soul-symphony-ling

# ───────────────────────────────────────────────────────────────────────────
# Auto-generated by `ling convert` — glTF model (geometry + nodes)
# source: model/arena.glb
# Lossless: bulk data is deflate+base64 behind blob_f32/blob_i32 (or plain
# arrays with --no-compression). Import this file and call its draw/play fn.
# ───────────────────────────────────────────────────────────────────────────

# ── nodes (name, mesh index, world-ish transform rows) ──
# node[0] "InnerWalls" mesh=Some(0) T=[1.000,0.000,0.000,0.000 / 0.000,1.000,0.000,0.000 / 0.000,0.000,1.000,0.000 / 0.000,0.000,0.000,1.000]
# node[1] "Floor" mesh=Some(1) T=[1.000,0.000,0.000,0.000 / 0.000,1.000,0.000,0.000 / 0.000,0.000,1.000,0.000 / 0.000,0.000,0.000,1.000]
# node[2] "Trough" mesh=Some(2) T=[1.000,0.000,0.000,0.000 / 0.000,1.000,0.000,0.000 / 0.000,0.000,1.000,0.000 / 0.000,0.000,0.000,1.000]

# mesh "Cube" — 28 verts, 18 tris, material=Some(0)
bind arena_Cube_pos = blob_f32("eNqNzzsKACAMA9B4MzEnly5ew2s4+YFCp8apryFLgEVgNGAZtJnYQl+ZuWsX5oe9b4mpXDDfxnOjef+Qu7kB7qRvRQ==")
bind arena_Cube_nrm = blob_f32("eNp9j8ENACAIA9mM1dyM1YyREi1WHkDI0bRmqBE5fbWctvdiXDP4v/g4OMWwJjHQaPzj/vPT+NB3zg5vcq+MExR0JeU=")
bind arena_Cube_uv = blob_f32("eNqNzLEJAAAMAkE3y2oZPZBOkEdBrDxpR5+0qRSyGpv81vTPAY+rFOU=")
bind arena_Cube_idx = blob_i32("eNotzlkOgCAQBFFUXHHfgfvfk5qkTV66Ij/jnXMVfnhtxIILj9p2w4kZo9q2w4sbvdrWvhU7GrXthAMfarVtq1sGJHXSTfYvIKuz3oLujuqotwI5XwL1")

ฟังก์ชัน draw_arena_Cube(ox, oy, oz, scale) {
    bind P = arena_Cube_pos  bind I = arena_Cube_idx
    bind n = len(I)
    bind k = 0
    while k + 2 < n + 1 {
        bind a = list_get(I, k) * 3  bind b = list_get(I, k+1) * 3  bind c = list_get(I, k+2) * 3
        bind ax = ox + list_get(P,a)*scale    bind ay = oy + list_get(P,a+1)*scale  bind az = oz + list_get(P,a+2)*scale
        bind bx = ox + list_get(P,b)*scale    bind by = oy + list_get(P,b+1)*scale  bind bz = oz + list_get(P,b+2)*scale
        bind cx = ox + list_get(P,c)*scale    bind cy = oy + list_get(P,c+1)*scale  bind cz = oz + list_get(P,c+2)*scale
        draw_line_3d(ax,ay,az, bx,by,bz)  draw_line_3d(bx,by,bz, cx,cy,cz)  draw_line_3d(cx,cy,cz, ax,ay,az)
        bind k = k + 3
    }
}

# mesh "Cube.001" — 4225 verts, 8192 tris, material=Some(0)
bind arena_Cube_001_pos = blob_f32("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")
bind arena_Cube_001_nrm = blob_f32("eNrtxjENAAAMw7AyG7VBn4pij3NETtpOF2ZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmbmJx8Mh5Hs")
bind arena_Cube_001_uv = blob_f32("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")
bind arena_Cube_001_idx = blob_i32("eNo93XW8z/ffx/Gz7u7u7k6mu7u7u7tjGIZhGIZhGIZhGMYwDMN0d3d3XOf1+95d1+32vj0fn/fj8+/1OOd8f3ZO0nVJSdcln1TJJ8l+5e765JMap+bi7obkkwan4eLuxuSTFqfl4u6m5JMOp+Pi7ubkkx6n5+LuluSTAWfg4u7W5JMRZ+Ti7rbkkwln4uLu9uSTGWfm4u6O5JMFZ+Hi7s7kkxVn5eLuruSTDWfj4u7u5JMdZ+fi7p7kkwPn4OLu3uSTE+fk4u6+5JML5+Li7v7kkxvn5uLugeSTB+fh4u7B5JMX5+Xi7qHkkw/n4+Lu4eSTH+fn4u6R5FMAF+Di7tHkUxAX5OLuseRTCBfi4u7x5FMYF+bi7onkUwQX4eLuyeRTFBfl4u6p5FMMF+Pi7unkUxwX5+LumeRTApfg4u7Z5FMSl+Ti7rnkUwqX4uLu+eRTGpfm4u6F5FMGl+Hi7sXkUxaX5eLupeRTDpfj4u7l5FMel+fi7pXkUwFX4OLu1eRTEVfk4u615FMJV+Li7vXkUxlX5uLujeRTBVfh4u7N5FMVV+Xi7q3kUw1X4+Lu7eRTHVfn4u6d5FMD1+Di7t3kUxPX5OLuveRTC9fi4u795FMb1+bi7oPkUwfX4eLuw+RTF9fl4u6j5FMP1+Pi7uPkUx/X5+Luk+TTADfg4u7T5NMQN+Ti7rPk0wg34uLu8+TTGDfm4u6L5NMEN+Hi7svk0xQ35eIuRfJphptxcZcy+TTHzbmvdLoljm3hLjrdCrfiUut0a9yaS6PTbXAbLq1Ot8VtuXQ63Q6349LrdHvcnsug01/jr7mMOt0Bd+Ay6XRH3JHLrNOdcCcui05/g7/hsup0Z9yZy6bTXXAXLrtOd8VduRw6/S3+lsup091wNy6XTnfH3bncOt0D9+Dy6PR3+Dsur073xD25fDrdC/fi8ut0b9ybK6DT3+PvuYI63Qf34QrpdF/clyus0/1wP66ITv+Af+CK6nR/3J8rptMD8ACuuE4PxAO5Ejr9I/6RK6nTg/AgrpROD8aDudI6PQQP4cro9E/4J66sTg/FQ7lyOj0MD+PK6/RwPJyroNM/45+5ijo9Ao/gKun0SDySq6zTo/AoropO/4J/4arq9Gg8mqum02PwGK66To/FY7kaOv0r/pWrqdPj8Diulk6Px+O52jo9AU/g6uj0b/g3rq5OT8QTuXo6PQlP4urr9GQ8mWug07/j37mGOj0FT+Ea6fRUPJVrrNPT8DSuiU7/gf/gmur0dDyda6bhM/AMroVO/4ljZ7qLTs/Cs7hWOj0bz+Za6/Rf+C+ujU7PwXO4tjo9F8/l2un0PDyPa6/Tf+O/ua91ej6ez3XQ6QV4AddRpxfihVwnnf4H/8N9o9OL8CKus04vxou5Ljq9BC/huur0v/hf7ludXoqXct10ehlexnXX6eV4OddDp//D/3Hf6fQKvILrqdMr8Uqul06vwqu43jq9Gq/mvtfpNXgN10en1+K1XF+dXofXcf10ej1ez/2g0xvwBq6/Tm/EG7kBOr0Jb+IG6vRmvJn7Uae34C3cIJ3eirdyg3V6G97GDdHp7Xg795NO78A7uKE6vRPv5Ibp9C68ixuu07vxbu5nnd6D93AjdHov3suN1Ol9eB83Sqf34/3cLzp9AB/gRuv0QXyQG6PTh/AhbqxOH8aHuV91+gg+wo3T6aP4KDdep4/hY9wEnT6Oj3O/6fQJfIKbqNMn8Ulukk6fwqe4yTp9Gp/mftfpM/gMN0Wnz+Kz3FSdPofPcdN0+jw+z/2h0xfwBW66hl/EF7mZOn0Zx15yF52+gq9ws3T6Kr7KzdbppOsTHHvVXXT6uusTHBtujk5fj2PDzdXpG3BsuHk6fSOODfe3Tt+EY8PN1+mbcWy4BTp9C44Nt1Cnb8Wx4f7R6dtwbLhFOn07jg23WKfvwLHhluj0nTg23L86fReODbdUp+/GseGW6fQ9ODbccp2+F8eG+0+n78Ox4Vbo9P04NtxKnX4Ax4ZbpdMP4thwq3X6IRwbbo1OP4xjw63V6UdwbLh1Ov0ojg23Xqcfw7HhNuj04zg23EadfgLHhtuk00/i2HCbdfopHBtui04/jWPDbdXpZ3BsuG06/SyODbddp5/DseF26PTzODbcTp1+AceG26XTL+LYcLt1+iUcG26PTr+MY8Pt1elXcGy4fTr9Ko4Nt1+nX8Ox4Q7o9Os4NtxBnX4Dx4Y7pNNv4thwh3X6LRwb7ohOv41jwx3V6XdwbLhjOv0ujg13XKffw7HhTuj0+zg23Emd/gDHhjul0x/i2HCndfojHBvujE5/jGPDndXpT3BsuHM6/SmODXdepz/DseEuaPjnODbcJZ3+Esd+cX3iLjqdAseGu6LhKXFsCu2OTn+FY1Nqd3Q6FU7lnet0OjVOzV2v02lwGu4GnU6L03I36nQ6nI67SafT4/TczTqdAWfgbtHpjDgjd6tOZ8KZuNt0OjPOzN2u01lwFu4Onc6Ks3J36nQ2nI27S6ez4+zc3TqdA+fg7tHpnDgnd69O58K5uPt0OjfOzd2v03lwHu4Bnc6L83IP6nQ+nI97SKfz4/zcwzpdABfgHtHpgrgg96hOF8KFuMd0ujAuzD2u00VwEe4JnS6Ki3JP6nQxXIx7SqeL4+Lc0zpdApfgntHpkrgk96xOl8KluOd0ujQuzT2v02VwGe4FnS6Ly3Iv6nQ5XI57SafL4/LcyzpdAVfgXtHpirgi96pOV8KVuNd0ujKuzL2u01VwFe4Nna6Kq3Jv6nQ1XI17S6er4+rc2zpdA9fg3tHpmrgm965O18K1uPd0ujauzb2v03VwHe4Dna6L63If6nQ9XI/7SKfr4/rcxzrdADfgPtHphrgh96lON8KNuLiLhjfGjbkvdLopjm3iLjrdDDfjUuh0c9ycS6nTLXAL7iudbolbcql0uhVuxaXW6da4NZdGp9vgNlxanW6L23LpdLodbsel1+n2uD2XQae/xl9zGXW6A+7AZdLpjrgjl1mnO+FOXBad/gZ/w2XV6c64M5dNp7vgLlx2ne6Ku3I5dPpb/C2XU6e74W5cLp3ujrtzuXW6B+7B5dHp7/B3XF6d7ol7cvl0uhfuxeXX6d64N1dAp7/H33MFdboP7sMV0um+uC9XWKf74X5cEZ3+Af/AFdXp/rg/V0ynB+ABXHGdHogHciV0+kf8I1dSpwfhQVwpnR6MB3OldXoIHsKV0emf8E9cWZ0eiody5XR6GB7Gldfp4Xg4V0Gnf8Y/cxV1egQewVXS6ZF4JFdZp0fhUVwVnf4F/8JV1enReDRXTafH4DFcdZ0ei8dyNXT6V/wrV1Onx+FxXC2dHo/Hc7V1egKewNXR6d/wb1xdnZ6IJ3L1dHoSnsTV1+nJeDLXQKd/x79zDXV6Cp7CNdLwqXgq10Sn/8Cx09xFp6fj6VwznZ6BZ3DNdXomnsm10Ok/8Z9cS52ehWdxrXR6Np7Ntdbpv/BfXBudnoPncG11ei6ey7XT6Xl4Htdep//Gf3Nf6/R8PJ/roNML8AKuo04vxAu5Tjr9D/6H+0anF+FFXGedXowXc110eglewnXV6X/xv9y3Or0UL+W66fQyvIzrrtPL8XKuh07/h//jvtPpFXgF11OnV+KVXC+dXoVXcb11ejVezX2v02vwGq6PTq/Fa7m+Or0Or+P66fR6vJ77Qac34A1cf53eiDdyA3R6E97EDdTpzXgz96NOb8FbuEE6vRVv5Qbr9Da8jRui09vxdu4nnd6Bd3BDdXon3skN0+ldeBc3XKd3493czzq9B+/hRuj0XryXG6nT+/A+bpRO78f7uV90+gA+wI3W6YP4IDdGpw/hQ9xYnT6MD3O/6vQRfIQbp9NH8VFuvE4fw8e4CTp9HB/nftPpE/gEN1GnT+KT3CSdPoVPcZN1+jQ+zf2u02fwGW6Khp/FZ7lpOn0ex55zF52+gC9w03X6Ir7IzdDpS/gSN1OnL+PL3J86fQVf4Wbp9FV8lZut00k3JDj2qrvo9HU3JDg23Bydvh7Hhpur0zfg2HDzdPpGHBvub52+CceGm6/TN+PYcAt0+hYcG26hTt+KY8P9o9O34dhwi3T6dhwbbrFO34Fjwy3R6TtxbLh/dfouHBtuqU7fjWPDLdPpe3BsuOU6fS+ODfefTt+HY8Ot0On7cWy4lTr9AI4Nt0qnH8Sx4Vbr9EM4NtwanX4Yx4Zbq9OP4Nhw63T6URwbbr1OP4Zjw23Q6cdxbLiNOv0Ejg23SaefxLHhNuv0Uzg23BadfhrHhtuq08/g2HDbdPpZHBtuu04/h2PD7dDp53FsuJ06/QKODbdLp1/EseF26/RLODbcHp1+GceG26vTr+DYcPt0+lUcG26/Tr+GY8Md0OnXcWy4gzr9Bo4Nd0in38Sx4Q7r9Fs4NtwRnX4bx4Y7qtPv4Nhwx3T6XRwb7rhOv4djw53Q6fdxbLiTOv0Bjg13Sqc/xLHhTuv0Rzg23BkN/xjHhjun05/i2E9uSNxFpz/DseEu6PTnODbcRZ3+AseGu6TTX+LYcJd1OgWODXdFw1Pi2BTaHZ3+Csem1O7odCqcyjvX6XRqnJq7XqfT4DTcDTqdFqflbtTpdDgdd5NOp8fpuZt1OgPOwN2i0xlxRu5Wnc6EM3G36XRmnJm7Xaez4CzcHTqdFWfl7tTpbDgbd5dOZ8fZubt1OgfOwd2j0zlxTu5enc6Fc3H36XRunJu7X6fz4DzcAzqdF+flHtTpfDgf95BO58f5uYd1ugAuwD2i0wVxQe5RnS6EC3GP6XRhXJh7XKeL4CLcEzpdFBflntTpYrgY95ROF8fFuad1ugQuwT2j0yVxSe5ZnS6FS3HP6XRpXJp7XqfL4DLcCzpdFpflXtTpcrgc95JOl8fluZd1ugKuwL2i0xVxRe5Vna6EK3Gv6XRlXJl7Xaer4CrcGzpdFVfl3tTparga95ZOV8fVubd1ugauwb2j0zVxTe5dna6Fa3Hv6XRtXJt7X6fr4DrcBzpdF9flPtTpergeF3fR8Pq4PveJTjfEsQ3cRacb4UbcZzrdGDfmPtfpJrgJ94VON8VNuS91uhluxqXQ6ea4OZdSp1vgFtxXOt0St+RS6XQr3IpLrdOtcWsujU63wW24tDrdFrfl0ul0O9yOS6/T7XF7LoNOf42/5jLqdAfcgcuk0x1xRy6zTnfCnbgsOv0N/obLqtOdcWcum053wV247DrdFXflcuj0t/hbLqdOd8PduFw63R1353LrdA/cg8uj09/h77i8Ot0T9+Ty6XQv3IvLr9O9cW+ugE5/j7/nCup0H9yHK6TTfXFfrrBO98P9uCI6/QP+gSuq0/1xf66YTg/AA7jiOj0QD+RK6PSP+EeupE4PwoO4Ujo9GA/mSuv0EDyEK6PTP+GfuLI6PRQP5crp9DA8jCuv08PxcK6CTv+Mf+Yq6vQIPIKrpNMj8Uiusk6PwqO4Kjr9C/6Fq6rTo/ForppOj8FjuOo6PRaP5Wro9K/4V66mTo/D47haOj0ej+dq6/QEPIGro9O/4d+4ujo9EU/k6mn4JDyJa6DTv+PYye6i01PwFK6RTk/FU7nGOj0NT+Oa6PQf+A+uqU5Px9O5Zjo9A8/gmuv0TDyTa6HTf+I/uZY6PQvP4lrp9Gw8m2ut03/hv7g2Oj0Hz+Ha6vRcPJdrp9Pz8DyuvU7/jf/mvtbp+Xg+10GnF+AFXEedXogXcp10+h/8D/eNTi/Ci7jOOr0YL+a66PQSvITrqtP/4n+5b3V6KV7KddPpZXgZ112nl+PlXA+d/g//x32n0yvwCq6nTq/EK7leOr0Kr+J66/RqvJr7XqfX4DVcH51ei9dyfXV6HV7H9dPp9Xg994NOb8AbuP46vRFv5Abo9Ca8iRuo05vxZu5Hnd6Ct3CDdHor3soN1ulteBs3RKe34+3cTzq9A+/ghur0TryTG6bTu/AubrhO78a7uZ91eg/ew43Q6b14LzdSp/fhfdwond6P93O/6PQBfIAbrdMH8UFujE4fwoe4sTp9GB/mftXpI/gIN06nj+Kj3HidPoaPcRN0+jg+zv2m0yfwCW6ihp/EJ7nJOn0ax55yF50+g89wU3T6LD7LTdXpc/gcN02nz+Pz3B86fQFf4Kbr9EV8kZuh05fwJW6mTl/Gl7k/dfoKvsLN0umr+Co3W6eTbkxw7FV30enrbkxwbLg5On09jg03V6dvwLHh5un0jTg23N86fROODTdfp2/GseEW6PQtODbcQp2+FceG+0enb8Ox4Rbp9O04Ntxinb4Dx4ZbotN34thw/+r0XTg23FKdvhvHhlum0/fg2HDLdfpeHBvuP52+D8eGW6HT9+PYcCt1+gEcG26VTj+IY8Ot1umHcGy4NTr9MI4Nt1anH8Gx4dbp9KM4Ntx6nX4Mx4bboNOP49hwG3X6CRwbbpNOP4ljw23W6adwbLgtOv00jg23VaefwbHhtun0szg23Hadfg7Hhtuh08/j2HA7dfoFHBtul06/iGPD7dbpl3BsuD06/TKODbdXp1/BseH26fSrODbcfp1+DceGO6DTr+PYcAd1+g0cG+6QTr+JY8Md1um3cGy4Izr9No4Nd1Sn38Gx4Y7p9Ls4NtxxnX4Px4Y7oeHv49hwp3T6Qxz7wY2Ju+j0Rzg23Bmd/hjHhjur05/g2HDndPpTHBvuvE5/hmPDXdDpz3FsuIs6/QWODXdJp7/EseEu63QKHBvuioanxLEptDs6/RWOTand0elUOJV3rtPp1Dg1d71Op8FpuBt0Oi1Oy92o0+lwOu4mnU6P03M363QGnIG7Racz4ozcrTqdCWfibtPpzDgzd7tOZ8FZuDt0OivOyt2p09lwNu4unc6Os3N363QOnIO7R6dz4pzcvTqdC+fi7tPp3Dg3d79O58F5uAd0Oi/Oyz2o0/lwPu4hnc6P83MP63QBXIB7RKcL4oLcozpdCBfiHtPpwrgw97hOF8FFuCd0uiguyj2p08VwMe4pnS6Oi3NP63QJXIJ7RqdL4pLcszpdCpfintPp0rg097xOl8FluBd0uiwuy72o0+VwOe4lnS6Py3Mv63QFXIF7Racr4orcqzpdCVfiXtPpyrgy97pOV8FVuDd0uiquyr2p09VwNe4tna6Oq3Nv63QNXIN7R6dr4prcuzpdC9fi4i4aXhvX5j7Q6bo4to676HQ9XI/7SKfr4/rcxzrdADfgPtHphrgh96lON8KNuM90ujFuzH2u001wE+4LnW6Km3Jf6nQz3IxLodPNcXMupU63wC24r3S6JW7JpdLpVrgVl1qnW+PWXBqdboPbcGl1ui1uy6XT6Xa4HZdep9vj9lwGnf4af81l1OkOuAOXSac74o5cZp3uhDtxWXT6G/wNl1WnO+POXDad7oK7cNl1uivuyuXQ6W/xt1xOne6Gu3G5dLo77s7l1ukeuAeXR6e/w99xeXW6J+7J5dPpXrgXl1+ne+PeXAGd/h5/zxXU6T64D1dIp/vivlxhne6H+3FFdPoH/ANXVKf74/5cMZ0egAdwxXV6IB7IldDpH/GPXEmdHoQHcaV0ejAezJXW6SF4CFdGp3/CP3FldXooHsqV0+lheBhXXqeH4+FcBZ3+Gf/MVdTpEXgEV0mnR+KRXGWdHoVHcVV0+hf8C1dVp0fj0Vw1nR6Dx3DVdXosHsvV0Olf8a9cTZ0eh8dxtTR8PB7P1dHp33DsBHfR6Yl4IldPpyfhSVx9nZ6MJ3MNdPp3/DvXUKen4ClcI52eiqdyjXV6Gp7GNdHpP/AfXFOdno6nc810egaewTXX6Zl4JtdCp//Ef3ItdXoWnsW10unZeDbXWqf/wn9xbXR6Dp7DtdXpuXgu106n5+F5XHud/hv/zX2t0/PxfK6DTi/AC7iOOr0QL+Q66fQ/+B/uG51ehBdxnXV6MV7MddHpJXgJ11Wn/8X/ct/q9FK8lOum08vwMq67Ti/Hy7keOv0f/o/7TqdX4BVcT51eiVdyvXR6FV7F9dbp1Xg1971Or8FruD46vRav5frq9Dq8juun0+vxeu4Hnd6AN3D9dXoj3sgN0OlNeBM3UKc3483cjzq9BW/hBun0VryVG6zT2/A2bohOb8fbuZ90egfewQ3V6Z14JzdMp3fhXdxwnd6Nd3M/6/QevIcbodN78V5upE7vw/u4UTq9H+/nftHpA/gAN1qnD+KD3BidPoQPcWN1+jA+zP2q00fwEW6chh/FR7kJOn0cxx5zF50+gU9wE3X6JD7JTdLpU/gUN1mnT+PT3O86fQaf4abo9Fl8lpuq0+fwOW6aTp/H57k/dPoCvsBN1+mL+CI3Q6cv4UvcTJ2+jC9zf+r0FXyFm6XTV/FVbrZOJ92U4Nir7qLT192U4Nhwc3T6ehwbbq5O34Bjw83T6RtxbLi/dfomHBtuvk7fjGPDLdDpW3BsuIU6fSuODfePTt+GY8Mt0unbcWy4xTp9B44Nt0Sn78Sx4f7V6btwbLilOn03jg23TKfvwbHhluv0vTg23H86fR+ODbdCp+/HseFW6vQDODbcKp1+EMeGW63TD+HYcGt0+mEcG26tTj+CY8Ot0+lHcWy49Tr9GI4Nt0GnH8ex4Tbq9BM4NtwmnX4Sx4bbrNNP4dhwW3T6aRwbbqtOP4Njw23T6WdxbLjtOv0cjg23Q6efx7Hhdur0Czg23C6dfhHHhtut0y/h2HB7dPplHBtur06/gmPD7dPpV3FsuP06/RqODXdAp1/HseEO6vQbODbcIZ1+E8eGO6zTb+HYcEc0/G0cG+6YTr+LY9+5KXEXnX4Px4Y7odPv49hwJ3X6Axwb7pROf4hjw53W6Y9wbLgzOv0xjg13Vqc/wbHhzun0pzg23Hmd/gzHhrug05/j2HAXdfoLHBvukk5/iWPDXdbpFDg23BUNT4ljU2h3dPorHJtSu6PTqXAq71yn06lxau56nU6D03A36HRanJa7UafT4XTcTTqdHqfnbtbpDDgDd4tOZ8QZuVt1OhPOxN2m05lxZu52nc6Cs3B36HRWnJW7U6ez4WzcXTqdHWfn7tbpHDgHd49O58Q5uXt1OhfOxd2n07lxbu5+nc6D83AP6HRenJd7UKfz4XzcQzqdH+fnHtbpArgA94hOF8QFuUd1uhAuxD2m04VxYe5xnS6Ci3BP6HRRXJR7UqeL4WLcUzpdHBfnntbpErgE94xOl8QluWd1uhQuxT2n06Vxae55nS6Dy3Av6HRZXJZ7UafL4XLcSzpdHpfnXtbpCrgC94pOV8QVuVd1uhKuxL2m05VxZe51na6Cq3Bv6HRVXJV7U6er4Wpc3EXDq+Pq3Ds6XRPH1nAXna6Fa3Hv6XRtXJt7X6fr4DrcBzpdF9flPtTperge95FO18f1uY91ugFuwH2i0w1xQ+5TnW6EG3Gf6XRj3Jj7XKeb4CbcFzrdFDflvtTpZrgZl0Knm+PmXEqdboFbcF/pdEvckkul061wKy61TrfGrbk0Ot0Gt+HS6nRb3JZLp9PtcDsuvU63x+25DDr9Nf6ay6jTHXAHLpNOd8Qducw63Ql34rLo9Df4Gy6rTnfGnblsOt0Fd+Gy63RX3JXLodPf4m+5nDrdDXfjcul0d9ydy63TPXAPLo9Of4e/4/LqdE/ck8un071wLy6/TvfGvbkCOv09/p4rqNN9cB+ukE73xX25wjrdD/fjiuj0D/gHrqhO98f9uWI6PQAP4Irr9EA8kCuh0z/iH7mSOj0ID+JK6fRgPJgrrdND8BCujE7/hH/iyur0UDyUK6fTw/AwrrxOD8fDuQo6/TP+mauo0yPwCK6STo/EI7nKOj0Kj+Kq6PQv+Beuqk6PxqO5aho+Bo/hauj0rzh2rLvo9Dg8jqul0+PxeK62Tk/AE7g6Ov0b/o2rq9MT8USunk5PwpO4+jo9GU/mGuj07/h3rqFOT8FTuEY6PRVP5Rrr9DQ8jWui03/gP7imOj0dT+ea6fQMPINrrtMz8UyuhU7/if/kWur0LDyLa6XTs/FsrrVO/4X/4tro9Bw8h2ur03PxXK6dTs/D87j2Ov03/pv7Wqfn4/lcB51egBdwHXV6IV7IddLpf/A/3Dc6vQgv4jrr9GK8mOui00vwEq6rTv+L/+W+1emleCnXTaeX4WVcd51ejpdzPXT6P/wf951Or8AruJ46vRKv5Hrp9Cq8iuut06vxau57nV6D13B9dHotXsv11el1eB3XT6fX4/XcDzq9AW/g+uv0RryRG6DTm/AmbqBOb8abuR91egvewg3S6a14KzdYp7fhbdwQnd6Ot3M/6fQOvIMbqtM78U5umE7vwru44Tq9G+/mftbpPXgPN0Kn9+K93Eid3of3caN0ej/ez/2i0wfwAW60hh/EB7mxOn0Yxx5yF50+go9w43T6KD7KjdfpY/gYN0Gnj+Pj3G86fQKf4Cbq9El8kpuk06fwKW6yTp/Gp7nfdfoMPsNN0emz+Cw3VafP4XPcNJ0+j89zf+j0BXyBm67TF/FFboZOX8KXuJk6fRlf5v7U6Sv4CjdLp6/iq9xsnU66OcGxV91Fp6+7OcGx4ebo9PU4Ntxcnb4Bx4abp9M34thwf+v0TTg23HydvhnHhlug07fg2HALdfpWHBvuH52+DceGW6TTt+PYcIt1+g4cG26JTt+JY8P9q9N34dhwS3X6bhwbbplO34Njwy3X6XtxbLj/dPo+HBtuhU7fj2PDrdTpB3BsuFU6/SCODbdapx/CseHW6PTDODbcWp1+BMeGW6fTj+LYcOt1+jEcG26DTj+OY8Nt1OkncGy4TTr9JI4Nt1mnn8Kx4bbo9NM4NtxWnX4Gx4bbptPP4thw23X6ORwbbodOP49jw+3U6RdwbLhdOv0ijg23W6dfwrHh9uj0yzg23F6dfgXHhtun06/i2HD7dfo1HBvugIa/jmPDHdLpN3HsGzcn7qLTb+HYcEd0+m0cG+6oTr+DY8Md0+l3cWy44zr9Ho4Nd0Kn38ex4U7q9Ac4Ntwpnf4Qx4Y7rdMf4dhwZ3T6Yxwb7qxOf4Jjw53T6U9xbLjzOv0Zjg13Qac/x7HhLur0Fzg23CWd/hLHhrus0ylwbLgrGp4Sx6bQ7uj0Vzg2pXZHp1PhVN65TqdT49Tc9TqdBqfhbtDptDgtd6NOp8PpuJt0Oj1Oz92s0xlwBu4Wnc6IM3K36nQmnIm7Tacz48zc7TqdBWfh7tDprDgrd6dOZ8PZuLt0OjvOzt2t0zlwDu4enc6Jc3L36nQunIu7T6dz49zc/TqdB+fhHtDpvDgv96BO58P5uId0Oj/Ozz2s0wVwAe4RnS6IC3KP6nQhXIh7TKcL48Lc4zpdBBfhntDporgo96ROF8PFuKd0ujguzj2t0yVwCe4ZnS6JS3LP6nQpXIp7TqdL49Lc8zpdBpfhXtDpsrgs96JOl8PluJd0ujwuz72s0xVwBe4Vna6IK3Kv6nQlXImLu2h4ZVyZe0Onq+LYKu6i09VwNe4tna6Oq3Nv63QNXIN7R6dr4prcuzpdC9fi3tPp2rg2975O18F1uA90ui6uy32o0/VwPe4jna6P63Mf63QD3ID7RKcb4obcpzrdCDfiPtPpxrgx97lON8FNuC90uiluyn2p081wMy6FTjfHzbmUOt0Ct+C+0umWuCWXSqdb4VZcap1ujVtzaXS6DW7DpdXptrgtl06n2+F2XHqdbo/bcxl0+mv8NZdRpzvgDlwmne6IO3KZdboT7sRl0elv8DdcVp3ujDtz2XS6C+7CZdfprrgrl0Onv8Xfcjl1uhvuxuXS6e64O5dbp3vgHlwenf4Of8fl1emeuCeXT6d74V5cfp3ujXtzBXT6e/w9V1Cn++A+XCGd7ov7coV1uh/uxxXR6R/wD1xRne6P+3PFdHoAHsAV1+mBeCBXQqd/xD9yJXV6EB7EldLpwXgwV1qnh+AhXBmd/gn/xJXV6aF4KFdOp4fhYVx5nR6Oh3MVdPpn/DNXUadH4BFcJQ0fiUdyVXT6Fxw7yl10ejQezVXT6TF4DFddp8fisVwNnf4V/8rV1OlxeBxXS6fH4/FcbZ2egCdwdXT6N/wbV1enJ+KJXD2dnoQncfV1ejKezDXQ6d/x71xDnZ6Cp3CNdHoqnso11ulpeBrXRKf/wH9wTXV6Op7ONdPpGXgG11ynZ+KZXAud/hP/ybXU6Vl4FtdKp2fj2Vxrnf4L/8W10ek5eA7XVqfn4rlcO52eh+dx7XX6b/w397VOz8fzuQ46vQAv4Drq9EK8kOuk0//gf7hvdHoRXsR11unFeDHXRaeX4CVcV53+F//LfavTS/FSrptOL8PLuO46vRwv53ro9H/4P+47nV6BV3A9dXolXsn10ulVeBXXW6dX49Xc9zq9Bq/h+uj0WryW66vT6/A6rp9Or8fruR90egPewPXX6Y14IzdApzfhTdxAnd6MN3M/6vQWvIUbpNNb8VZusE5vw9u4ITq9HW/nftLpHXgHN1Snd+Kd3DCd3oV3ccN1ejfezf2s03vwHm6Ehu/Fe7lROr0fx+5zF50+gA9wo3X6ID7IjdHpQ/gQN1anD+PD3K86fQQf4cbp9FF8lBuv08fwMW6CTh/Hx7nfdPoEPsFN1OmT+CQ3SadP4VPcZJ0+jU9zv+v0GXyGm6LTZ/FZbqpOn8PnuGk6fR6f5/7Q6Qv4Ajddpy/ii9wMnb6EL3Ezdfoyvsz9qdNX8BVulk5fxVe52TqddEuCY6+6i05fd0uCY8PN0enrcWy4uTp9A44NN0+nb8Sx4f7W6ZtwbLj5On0zjg23QKdvwbHhFur0rTg23D86fRuODbdIp2/HseEW6/QdODbcEp2+E8eG+1en78Kx4Zbq9N04Ntwynb4Hx4ZbrtP34thw/+n0fTg23Aqdvh/Hhlup0w/g2HCrdPpBHBtutU4/hGPDrdHph3FsuLU6/QiODbdOpx/FseHW6/RjODbcBp1+HMeG26jTT+DYcJt0+kkcG26zTj+FY8Nt0emncWy4rTr9DI4Nt02nn8Wx4bbr9HM4NtwOnX4ex4bbqdMv4Nhwu3T6RRwbbrdOv4Rjw+3R8JdxbLh9Ov0qjn3llsRddPo1HBvugE6/jmPDHdTpN3BsuEM6/SaODXdYp9/CseGO6PTbODbcUZ1+B8eGO6bT7+LYcMd1+j0cG+6ETr+PY8Od1OkPcGy4Uzr9IY4Nd1qnP8Kx4c7o9Mc4NtxZnf4Ex4Y7p9Of4thw53X6Mxwb7oJOf45jw13U6S9wbLhLOv0ljg13WadT4NhwVzQ8JY5Nod3R6a9wbErtjk6nwqm8c51Op8apuet1Og1Ow92g02lxWu5GnU6H03E36XR6nJ67Wacz4AzcLTqdEWfkbtXpTDgTd5tOZ8aZudt1OgvOwt2h01lxVu5Onc6Gs3F36XR2nJ27W6dz4BzcPTqdE+fk7tXpXDgXd59O58a5uft1Og/Owz2g03lxXu5Bnc6H83EP6XR+nJ97WKcL4ALcIzpdEBfkHtXpQrgQ95hOF8aFucd1ugguwj2h00VxUe5JnS6Gi3FP6XRxXJx7WqdL4BLcMzpdEpfkntXpUrgU95xOl8alued1ugwuw72g02VxWe5FnS6Hy3FxFw0vj8tzr+h0RRxbwV10uhKuxL2m05VxZe51na6Cq3Bv6HRVXJV7U6er4WrcWzpdHVfn3tbpGrgG945O18Q1uXd1uhauxb2n07Vxbe59na6D63Af6HRdXJf7UKfr4XrcRzpdH9fnPtbpBrgB94lON8QNuU91uhFuxH2m041xY+5znW6Cm3Bf6HRT3JT7Uqeb4WZcCp1ujptzKXW6BW7BfaXTLXFLLpVOt8KtuNQ63Rq35tLodBvchkur021xWy6dTrfD7bj0Ot0et+cy6PTX+Gsuo053wB24TDrdEXfkMut0J9yJy6LT3+BvuKw63Rl35rLpdBfchcuu011xVy6HTn+Lv+Vy6nQ33I3LpdPdcXcut073wD24PDr9Hf6Oy6vTPXFPLp9O98K9uPw63Rv35gro9Pf4e66gTvfBfbhCOt0X9+UK63Q/3I8rotM/4B+4ojrdH/fniun0ADyAK67TA/FAroRO/4h/5Erq9CA8iCul04PxYK60Tg/BQ7gyOv0T/okrq9ND8VCunIYPw8O4Cjr9M44d7i46PQKP4Crp9Eg8kqus06PwKK6KTv+Cf+Gq6vRoPJqrptNj8Biuuk6PxWO5Gjr9K/6Vq6nT4/A4rpZOj8fjudo6PQFP4Oro9G/4N66uTk/EE7l6Oj0JT+Lq6/RkPJlroNO/49+5hjo9BU/hGun0VDyVa6zT0/A0rolO/4H/4Jrq9HQ8nWum0zPwDK65Ts/EM7kWOv0n/pNrqdOz8CyulU7PxrO51jr9F/6La6PTc/Acrq1Oz8VzuXY6PQ/P49rr9N/4b+5rnZ6P53MddHoBXsB11OmFeCHXSaf/wf9w3+j0IryI66zTi/FirotOL8FLuK46/S/+l/tWp5fipVw3nV6Gl3HddXo5Xs710On/8H/cdzq9Aq/geur0SryS66XTq/AqrrdOr8arue91eg1ew/XR6bV4LddXp9fhdVw/nV6P13M/6PQGvIHrr9Mb8UZugE5vwpu4gTq9GW/mftTpLXgLN0int+Kt3GCd3oa3cUN0ejvezv2k0zvwDm6ohu/EO7nhOr0bx+5yF53eg/dwI3R6L97LjdTpfXgfN0qn9+P93C86fQAf4Ebr9EF8kBuj04fwIW6sTh/Gh7lfdfoIPsKN0+mj+Cg3XqeP4WPcBJ0+jo9zv+n0CXyCm6jTJ/FJbpJOn8KnuMk6fRqf5n7X6TP4DDdFp8/is9xUnT6Hz3HTdPo8Ps/9odMX8AVuuk5fxBe5GTp9CV/iZur0ZXyZ+1Onr+Ar3CydvoqvcrN1OunWBMdedRedvu7WBMeGm6PT1+PYcHN1+gYcG26eTt+IY8P9rdM34dhw83X6ZhwbboFO34Jjwy3U6VtxbLh/dPo2HBtukU7fjmPDLdbpO3BsuCU6fSeODfevTt+FY8Mt1em7cWy4ZTp9D44Nt1yn78Wx4f7T6ftwbLgVOn0/jg23UqcfwLHhVun0gzg23GqdfgjHhluj0w/j2HBrdfoRHBtunU4/imPDrdfpx3BsuA06/TiODbdRp5/AseE26fSTODbcZp1+CseG26LTT+PYcFt1+hkcG26bTj+LY8Nt1+nncGy4HRr+PI4Nt0unX8SxL9yauItOv4Rjw+3R6ZdxbLi9Ov0Kjg23T6dfxbHh9uv0azg23AGdfh3Hhjuo02/g2HCHdPpNHBvusE6/hWPDHdHpt3FsuKM6/Q6ODXdMp9/FseGO6/R7ODbcCZ1+H8eGO6nTH+DYcKd0+kMcG+60Tn+EY8Od0emPcWy4szr9CY4Nd06nP8Wx4c7r9Gc4NtwFnf4cx4a7qNNf4Nhwl3T6Sxwb7rJOp8Cx4a5oeEocm0K7o9Nf4diU2h2dToVTeec6nU6NU3PX63QanIa7QafT4rTcjTqdDqfjbtLp9Dg9d7NOZ8AZuFt0OiPOyN2q05lwJu42nc6MM3O363QWnIW7Q6ez4qzcnTqdDWfj7tLp7Dg7d7dO58A5uHt0OifOyd2r07lwLu4+nc6Nc3P363QenId7QKfz4rzcgzqdD+fjHtLp/Dg/97BOF8AFuEd0uiAuyD2q04VwIe4xnS6MC3OP63QRXIR7QqeL4qLckzpdDBfjntLp4rg497ROl8AluGd0uiQuyT2r06VwKS7uouGlcWnuBZ0ui2PLuItOl8PluJd0ujwuz72s0xVwBe4Vna6IK3Kv6nQlXIl7Tacr48rc6zpdBVfh3tDpqrgq96ZOV8PVuLd0ujquzr2t0zVwDe4dna6Ja3Lv6nQtXIt7T6dr49rc+zpdB9fhPtDpurgu96FO18P1uI90uj6uz32s0w1wA+4TnW6IG3Kf6nQj3Ij7TKcb48bc5zrdBDfhvtDpprgp96VON8PNuBQ63Rw351LqdAvcgvtKp1villwqnW6FW3Gpdbo1bs2l0ek2uA2XVqfb4rZcOp1uh9tx6XW6PW7PZdDpr/HXXEad7oA7cJl0uiPuyGXW6U64E5dFp7/B33BZdboz7sxl0+kuuAuXXae74q5cDp3+Fn/L5dTpbrgbl0unu+PuXG6d7oF7cHl0+jv8HZdXp3vinlw+ne6Fe3H5dbo37s0V0Onv8fdcQZ3ug/twhXS6L+7LFdbpfrgfV0Snf8A/cEV1uj/uzxXT6QF4AFdcpwfigVwJnf4R/8iV1OlBeBBXSsMH48FcGZ3+CccOcRedHoqHcuV0ehgexpXX6eF4OFdBp3/GP3MVdXoEHsFV0umReCRXWadH4VFcFZ3+Bf/CVdXp0Xg0V02nx+AxXHWdHovHcjV0+lf8K1dTp8fhcVwtnR6Px3O1dXoCnsDV0enf8G9cXZ2eiCdy9XR6Ep7E1dfpyXgy10Cnf8e/cw11egqewjXS6al4KtdYp6fhaVwTnf4D/8E11enpeDrXTKdn4Blcc52eiWdyLXT6T/wn11KnZ+FZXCudno1nc611+i/8F9dGp+fgOVxbnZ6L53LtdHoense11+m/8d/c1zo9H8/nOuj0AryA66jTC/FCrpNO/4P/4b7R6UV4EddZpxfjxVwXnV6Cl3Bddfpf/C/3rU4vxUu5bjq9DC/juuv0cryc66HT/+H/uO90egVewfXU6ZV4JddLp1fhVVxvnV6NV3Pf6/QavIbro9Nr8Vqur06vw+u4fjq9Hq/nftDpDXgD11+nN+KN3ACd3oQ3cQN1ejPezP2o01vwFm6Qhm/FW7khOr0dx25zF53egXdwQ3V6J97JDdPpXXgXN1ynd+Pd3M86vQfv4Ubo9F68lxup0/vwPm6UTu/H+7lfdPoAPsCN1umD+CA3RqcP4UPcWJ0+jA9zv+r0EXyEG6fTR/FRbrxOH8PHuAk6fRwf537T6RP4BDdRp0/ik9wknT6FT3GTdfo0Ps39rtNn8Bluik6fxWe5qTp9Dp/jpun0eXye+0OnL+AL3HSdvogvcjN0+hK+xM3U6cv4MvenTl/BV7hZOn0VX+Vm63TSbQmOveouOn3dbQmODTdHp6/HseHm6vQNODbcPJ2+EceG+1unb8Kx4ebr9M04NtwCnb4Fx4ZbqNO34thw/+j0bTg23CKdvh3Hhlus03fg2HBLdPpOHBvuX52+C8eGW6rTd+PYcMt0+h4cG265Tt+LY8P9p9P34dhwK3T6fhwbbqVOP4Bjw63S6QdxbLjVOv0Qjg23RqcfxrHh1ur0Izg23DqdfhTHhluv04/h2HAbdPpxHBtuo04/gWPDbdLpJ3FsuM06/RSODbdFw5/GseG26fSzOPaZ2xJ30enncGy4HTr9PI4Nt1OnX8Cx4Xbp9Is4NtxunX4Jx4bbo9Mv49hwe3X6FRwbbp9Ov4pjw+3X6ddwbLgDOv06jg13UKffwLHhDun0mzg23GGdfgvHhjui02/j2HBHdfodHBvumE6/i2PDHdfp93BsuBM6/T6ODXdSpz/AseFO6fSHODbcaZ3+CMeGO6PTH+PYcGd1+hMcG+6cTn+KY8Od1+nPcGy4Czr9OY4Nd1Gnv8Cx4S7p9Jc4NtxlnU6BY8Nd0fCUODaFdkenv8KxKbU7Op0Kp/LOdTqdGqfmrtfpNDgNd4NOp8VpuRt1Oh1Ox92k0+lxeu5mnc6AM3C36HRGnJG7Vacz4UzcbTqdGWfmbtfpLDgLd4dOZ8VZuTt1OhvOxt2l09lxdu5unc6Bc3D36HROnJO7V6dz4VzcfTqdG+fm7tfpPDgP94BO58V5uQd1Oh/Oxz2k0/lxfu5hnS6AC3CP6HRBXJB7VKcL4ULcYzpdGBfmHtfpIrgI94ROF8VFuSd1uhguxsVdNLw4Ls49o9MlcWwJd9HpUrgU95xOl8alued1ugwuw72g02VxWe5FnS6Hy3Ev6XR5XJ57Wacr4ArcKzpdEVfkXtXpSrgS95pOV8aVudd1ugquwr2h01VxVe5Nna6Gq3Fv6XR1XJ17W6dr4BrcOzpdE9fk3tXpWrgW955O18a1ufd1ug6uw32g03VxXe5Dna6H