrSgy8JfAlwCXChrxwiG2CmWSnbTi2FPkUpJOBcYd+kwOYDCrWAoF7Se+AZUwh9nbCWI4WRwRb2NhpYvy3EvDbAWIJ6NUAznYc3v3ppp2fkhX9XKc/+629/6wa84hWvPNawmfH4lQQ4AFz08ldh177DmN0bfvCtb3opffrp4864685b6MKR5hmz+7fxg1MTuO3hHrQmGEZ69bSIx/Po3V9ro79nAj/a2sHV9/SBxgnmDEow6oEzBp+bhoapP+ukLff70JWTNE8sWYwg7OCaWwM8vLkMxXyAefAoQUDtIESuT3eNhgruV0CWB1hKIczso5Aa3KlkWo5qhrG91MPapR28+uwJ/Nt3PIB5SAhDg9B8GIQCniAQLJ/xBEyOQQHOtYd7rQzMHU6wZMEoRmOCRzb3QEh96nmeRBRKvViMEgz1CLzopAms35zg6X0lzBqqp6VK7d6Va18ie4cX3ducCj+o1EEQMnis4XLU41eKonQf82b1gwVl9NTr7695O857+QVrLzr5pOOu8atz5Re/1YvHNofoKemEiDHd7SyHArVKjKG+Kewfn8Dffi3CjzaVkQqYOUiprRocDu7Wv71MWCWypJKzBGHUwfiUxE33lHB4QoObUma8WsxGZVqUA8xk8Za7yjpURaEwvS4EhbRURXAkKUdfjeCis5vorbaBTgdKxmgLhUZK0RGaqiQi5+K6fq2TE0p0CdX3gDCQ8LnEumUS7/utQxjon8TucYqJFtBsK8SJMgkoMD7FsWouwXve0MYppyyQS1eceM3grDUXffe+beeVq9X3Dw57v9LgBn6FI3j3sfyEV0ElGyfBj/vjyY3znw6qj6y54PTJV4/v26KB5gGlSKBajtFfa6IUTeDOOyk27qhjfi8BJTLjvXZULOsKmgFjC26fC6018RL4XG/6SkSCr383wj3rSxDwAMbBiYnerkaa5pG7SFHyI69JIwe3AbseBzO0RVIIqQ1ylOQ498QYrztvCl/5NkcnoZCEoiE88JRkQyG+INoxq7ta5FSKlCIYm4ywat4EXnzSEVx5Y4SDUz4iT6IS6SDQiQkmpiSaai3OOxXXz1t+/mNjneWXeXRq8tx1C441HJ7z8WsDcAAg3nEAcGjT0zs/dNn7Vi544smn8NSm4Vfv3LYZnDZQLQkM9LQw3D+KzfvauOb7IwhYgKovdJvb/V7E1r5tYql5txZTaVCHfgeVUgu81Mb3H2b4wter2DvmAxEHISzb8pbNZDr6jMy+zXRM3SxTOYmgVDaCwwF5TlmE0JLUOPEwXE/wttdN4tEtPu7dQIGQIA2BSeLBI3psLBYKvgBSoe2Prbln/sM1JWq2OeKkjNc+fxR3PnQEj+8agO9xRH6KSqSwYE4f5i4+CdWhJddXZi179/Kexo5aT/+xhsBPfPxSxVY/r+Nz//AZfPAD7x2fP2/WQ2EQfHfp0kUjQ/3+goHqXpSjXfjybQSXXVfD5md6MVyh6InMLqGQIsw8WogpJ0pEgUAUpIhCbUMWhW2UoiYIaWHzHoFbH/Bw6VereHRriJR4AA9AuY8SA0oMCE393XYufSMA8zwtCtMNH+po012LOVeu272d2MkLzDbovlqK1YtjJEpCIcVkA+ikFJLyfLzPlCk9rvU7nkcReAyBr/9m39NCMkKAkYEUp68eQ63cxr1PcvTVe3D+mSfg7LPPvHtwaO57BoaX/VsnVtt6eoeP9dv+Ux2/VhHcPfr6+gHgaaXU0wAe2/xkMjJrYPYX1z+2ful3HtjCRNqCD4X+kkTo66pGbmCvQaYpiYLvaZ231nfHKIUtKNrEF/47xL9+s4ojDYL9R/RSJgTETPubYYyuUuB0y+O8ikKMzVSmC1F5Td4dUVPKGsg7N+OhHY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    weight: 4
- - hecke_orbit_code: 67109089
    id: 10202000
    n: 1
    trace_an: 1
  - hecke_orbit_code: 67109089
    id: 10202001
    n: 2
    trace_an: -5
  - hecke_orbit_code: 67109089
    id: 10202002
    n: 3
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202003
    n: 4
    trace_an: 17
  - hecke_orbit_code: 67109089
    id: 10202004
    n: 5
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202005
    n: 6
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202006
    n: 7
    trace_an: 30
  - hecke_orbit_code: 67109089
    id: 10202007
    n: 8
    trace_an: -45
  - hecke_orbit_code: 67109089
    id: 10202008
    n: 9
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202009
    n: 10
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202010
    n: 11
    trace_an: 50
  - hecke_orbit_code: 67109089
    id: 10202011
    n: 12
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202012
    n: 13
    trace_an: 20
  - hecke_orbit_code: 67109089
    id: 10202013
    n: 14
    trace_an: -150
  - hecke_orbit_code: 67109089
    id: 10202014
    n: 15
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202015
    n: 16
    trace_an: 89
  - hecke_orbit_code: 67109089
    id: 10202016
    n: 17
    trace_an: 10
  - hecke_orbit_code: 67109089
    id: 10202017
    n: 18
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202018
    n: 19
    trace_an: -44
  - hecke_orbit_code: 67109089
    id: 10202019
    n: 20
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202020
    n: 21
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202021
    n: 22
    trace_an: -250
  - hecke_orbit_code: 67109089
    id: 10202022
    n: 23
    trace_an: -120
  - hecke_orbit_code: 67109089
    id: 10202023
    n: 24
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202024
    n: 25
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202025
    n: 26
    trace_an: -100
  - hecke_orbit_code: 67109089
    id: 10202026
    n: 27
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202027
    n: 28
    trace_an: 510
  - hecke_orbit_code: 67109089
    id: 10202028
    n: 29
    trace_an: -50
  - hecke_orbit_code: 67109089
    id: 10202029
    n: 30
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202030
    n: 31
    trace_an: 108
  - hecke_orbit_code: 67109089
    id: 10202031
    n: 32
    trace_an: -85
  - hecke_orbit_code: 67109089
    id: 10202032
    n: 33