63Ef6XR9XJ/7WKcb4AbcJzrdEDfkPtXpRrgR95lON8aNuc91ugluwn2h001xU+5LnW6Gm3EpdLo5bs6l1OkWuAX3lU63xC25VDrdCrfiUut0a9yaS6PTbXAbLq1Ot8VtuXQ63Q6349LrdHvcnsug01/jr7mMOt0Bd+Ay6XRH3JHLrNOdcCcui05/g7/hsup0Z9yZy6bTXXAXLrtOd8VduRw6/S3+lsup091wNy6XTnfH3bncOt0D9+Dy6PR3+Dsur073xD25fDrdC/fi8ut0b9ybK6DT3+PvuYI63Qf34QrpdF/clyus0/1wP66ITv+Af+CK6nR/3J8rpuED8ACuhE7/iGMHuotOD8KDuFI6PRgP5krr9BA8hCuj0z/hn7iyOj0UD+XK6fQwPIwrr9PD8XCugk7/jH/mKur0CDyCq6TTI/FIrrJOj8KjuCo6/Qv+hauq06PxaK6aTo/BY7jqOj0Wj+Vq6PSv+Feupk6Pw+O4Wjo9Ho/nauv0BDyBq6PTv+HfuLo6PRFP5Orp9CQ8iauv05PxZK6BTv+Of+ca6vQUPIVrpNNT8VSusU5Pw9O4Jjr9B/6Da6rT0/F0rplOz8AzuOY6PRPP5Fro9J/4T66lTs/Cs7hWOj0bz+Za6/Rf+C+ujU7PwXO4tjo9F8/l2un0PDyPa6/Tf+O/ua91ej6ez3XQ6QV4AddRpxfihVwnnf4H/8N9o9OL8CKus04vxou5Ljq9BC/huur0v/hf7ludXoqXct10ehlexnXX6eV4OddDp//D/3Hf6fQKvILrqdMr8Uqul06vwqu43jq9Gq/mvtfpNXgN10en1+K1XF+dXofXcf10ej1ez/2g0xvwBq6/hm/EG7mBOr0Zx25yF53egrdwg3R6K97KDdbpbXgbN0Snt+Pt3E86vQPv4Ibq9E68kxum07vwLm64Tu/Gu7mfdXoP3sON0Om9eC83Uqf34X3cKJ3ej/dzv+j0AXyAG63TB/FBboxOH8KHuLE6fRgf5n7V6SP4CDdOp4/io9x4nT6Gj3ETdPo4Ps79ptMn8Aluok6fxCe5STp9Cp/iJuv0aXya+12nz+Az3BSdPovPclN1+hw+x03T6fP4PPeHTl/AF7jpOn0RX+Rm6PQlfImbqdOX8WXuT52+gq9ws3T6Kr7KzdbppNsTHHvVXXT6utsTHBtujk5fj2PDzdXpG3BsuHk6fSOODfe3Tt+EY8PN1+mbcWy4BTp9C44Nt1Cnb8Wx4f7R6dtwbLhFOn07jg23WKfvwLHhluj0nTg23L86fReODbdUp+/GseGW6fQ9ODbccp2+F8eG+0+n78Ox4Vbo9P04NtxKnX4Ax4ZbpdMP4thwq3X6IRwbbo1OP4xjw63V6UdwbLh1Ov0ojg23Xqcfw7HhNmj44zg23CadfhLHPnF74i46/RSODbdFp5/GseG26vQzODbcNp1+FseG267Tz+HYcDt0+nkcG26nTr+AY8Pt0ukXcWy43Tr9Eo4Nt0enX8ax4fbq9Cs4Ntw+nX4Vx4bbr9Ov4dhwB3T6dRwb7qBOv4Fjwx3S6TdxbLjDOv0Wjg13RKffxrHhjur0Ozg23DGdfhfHhjuu0+/h2HAndPp9HBvupE5/gGPDndLpD3FsuNM6/RGODXdGpz/GseHO6vQnODbcOZ3+FMeGO6/Tn+HYcBd0+nMcG+6iTn+BY8Nd0ukvcWy4yzqdAseGu6LhKXFsCu2OTn+FY1Nqd3Q6FU7lnet0OjVOzV2v02lwGu4GnU6L03I36nQ6nI67SafT4/TczTqdAWfgbtHpjDgjd6tOZ8KZuNt0OjPOzN2u01lwFu4Onc6Ks3J36nQ2nI27S6ez4+zc3TqdA+fg7tHpnDgnd69O58K5uPt0OjfOzd2v03lwHu4Bnc6L83IP6nQ+nI97SKfz4/zcwzpdABfgHtHpgrgg96hOF8KFuLiLhhfGhbkndLooji3iLjpdDBfjntLp4rg497ROl8AluGd0uiQuyT2r06VwKe45nS6NS3PP63QZXIZ7QafL4rLcizpdDpfjXtLp8rg897JOV8AVuFd0uiKuyL2q05VwJe41na6MK3Ov63QVXIV7Q6er4qrcmzpdDVfj3tLp6rg697ZO18A1uHd0uiauyb2r07VwLe49na6Na3Pv63QdXIf7QKfr4rrchzpdD9fjPtLp+rg+97FON8ANuE90uiFuyH2q041wI+4znW6MG3Of63QT3IT7Qqeb4qbclzrdDDfjUuh0c9ycS6nTLXAL7iudbolbcql0uhVuxaXW6da4NZdGp9vgNlxanW6L23LpdLodbsel1+n2uD2XQae/xl9zGXW6A+7AZdLpjrgjl1mnO+FOXBad/gZ/w2XV6c64M5dNp7vgLlx2ne6Ku3I5dPpb/C2XU6e74W5cLp3ujrtzuXW6B+7B5dHp7/B3XF6d7ol7cvl0uhfuxeXX6d64N1dAp7/H33MFdboP7sMV0vC+uC9XRKd/wLH93EWn++P+XDGdHoAHcMV1eiAeyJXQ6R/xj1xJnR6EB3GldHowHsyV1ukheAhXRqd/wj9xZXV6KB7KldPpYXgYV16nh+PhXAWd/hn/zFXU6RF4BFdJp0fikVxlnR6FR3FVdPoX/AtXVadH49FcNZ0eg8dw1XV6LB7L1dDpX/GvXE2dHofHcbV0ejwez9XW6Ql4AldHp3/Dv3F1dXoinsjV0+lJeBJXX6cn48lcA53+Hf/ONdTpKXgK10inp+KpXGOdnoancU10+g/8B9dUp6fj6VwznZ6BZ3DNdXomnsm10Ok/8Z9cS52ehWdxrXR6Np7Ntdbpv/BfXBudnoPncG11ei6ey7XT6Xl4Htdep//Gf3Nf6/R8PJ/roNML8AKuo04vxAu5Tjr9D/6H+0anF+FFXGedXowXc110eglewnXV6X/xv9y3Or0UL+W66fQyvIzrrtPL8XKuh07/h//jvtPpFXgF11OnV+KVXC+dXoVXcb11ejVezX2v02vwGq6Phq/Fa7l+Or0ex65zF53egDdw/XV6I97IDdDpTXgTN1CnN+PN3I86vQVv4Qbp9Fa8lRus09vwNm6ITm/H27mfdHoH3sEN1emdeCc3TKd34V3ccJ3ejXdzP+v0HryHG6HTe/FebqRO78P7uFE6vR/v537R6QP4ADdapw/ig9wYnT6ED3FjdfowPsz9qtNH8BFunE4fxUe58Tp9DB/jJuj0cXyc+02nT+AT3ESdPolPcpN0+hQ+xU3W6dP4NPe7Tp/BZ7gpOn0Wn+Wm6vQ5fI6bptPn8XnuD52+gC9w03X6Ir7IzdDpS/gSN1OnL+PL3J86fQVf4Wbp9FV8lZut00l3JDj2qrvo9HV3JDg23Bydvh7Hhpur0zfg2HDzdPpGHBvub52+CceGm6/TN+PYcAt0+hYcG26hTt+KY8P9o9O34dhwi3T6dhwbbrFO34Fjwy3R6TtxbLh/dfouHBtuqU7fjWPDLdPpe3BsuOU6fS+ODfefTt+HY8Ot0On7cWy4lTr9AI4Nt0qnH8Sx4Vbr9EM4NtwaDX8Yx4Zbp9OP4thH7kjcRacfw7HhNuj04zg23EadfgLHhtuk00/i2HCbdfopHBtui04/jWPDbdXpZ3BsuG06/SyODbddp5/DseF26PTzODbcTp1+AceG26XTL+LYcLt1+iUcG26PTr+MY8Pt1elXcGy4fTr9Ko4Nt1+nX8Ox4Q7o9Os4NtxBnX4Dx4Y7pNNv4thwh3X6LRwb7ohOv41jwx3V6XdwbLhjOv0ujg13XKffw7HhTuj0+zg23Emd/gDHhjul0x/i2HCndfojHBvujE5/jGPDndXpT3BsuHM6/SmODXdepz/DseEu6PTnODbcRZ3+AseGu6TTX+LYcJd1OgWODXdFw1Pi2BTaHZ3+Csem1O7odCqcyjvX6XRqnJq7XqfT4DTcDTqdFqflbtTpdDgdd5NOp8fpuZt1OgPOwN2i0xlxRu5Wnc6EM3G36XRmnJm7Xaez4CzcHTqdFWfl7tTpbDgbd5dOZ8fZubt1OgfOwd2j0zlxTu5enc6Fc3H36XRunJu7X6fz4DzcAzqdF+flHtTpfDgfF3fR8Pw4P/eIThfEsQXcRacL4ULcYzpdGBfmHtfpIrgI94ROF8VFuSd1uhguxj2l08Vxce5pnS6BS3DP6HRJXJJ7VqdL4VLcczpdGpfmntfpMrgM94JOl8VluRd1uhwux72k0+Vxee5lna6AK3Cv6HRFXJF7Vacr4UrcazpdGVfmXtfpKrgK94ZOV8VVuTd1uhquxr2l09Vxde5tna6Ba3Dv6HRNXJN7V6dr4VrcezpdG9fm3tfpOrgO94FO18V1uQ91uh6ux32k0/Vxfe5jnW6AG3Cf6HRD3JD7VKcb4UbcZzrdGDfmPtfpJrgJ94VON8VNuS91uhluxqXQ6ea4OZdSp1vgFtxXOt0St+RS6XQr3IpLrdOtcWsujU63wW24tDrdFrfl0ul0O9yOS6/T7XF7LoNOf42/5jLqdAfcgcuk0x1xRy6zTnfCnbgsOv0N/obLqtOdcWcum053wV247DrdFXflcuj0t/hbLqdOd8PduFw63R1353LrdA/cg8uj09/h77i8Ot0T9+TyaXgv3IsroNPf49je7qLTfXAfrpBO98V9ucI63Q/344ro9A/4B66oTvfH/bliOj0AD+CK6/RAPJArodM/4h+5kjo9CA/iSun0YDyYK63TQ/AQroxO/4R/4srq9FA8lCun08PwMK68Tg/Hw7kKOv0z/pmrqNMj8Aiukk6PxCO5yjo9Co/iquj0L/gXrqpOj8ajuWo6PQaP4arr9Fg8lquh07/iX7maOj0Oj+Nq6fR4PJ6rrdMT8ASujk7/hn/j6ur0RDyRq6fTk/Akrr5OT8aTuQY6/Tv+nWuo01PwFK6RTk/FU7nGOj0NT+Oa6PQf+A+uqU5Px9O5Zjo9A8/gmuv0TDyTa6HTf+I/uZY6PQvP4lrp9Gw8m2ut03/hv7g2Oj0Hz+Ha6vRcPJdrp9Pz8DyuvU7/jf/mvtbp+Xg+10GnF+AFXEedXogXcp10+h/8D/eNTi/Ci7jOOr0YL+a66PQSvITrqtP/4n+5b3V6KV7KddPpZXgZ112nl+PlXA+d/g//x32n0yvwCq6nhq/EK7neOr0ax65yF51eg9dwfXR6LV7L9dXpdXgd10+n1+P13A86vQFv4Prr9Ea8kRug05vwJm6gTm/Gm7kfdXoL3sIN0umteCs3WKe34W3cEJ3ejrdzP+n0DryDG6rTO/FObphO78K7uOE6vRvv5n7W6T14DzdCp/fivdxInd6H93GjdHo/3s/9otMH8AFutE4fxAe5MTp9CB/ixur0YXyY+1Wnj+Aj3DidPoqPcuN1+hg+xk3Q6eP4OPebTp/AJ7iJOn0Sn+Qm6fQpfIqbrNOn8Wnud50+g89wU3T6LD7LTdXpc/gcN02nz+Pz3B86fQFf4Kbr9EV8kZuh05fwJW6mTl/Gl7k/dfoKvsLN0umr+Co3W6eT7kxw7FV30enr7kxwbLg5On09jg03V6dvwLHh5un0jTg23N86fROODTdfp2/GseEW6PQtODbcQp2+FceG+0enb8Ox4Rbp9O04Ntxinb4Dx4ZbotN34thw/+r0XTg23FKdvhvHhlum0/fg2HDLdfpeHBvuP52+D8eGW6Hh9+PYcKt0+kEc+8Cdibvo9EM4NtwanX4Yx4Zbq9OP4NiH70zcRacfxbHh1uv0Yzg23AadfhzHhtuo00/g2HCbdPpJHBtus04/hWPDbdHpp3FsuK06/QyODbdNp5/FseG26/RzODbcDp1+HseG26nTL+DYcLt0+kUcG263Tr+EY8Pt0emXcWy4vTr9Co4Nt0+nX8Wx4fbr9Gs4NtwBnX4dx4Y7qNNv4Nhwh3T6TRwb7rBOv4Vjwx3R6bdxbLijOv0Ojg13TKffxbHhjuv0ezg23Amdfh/Hhjup0x/g2HCndPpDHBvutE5/hGPDndHpj3FsuLM6/QmODXdOpz/FseHO6/RnODbcBZ3+HMeGu6jTX+DYcJd0+kscG+6yTqfAseGuaHhKHJtCu6PTX+HYlNodnU6FU3nnOp1OjVNz1+t0GpyGu0Gn0+K03I06nQ6n427S6fQ4PXezTmfAGbhbdDojzsjdqtOZcCbuNp3OjDNzt+t0FpyFu0Ons+Ks3J06nQ1n4+7S6ew4O3e3TufAObh7dDonzsndq9O5cC4u7qLhuXFu7gGdzotj87iLTufD+biHdDo/zs89rNMFcAHuEZ0uiAtyj+p0IVyIe0ynC+PC3OM6XQQX4Z7Q6aK4KPekThfDxbindLo4Ls49rdMlcAnuGZ0uiUtyz+p0KVyKe06nS+PS3PM6XQaX4V7Q6bK4LPeiTpfD5biXdLo8Ls+9rNMVcAXuFZ2uiCtyr+p0JVyJe02nK+PK3Os6XQVX4d7Q6aq4KvemTlfD1bi3dLo6rs69rdM1cA3uHZ2uiWty7+p0LVyLe0+na+Pa3Ps6XQfX4T7Q6bq4LvehTtfD9biPdLo+rs99rNMNcAPuE51uiBtyn+p0I9yI+0ynG+PG3Oc63QQ34b7Q6aa4KfelTjfDzbgUOt0cN+dS6nQL3IL7Sqdb4pZcKp1uhVtxqXW6NW7NpdHpNrgNl1an2+K2XDqdbofbcel1uj1uz2XQ6a/x11xGne6AO3CZdLoj7shl1ulOuBOXRae/wd9wWXW6M+7MZdPpLrgLl12nu+KuXA6d/hZ/y+XU6W64G5dLw7vj7lwenf4Ox/ZwF53uiXty+XS6F+7F5dfp3rg3V0Cnv8ffcwV1ug/uwxXS6b64L1dYp/vhflwRnf4B/8AV1en+uD9XTKcH4AFccZ0eiAdyJXT6R/wjV1KnB+FBXCmdHowHc6V1eggewpXR6Z/wT1xZnR6Kh3LldHoYHsaV1+nheDhXQad/xj9zFXV6BB7BVdLpkXgkV1mnR+FRXBWd/gX/wlXV6dF4NFdNp8fgMVx1nR6Lx3I1dPpX/CtXU6fH4XFcLZ0ej8dztXV6Ap7A1dHp3/BvXF2dnogncvV0ehKexNXX6cl4MtdAp3/Hv3MNdXoKnsI10umpeCrXWKen4WlcE53+A//BNdXp6Xg610ynZ+AZXHOdnolnci10+k/8J9dSp2fhWVwrnZ6NZ3Otdfov/BfXRqfn4DlcW52ei+dy7XR6Hp7Htdfpv/Hf3Nc6PR/P5zro9AK8gOuo0wvxQq6TTv+D/+G+0elFeBHXWacX48VcF51egpdwXXX6X/wv961OL8VLuW4avgwv43ro9H84drm76PQKvILrqdMr8Uqul06vwqu43jq9Gq/mvtfpNXgN10en1+K1XF+dXofXcf10ej1ez/2g0xvwBq6/Tm/EG7kBOr0Jb+IG6vRmvJn7Uae34C3cIJ3eirdyg3V6G97GDdHp7Xg795NO78A7uKE6vRPv5Ibp9C68ixuu07vxbu5nnd6D93AjdHov3suN1Ol9eB83Sqf34/3cLzp9AB/gRuv0QXyQG6PTh/AhbqxOH8aHuV91+gg+wo3T6aP4KDdep4/hY9wEnT6Oj3O/6fQJfIKbqNMn8Ulukk6fwqe4yTp9Gp/mftfpM/gMN0Wnz+Kz3FSdPofPcdN0+jw+z/2h0xfwBW66Tl/EF7kZOn0JX+Jm6vRlfJn7U6ev4CvcLJ2+iq9ys3U66a4Ex151F52+7q4Ex4abo9PX49hwc3X6Bhwbbp5O34hjw/2t0zfh2HDzdfpmHBtugU7fgmPDLdTpW3FsuH90+jYcG26RTt+OY8Mt1uk7cGy4JTp9J44N969O34Vjwy3V8LtxbLjlOn0vjr3nrsRddPo+HBtuhU7fj2PDrdTpB3BsuFU6/SCODbdapx/CseHW6PTDODbcWp1+BMeGW6fTj+LYcOt1+jEcG26DTj+OY8Nt1OkncGy4TTr9JI4Nt1mnn8Kx4bbo9NM4NtxWnX4Gx4bbptPP4thw23X6ORwbbodOP49jw+3U6RdwbLhdOv0ijg23W6dfwrHh9uj0yzg23F6dfgXHhtun06/i2HD7dfo1HBvugE6/jmPDHdTpN3BsuEM6/SaODXdYp9/CseGO6PTbODbcUZ1+B8eGO6bT7+LYcMd1+j0cG+6ETr+PY8Od1OkPcGy4Uzr9IY4Nd1qnP8Kx4c7o9Mc4NtxZnf4Ex4Y7p9Of4thw53X6Mxwb7oJOf45jw13U6S9wbLhLOv0ljg13WadT4NhwVzQ8JY5Nod3R6a9wbErtjk6nwqm8c51Op8apuet1Og1Ow92g02lxWu5GnU6H03E36XR6nJ67Wacz4AzcLTqdEWfkbtXpTDgTd5tOZ8aZudt1OgvOwt2h01lxVu5Onc6Gs3FxFw3PjrNz9+h0Thybw110OhfOxd2n07lxbu5+nc6D83AP6HRenJd7UKfz4XzcQzqdH+fnHtbpArgA94hOF8QFuUd1uhAuxD2m04VxYe5xnS6Ci3BP6HRRXJR7UqeL4WLcUzpdHBfnntbpErgE94xOl8QluWd1uhQuxT2n06Vxae55nS6Dy3Av6HRZXJZ7UafL4XLcSzpdHpfnXtbpCrgC94pOV8QVuVd1uhKuxL2m05VxZe51na6Cq3Bv6HRVXJV7U6er4WrcWzpdHVfn3tbpGrgG945O18Q1uXd1uhauxb2n07Vxbe59na6D63Af6HRdXJf7UKfr4XrcRzpdH9fnPtbpBrgB94lON8QNuU91uhFuxH2m041xY+5znW6Cm3Bf6HRT3JT7Uqeb4WZcCp1ujptzKXW6BW7BfaXTLXFLLpVOt8KtuNQ63Rq35tLodBvchkur021xWy6dTrfD7bj0Ot0et+cy6PTX+Gsuo053wB24TDrdEXfkMut0J9yJy6LT3+BvuKw63Rl35rJpeBfchcuh09/i2K7uotPdcDcul053x9253DrdA/fg8uj0d/g7Lq9O98Q9uXw63Qv34vLrdG/cmyug09/j77mCOt0H9+EK6XRf3JcrrNP9cD+uiE7/gH/giup0f9yfK6bTA/AArrhOD8QDuRI6/SP+kSup04PwIK6UTg/Gg7nSOj0ED+HK6PRP+CeurE4PxUO5cjo9DA/jyuv0cDycq6DTP+OfuYo6PQKP4Crp9Eg8kqus06PwKK6KTv+Cf+Gq6vRoPJqrptNj8Biuuk6PxWO5Gjr9K/6Vq6nT4/A4rpZOj8fjudo6PQFP4Oro9G/4N66uTk/EE7l6Oj0JT+Lq6/RkPJlroNO/49+5hjo9BU/hGun0VDyVa6zT0/A0rolO/4H/4Jrq9HQ8nWum0zPwDK65Ts/EM7kWOv0n/pNrqdOz8CyulU7PxrO51jr9F/6La6PTc/Acrq1Oz8VzuXY6PQ/P49rr9N/4b+5rnZ6P53MddHoBXsB11OmFeCHXSaf/wf9w3+j0IryI66zhi/FirqtO/4tjl7iLTi/FS7luOr0ML+O66/RyvJzrodP/4f+473R6BV7B9dTplXgl10unV+FVXG+dXo1Xc9/r9Bq8huuj02vxWq6vTq/D67h+Or0er+d+0OkNeAPXX6c34o3cAJ3ehDdxA3V6M97M/ajTW/AWbpBOb8VbucE6vQ1v44bo9Ha8nftJp3fgHdxQnd6Jd3LDdHoX3sUN1+ndeDf3s07vwXu4ETq9F+/lRur0PryPG6XT+/F+7hedPoAPcKN1+iA+yI3R6UP4EDdWpw/jw9yvOn0EH+HG6fRRfJQbr9PH8DFugk4fx8e533T6BD7BTdTpk/gkN0mnT+FT3GSdPo1Pc7/r9Bl8hpui02fxWW6qTp/D57hpOn0en+f+0OkL+AI3Xacv4ovcDJ2+hC9xM3X6Mr7M/anTV/AVbpZOX8VXudk6nXR3gmOvuotOX3d3gmPDzdHp63FsuLk6fQOODTdPp2/EseH+1umbcGy4+Tp9M44Nt0Cnb8Gx4Rbq9K04Ntw/On0bjg23SMNvx7Hhluj0nTj2jrsTd9Hpu3BsuKU6fTeODbdMp+/BseGW6/S9ODbcfzp9H44Nt0Kn78ex4Vbq9AM4NtwqnX4Qx4ZbrdMP4dhwa3T6YRwbbq1OP4Jjw63T6UdxbLj1Ov0Yjg23Qacfx7HhNur0Ezg23CadfhLHhtus00/h2HBbdPppHBtuq04/g2PDbdPpZ3FsuO06/RyODbdDp5/HseF26vQLODbcLp1+EceG263TL+HYcHt0+mUcG26vTr+CY8Pt0+lXcWy4/Tr9Go4Nd0CnX8ex4Q7q9Bs4NtwhnX4Tx4Y7rNNv4dhwR3T6bRwb7qhOv4Njwx3T6XdxbLjjOv0ejg13Qqffx7HhTur0Bzg23Cmd/hDHhjut0x/h2HBndPpjHBvurE5/gmPDndPpT3FsuPM6/RmODXdBpz/HseEu6vQXODbcJZ3+EseGu6zTKXBsuCsanhLHptDu6PRXODaldkenU+FU3rlOp1Pj1Nz1Op0Gp+Fu0Om0OC13o06nw+m4m3Q6PU7P3azTGXAG7hadzogzcrfqdCaciYu7aHhmnJm7Q6ez4tgs7qLT2XA27i6dzo6zc3frdA6cg7tHp3PinNy9Op0L5+Lu0+ncODd3v07nwXm4B3Q6L87LPajT+XA+7iGdzo/zcw/rdAFcgHtEpwvigtyjOl0IF+Ie0+nCuDD3uE4XwUW4J3S6KC7KPanTxXAx7imdLo6Lc0/rdAlcgntGp0viktyzOl0Kl+Ke0+nSuDT3vE6XwWW4F3S6LC7LvajT5XA57iWdLo/Lcy/rdAVcgXtFpyviityrOl0JV+Je0+nKuDL3uk5XwVW4N3S6Kq7KvanT1XA17i2dro6rc2/rdA1cg3tHp2vimty7Ol0L1+Le0+nauDb3vk7XwXW4D3S6Lq7LfajT9XA97iOdro/rcx/rdAPcgPtEpxvihtynOt0IN+I+0+nGuDH3uU43wU24L3S6KW7KfanTzXAzLoVON8fNuZQ63QK34L7S6Za4JZdKp1vhVlxqnW6NW3NpdLoNbsOl1em2uC2XTqfb4XZcep1uj9tzGXT6a/w1l1GnO+AOXCYN74g7cll0+hsc28lddLoz7sxl0+kuuAuXXae74q5cDp3+Fn/L5dTpbrgbl0unu+PuXG6d7oF7cHl0+jv8HZdXp3vinlw+ne6Fe3H5dbo37s0V0Onv8fdcQZ3ug/twhXS6L+7LFdbpfrgfV0Snf8A/cEV1uj/uzxXT6QF4AFdcpwfigVwJnf4R/8iV1OlBeBBXSqcH48FcaZ0egodwZXT6J/wTV1anh+KhXDmdHoaHceV1ejgezlXQ6Z/xz1xFnR6BR3CVdHokHslV1ulReBRXRad/wb9wVXV6NB7NVdPpMXgMV12nx+KxXA2d/hX/ytXU6XF4HFdLp8fj8VxtnZ6AJ3B1dPo3/BtXV6cn4olcPZ2ehCdx9XV6Mp7MNdDp3/HvXEOdnoKncI10eiqeyjXW6Wl4GtdEp//Af3BNdXo6ns410+kZeAbXXKdn4plcC53+E//JtdTpWXgW10qnZ+PZXGud/gv/xbXR6Tl4DtdWp+fiuVw7nZ6H53Htdfpv/Df3tU7Px/O5Dhq+AC/gOun0Pzh2obvo9CK8iOus04vxYq6LTi/BS7iuOv0v/pf7VqeX4qVcN51ehpdx3XV6OV7O9dDp//B/3Hc6vQKv4Hrq9Eq8kuul06vwKq63Tq/Gq7nvdXoNXsP10em1eC3XV6fX4XVcP51ej9dzP+j0BryB66/TG/FGboBOb8KbuIE6vRlv5n7U6S14CzdIp7firdxgnd6Gt3FDdHo73s79pNM78A5uqE7vxDu5YTq9C+/ihuv0bryb+1mn9+A93Aid3ov3ciN1eh/ex43S6f14P/eLTh/AB7jROn0QH+TG6PQhfIgbq9OH8WHuV50+go9w43T6KD7KjdfpY/gYN0Gnj+Pj3G86fQKf4Cbq9El8kpuk06fwKW6yTp/Gp7nfdfoMPsNN0emz+Cw3VafP4XPcNJ0+j89zf+j0BXyBm67TF/FFboZOX8KXuJk6fRlf5v7U6Sv4CjdLp6/iq9xsnU66J8GxV91Fp6+7J8Gx4ebo9PU4Ntxcnb4Bx4abp9M34thwf+v0TTg23HwNvxnHhluo07fi2FvuSdxFp2/DseEW6fTtODbcYp2+A8eGW6LTd+LYcP/q9F04NtxSnb4bx4ZbptP34Nhwy3X6Xhwb7j+dvg/Hhluh0/fj2HArdfoBHBtulU4/iGPDrdbph3BsuDU6/TCODbdWpx/BseHW6fSjODbcep1+DMeG26DTj+PYcBt1+gkcG26TTj+JY8Nt1umncGy4LTr9NI4Nt1Wnn8Gx4bbp9LM4Ntx2nX4Ox4bbodPP49hwO3X6BRwbbpdOv4hjw+3W6ZdwbLg9Ov0yjg23V6dfwbHh9un0qzg23H6dfg3Hhjug06/j2HAHdfoNHBvukE6/iWPDHdbpt3BsuCM6/TaODXdUp9/BseGO6fS7ODbccZ1+D8eGO6HT7+PYcCd1+gMcG+6UTn+IY8Od1umPcGy4Mzr9MY4Nd1anP8Gx4c7p9Kc4Ntx5nf4Mx4a7oNOf49hwF3X6Cxwb7pJOf4ljw13W6RQ4NtwVDU+JY1Nod3T6KxybUruj06lwKu9cp9OpcWruep1Og9NwN+h0WpyWu1Gn0+F0XNxFw9Pj9NwtOp0Rx2ZwF53OhDNxt+l0ZpyZu12ns+As3B06nRVn5e7U6Ww4G3eXTmfH2bm7dToHzsHdo9M5cU7uXp3OhXNx9+l0bpybu1+n8+A83AM6nRfn5R7U6Xw4H/eQTufH+bmHdboALsA9otMFcUHuUZ0uhAtxj+l0YVyYe1yni+Ai3BM6XRQX5Z7U6WK4GPeUThfHxbmndboELsE9o9MlcUnuWZ0uhUtxz+l0aVyae16ny+Ay3As6XRaX5V7U6XK4HPeSTpfH5bmXdboCrsC9otMVcUXuVZ2uhCtxr+l0ZVyZe12nq+Aq3Bs6XRVX5d7U6Wq4GveWTlfH1bm3dboGrsG9o9M1cU3uXZ2uhWtx7+l0bVybe1+n6+A63Ac6XRfX5T7U6Xq4HveRTtfH9bmPdboBbsB9otMNcUPuU51uhBtxn+l0Y9yY+1ynm+Am3Bc63RQ35b7U6Wa4GZdCp5vj5lxKnW6BW3Bf6XRL3JJLpdOtcCsutU63xq25NDrdBrfh0up0W9yWS6fh7XA7LoNOf41j27uLTnfAHbhMOt0Rd+Qy63Qn3InLotPf4G+4rDrdGXfmsul0F9yFy67TXXFXLodOf4u/5XLqdDfcjcul091xdy63TvfAPbg8Ov0d/o7Lq9M9cU8un073wr24/DrdG/fmCuj09/h7rqBO98F9uEI63Rf35QrrdD/cjyui0z/gH7iiOt0f9+eK6fQAPIArrtMD8UCuhE7/iH/kSur0IDyIK6XTg/FgrrROD8FDuDI6/RP+iSur00PxUK6cTg/Dw7jyOj0cD+cq6PTP+Geuok6PwCO4Sjo9Eo/kKuv0KDyKq6LTv+BfuKo6PRqP5qrp9Bg8hquu02PxWK6GTv+Kf+Vq6vQ4PI6rpdPj8Xiutk5PwBO4Ojr9G/6Nq6vTE/FErp5OT8KTuPo6PRlP5hro9O/4d66hTk/BU7hGOj0VT+Ua6/Q0PI1rotN/4D+4pjo9HU/nmun0DDyDa67TM/FMroVO/4n/5Frq9Cw8i2ul07PxbK61Tv+F/+La6PQcPIdrq+Fz8VyuvU7/jWPnuYtOz8fzuQ46vQAv4Drq9EK8kOuk0//gf7hvdHoRXsR11unFeDHXRaeX4CVcV53+F//LfavTS/FSrptOL8PLuO46vRwv53ro9H/4P+47nV6BV3A9dXolXsn10ulVeBXXW6dX49Xc9zq9Bq/h+uj0WryW66vT6/A6rp9Or8fruR90egPewPXX6Y14IzdApzfhTdxAnd6MN3M/6vQWvIUbpNNb8VZusE5vw9u4ITq9HW/nftLpHXgHN1Snd+Kd3DCd3oV3ccN1ejfezf2s03vwHm6ETu/Fe7mROr0P7+NG6fR+vJ/7RacP4APcaJ0+iA9yY3T6ED7EjdXpw/gw96tOH8FHuHE6fRQf5cbr9DF8jJug08fxce43nT6BT3ATdfokPslN0ulT+BQ3WadP49Pc7zp9Bp/hpuj0WXyWm6rT5/A5bppOn8fnuT90+gK+wE3X6Yv4IjdDpy/hS9xMnb6ML3N/6vQVfIWbpdNX8VVutk4n3Zvg2KvuotPX3Zvg2HBzNPx6HBtunk7fiGNvuDdxF52+CceGm6/TN+PYcAt0+hYcG26hTt+KY8P9o9O34dhwi3T6dhwbbrFO34Fjwy3R6TtxbLh/dfouHBtuqU7fjWPDLdPpe3BsuOU6fS+ODfefTt+HY8Ot0On7cWy4lTr9AI4Nt0qnH8Sx4Vbr9EM4NtwanX4Yx4Zbq9OP4Nhw63T6URwbbr1OP4Zjw23Q6cdxbLiNOv0Ejg23SaefxLHhNuv0Uzg23BadfhrHhtuq08/g2HDbdPpZHBtuu04/h2PD7dDp53FsuJ06/QKODbdLp1/EseF26/RLODbcHp1+GceG26vTr+DYcPt0+lUcG26/Tr+GY8Md0OnXcWy4gzr9Bo4Nd0in38Sx4Q7r9Fs4NtwRnX4bx4Y7qtPv4Nhwx3T6XRwb7rhOv4djw53Q6fdxbLiTOv0Bjg13Sqc/xLHhTuv0Rzg23Bmd/hjHhjur05/g2HDndPpTHBvuvE5/hmPDXdDpz3FsuIs6/QWODXdJp7/EseEu63QKHBvuioanxLEptDs6/RWOTand0elUOJV34i4anhqn5m7Q6bQ4No276HQ6nI67SafT4/TczTqdAWfgbtHpjDgjd6tOZ8KZuNt0OjPOzN2u01lwFu4Onc6Ks3J36nQ2nI27S6ez4+zc3TqdA+fg7tHpnDgnd69O58K5uPt0OjfOzd2v03lwHu4Bnc6L83IP6nQ+nI97SKfz4/zcwzpdABfgHtHpgrgg96hOF8KFuMd0ujAuzD2u00VwEe4JnS6Ki3JP6nQxXIx7SqeL4+Lc0zpdApfgntHpkrgk96xOl8KluOd0ujQuzT2v02VwGe4FnS6Ly3Iv6nQ5XI57SafL4/LcyzpdAVfgXtHpirgi96pOV8KVuNd0ujKuzL2u01VwFe4Nna6Kq3Jv6nQ1XI17S6er4+rc2zpdA9fg3tHpmrgm965O18K1uPd0ujauzb2v03VwHe4Dna6L63If6nQ9XI/7SKfr4/rcxzrdADfgPtHphrgh96lON8KNuM90ujFuzH2u001wE+4LnW6Km3Jf6nQz3IxLodPNcXMupU63wC24r3S6JW7JpdLwVrgVd0Ny9tMmn6TrEhx71V26eLwuwbHh4i598rkex4aLuwzJ5wYcGy7uMiafG3FsuLjLlHxuwrHh4i5z8rkZx4aLuyzJ5xYcGy7usiafW3FsuLjLlnxuw7Hh4i578rkdx4aLuxzxJ9JxbLi4yxl/mgXHhou7XPEr4XBsuLjLHf8pGo4NF3d54n8Cx7Hh4i5vfOnFseHiLl/yuQ/Hhou7/MnnfhwbLu4KJJ8HcGy4uCuYfB7EseHirlDyeQjHhou7wsnnYRwbLu6KJJ9HcGy4uCuafB7FseHirljyeQzHhou74snncRwbLu5KJJ8ncGy4uCuZfJ7EseHirlTyeQrHhou70snnaRwbLu7KJJ9ncGy4uCubfJ7FseHirlzyeQ7Hhou78snneRwbLu4qJJ8XcGy4uKuYfF7EseHirlLyeQnHhou7ysnnZRwbLu6qJJ9XcGy4uKuafF7FseHirlryeQ3Hhou76snndRwbLu5qJJ83cGy4uKuZfN7EseHirlbyeQvHhou72snnbRwbLu7qJJ93cGy4uKubfN7FseHirl7yeQ/Hhou7+snnfRwbLu4aJJ8PcGy4uGuYfD7EseHirlHy+QjHhou7xsnnYxwbLu6aJJ9PcGy4uGuafD7FseHirlny+QzHhou75snncxwbLu5aJJ8vcGy4uGuZfL7EseHirlXySYFjw8Vd6+STEseGa53Id1Ibvg0XJ7it59jm1yVOcDvPsTOuS5zg9p5jL16XOMFfe479/PrECe7gObbx9YkT3NFz7NTrEye4k+fYs9cnTvA3nmM/viFxgjt7jq1/Q+IEd/EcO+mGxAnu6jn25A2JE/yt59j3b0yc4G6eY2vfmDjB3T3Hjr8xcYJ7eI49emPiBH/nOfbtmxInuKfn2Oo3JU5wL8+xY25KnODenmMP3pQ4wd97jn395sQJ7uM5tvLNiRPc13PsyJsTJ7if59i9NydO8A+eY1++JXGC+3uOLX9L4gQP8Bw77JbECR7oOXbnLYkT/KPn2OdvTZzgQZ5jS9+aOMGDPccOvtVJ5iGeY7femjjBP3mOffq2xAke6jm2+G2JEzzMc+yA2xIneLjn2I23JU7wz55jH789cYJHeI4tfHviBI/0HNv39sQJHuU5du3tiRP8i+fYh+9InODRnmPj78Tnx2M8x/byN4eDx3qOXelvVwb/6jk2/v5ZnOBxnmPj7+jkxuM9x3b3NxmCJ3iOXeZ3ewf/5jk2fj9snOCJnmPj9wxmx5M8x3bxO6uCJ3uOXex3nwT/7jk2/vv5OMFTPMfGf4eZGU/1HNvRf9MTPM1z7AL/Njz4D8+x8e8L4wRP9xwb/04lPZ7hObad/80zeKbn2Lk+Ow/+03Ps9T6DCZ7lOTa17+WDZ3uObeX7+uAkz/F/NyYlvteP52sce1NS4meDeL7GsTcnJX6WiOdrHHtLUuJnj3i+xrG3JiV+Vonnaxx7W1LiZ5t4vsaxtyclfhaK52scG38isZGfk66xP5v4v5+14vka+3XN//vZLJ6vsV8T8b+f5eL5Gvvnqf/72S+er7GPxf73s2I8X+PY+5ISP1vG8zWOvT8p8bNoPF/j2AeSEj+7xvM1jn0wKfGzbjxf49iHkhI/G8fzNY59OCnxs3Q8X+PYR5ISP3vH8zWOfTQp8bN6PF/j2MeSEj/bx/M1jn08KfFZQDxf49gnkhKfHcTzNY59MinxWUM8X+PYp5ISn03E8zWOfTop8VlGPF/j2GeSEp99xPM1jn02KfFZSTxf49jnkhKfrcTzNY59PinxWcz/PpvBsS8kJT67+d/nNDj2xaTEZz3xfI1jX0pKfDYUz9c49uWkxGdJ8XyNY19JSnz2FM/XOPbVpMRnVfF8jWNfS0p8thXP1zj29aTEZ2HxfI1j30hKfHYWz9c49s2kxGdt8XyNY99KSnw2F8/XOPbtpMRnefF8jWPfSUp89hfP1zj23aTEZ4XxfI1j30tKfLYYz9c49v2kxGeR8XyNYz9ISnx2Gc/XOPbDpMRnnfF8jWM/Skp8NhrP1zj246TEZ6nxfI1jP0lKfPYaz9c49tOkxGe18XyNYz9LSny2G8/XOPbzpMRnwfF8jWO/SEp8dhzP1zj2y6TEZ83xfI1jUyQlPpuO52scmzIp8Vl2PF/j2K+SEp99x/M1jk2VlPisPJ6vcWzqpMRn6/F8jf+3yecvz//P8fUh+cxJSnwuH26Od8LPTUr876/h5non/LykxL+zCTfPO+H/Tkr8e8r//Ruca+8k7/ykxL+bDzffO+EXJCX++6hwC7wTfmFS4r+DDbfQO+H/SUr8voP//Tey195J3kVJid9rE26Rd8IvTkr8/rJwi70TfklS4vdUhlvinfD/JiV+H/H/fofltXeSd2lS4vfOh1vqnfDLkhJ/XyTcMu+EX56U+DtS4ZZ7J/x/SYm/F/i/vzF17Z3kXZGU+Luw4VZ4J/zKpMTf/w630jvhV8X38nck3CrvhF8d//98R8KtvvZO8q6JrwN3JNwa74Rfm3zW3Z5wa70Tfl18L397wq3zTvj10aPbE279tXeSd0N8Hbg94TZ4J/zG5LPptoTb6J3wm+J7+dsSbpN3wm+Ont6WcJuvvZO8W+LrwG0Jt8U74bcmn223JtxW74TfFt/L35pw27wTfnt8Pbg14bZfeyd5d8TXgVsTbod3wu9MPrtuSbid3gm/K76XvyXhdnkn/O74enZLwu2+9k7y7omvA7ck3B7vhN+bfPbdnHB7vRN+X3wvf3PC7fNO+P3x9fjmhNt/7Z3kPRBfB25OuAPeCX8w+Ry6KeEOeif8ofhe/qaEO+Sd8Ifj+4mbEu7wtXeS90h8Hbgp4Y54J/zR5HPsxoQ76p3wx+J7+RsT7ph3wh+P74duTLjj195J3hPxdeDGhDvhnfAnk8+pGxLupHfCn4rv5W9IuFPeCX86vp+7IeFOX3snec/E14EbEu6Md8KfTT7nrk+4s94Jfy6+l78+4c55J/z5+H70+oQ7f+2d5L0QXweuT7gL3gl/Mflcui7hLnon/KX4Xv66hLvknfCX4/vp6xLu8rV3kvdKfB24LuGueCd8fOYeH9B85fP3r/j/A7TCFkY=")

ฟังก์ชัน draw_arena_Cube_001(ox, oy, oz, scale) {
    bind P = arena_Cube_001_pos  bind I = arena_Cube_001_idx
    bind n = len(I)
    bind k = 0
    while k + 2 < n + 1 {
        bind a = list_get(I, k) * 3  bind b = list_get(I, k+1) * 3  bind c = list_get(I, k+2) * 3
        bind ax = ox + list_get(P,a)*scale    bind ay = oy + list_get(P,a+1)*scale  bind az = oz + list_get(P,a+2)*scale
        bind bx = ox + list_get(P,b)*scale    bind by = oy + list_get(P,b+1)*scale  bind bz = oz + list_get(P,b+2)*scale
        bind cx = ox + list_get(P,c)*scale    bind cy = oy + list_get(P,c+1)*scale  bind cz = oz + list_get(P,c+2)*scale
        draw_line_3d(ax,ay,az, bx,by,bz)  draw_line_3d(bx,by,bz, cx,cy,cz)  draw_line_3d(cx,cy,cz, ax,ay,az)
        bind k = k + 3
    }
}

# mesh "Cube.002" — 16 verts, 8 tris, material=Some(0)
bind arena_Cube_002_pos = blob_f32("eNptzLEVACAMAlGymoyexjWyiXbykO4XB4UhsFdhurJpbmmSab5b4H1+prmlSdaGByjLNPE=")
bind arena_Cube_002_nrm = blob_f32("eNq1jLEJAAAIw/KZr/UzX3MQRKSrGUMIKGnEoMD7PE34ZvvffwGDORPx")
bind arena_Cube_002_uv = blob_f32("eNqdi7EJAAAMwvJZX+vphU4iTgbEJYEdHn1dwt2+Pyh9C/E=")
bind arena_Cube_002_idx = blob_i32("eNotxocNACAMA8FQQi/7b8tHxNLprSJScaHejYKE6d96EOWv+bcOBGQs/9aOByW4ALU=")

ฟังก์ชัน draw_arena_Cube_002(ox, oy, oz, scale) {
    bind P = arena_Cube_002_pos  bind I = arena_Cube_002_idx
    bind n = len(I)
    bind k = 0
    while k + 2 < n + 1 {
        bind a = list_get(I, k) * 3  bind b = list_get(I, k+1) * 3  bind c = list_get(I, k+2) * 3
        bind ax = ox + list_get(P,a)*scale    bind ay = oy + list_get(P,a+1)*scale  bind az = oz + list_get(P,a+2)*scale
        bind bx = ox + list_get(P,b)*scale    bind by = oy + list_get(P,b+1)*scale  bind bz = oz + list_get(P,b+2)*scale
        bind cx = ox + list_get(P,c)*scale    bind cy = oy + list_get(P,c+1)*scale  bind cz = oz + list_get(P,c+2)*scale
        draw_line_3d(ax,ay,az, bx,by,bz)  draw_line_3d(bx,by,bz, cx,cy,cz)  draw_line_3d(cx,cy,cz, ax,ay,az)
        bind k = k + 3
    }
}

ฟังก์ชัน draw_arena(ox, oy, oz, scale) {
    draw_arena_Cube(ox, oy, oz, scale)
    draw_arena_Cube_001(ox, oy, oz, scale)
    draw_arena_Cube_002(ox, oy, oz, scale)
}

# Example:
# ใช้ "arena.ling"
# … inside your loop: draw_arena(0,0,0, 1.0)  flush_3d()