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202033
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    trace_an: -50
  - hecke_orbit_code: 67109089
    id: 10202034
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    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202035
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    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202036
    n: 37
    trace_an: 40
  - hecke_orbit_code: 67109089
    id: 10202037
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    trace_an: 220
  - hecke_orbit_code: 67109089
    id: 10202038
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    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202039
    n: 40
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202040
    n: 41
    trace_an: 400
  - hecke_orbit_code: 67109089
    id: 10202041
    n: 42
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202042
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    trace_an: -280
  - hecke_orbit_code: 67109089
    id: 10202043
    n: 44
    trace_an: 850
  - hecke_orbit_code: 67109089
    id: 10202044
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    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202045
    n: 46
    trace_an: 600
  - hecke_orbit_code: 67109089
    id: 10202046
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    trace_an: 280
  - hecke_orbit_code: 67109089
    id: 10202047
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    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202048
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    trace_an: 557
  - hecke_orbit_code: 67109089
    id: 10202049
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    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202050
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    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202051
    n: 52
    trace_an: 340
  - hecke_orbit_code: 67109089
    id: 10202052
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    trace_an: 610
  - hecke_orbit_code: 67109089
    id: 10202053
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    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202054
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    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202055
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    trace_an: -1350
  - hecke_orbit_code: 67109089
    id: 10202056
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    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202057
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    trace_an: 250
  - hecke_orbit_code: 67109089
    id: 10202058
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    trace_an: 50
  - hecke_orbit_code: 67109089
    id: 10202059
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    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202060
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  - hecke_orbit_code: 67109089
    id: 10202061
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  - hecke_orbit_code: 67109089
    id: 10202062
    n: 63
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202063
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    n: 909
    trace_an: 0
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    trace_an: 0
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    trace_an: -33000
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    trace_an: 0
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  - hecke_orbit_code: 67109089
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    trace_an: 0
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    trace_an: 750
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    n: 927
    trace_an: 0
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    n: 928
    trace_an: 4250
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    trace_an: -25700
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    trace_an: 0
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    trace_an: -24508
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    trace_an: 58650
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    trace_an: 5900
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    trace_an: 0
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    trace_an: 0
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    trace_an: -52890
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    trace_an: 0
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    trace_an: 0
  - hecke_orbit_code: 67109089
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    trace_an: 38050
  - hecke_orbit_code: 67109089
    id: 10202941
    n: 942
    trace_an: 0
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    trace_an: -48000
  - hecke_orbit_code: 67109089
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    trace_an: 0
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    trace_an: 70000
  - hecke_orbit_code: 67109089
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    id: 10202947
    n: 948
    trace_an: 0
  - hecke_orbit_code: 67109089
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    trace_an: 8200
  - hecke_orbit_code: 67109089
    id: 10202949
    n: 950
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202950
    n: 951
    trace_an: 0
  - hecke_orbit_code: 67109089
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    n: 952
    trace_an: -13500
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    id: 10202952
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    trace_an: -15170
  - hecke_orbit_code: 67109089
    id: 10202953
    n: 954
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202954
    n: 955
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202955
    n: 956
    trace_an: -83300
  - hecke_orbit_code: 67109089
    id: 10202956
    n: 957
    trace_an: 0
  - hecke_orbit_code: 67109089
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    trace_an: 70500
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    id: 10202958
    n: 959
    trace_an: -31500
  - hecke_orbit_code: 67109089
    id: 10202959
    n: 960
    trace_an: 0
  - hecke_orbit_code: 67109089
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    trace_an: -18127
  - hecke_orbit_code: 67109089
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    trace_an: -4000
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    trace_an: 0
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    id: 10202968
    n: 969
    trace_an: 0
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    n: 970
    trace_an: 0
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    trace_an: 0
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    trace_an: 0
  - hecke_orbit_code: 67109089
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    n: 981
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202981
    n: 982
    trace_an: 12250
  - hecke_orbit_code: 67109089
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  - hecke_orbit_code: 67109089
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    trace_an: 0
  - hecke_orbit_code: 67109089
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    trace_an: 2500
  - hecke_orbit_code: 67109089
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    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202987
    n: 988
    trace_an: -14960
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    n: 990
    trace_an: 0
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    n: 991
    trace_an: 32672
  - hecke_orbit_code: 67109089
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    trace_an: -9180
  - hecke_orbit_code: 67109089
    id: 10202992
    n: 993
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202993
    n: 994
    trace_an: -105000
  - hecke_orbit_code: 67109089
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    n: 995
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202995
    n: 996
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202996
    n: 997
    trace_an: 4740
  - hecke_orbit_code: 67109089
    id: 10202997
    n: 998
    trace_an: 85180
  - hecke_orbit_code: 67109089
    id: 10202998
    n: 999
    trace_an: 0
  - hecke_orbit_code: 67109089
    id: 10202999
    n: 1000
    trace_an: 0
label_cols:
- label
- label
- label
- source_label
- hecke_orbit_code
- label
- hecke_orbit_code
labels:
- 225.4.a.a
- 225.4.a.a
- 225.4.a
- 225.4.a.a
- 67109089
- 225.4.a.a
- 67109089
tables:
- mf_newforms
- mf_hecke_nf
- mf_newspaces
- mf_twists_nf
- mf_hecke_charpolys
- mf_newform_portraits
- mf_hecke_traces
timestamp: '2024-04-23T16:15:51.864618'