data: - - Nk2: 6762 analytic_conductor: 31.74746353953944 cusp_dim: 3080 dim: 788 eis_dim: 176 eis_new_dim: 0 id: 4922 label: '138.7' level: 138 level_is_prime: false level_is_prime_power: false level_is_square: false level_is_squarefree: true level_primes: - 2 - 3 - 23 level_radical: 138 mf_dim: 3256 mf_new_dim: 788 newspace_dims: - 0 - 24 - 44 - 0 - 0 - 0 - 480 - 240 num_spaces: 4 sturm_bound: 7392 trace_bound: 1 trace_display: - 0 - -84 - 0 - -8 traces: - 788 - 0 - -84 - 128 - 0 - 384 - -8 - 0 - -612 - -3840 - 0 - 2688 - 11800 - 0 - 9424 - -4096 - -45760 - 29504 - 42328 - 78848 - 81672 - -768 - -131648 - -12288 - -226084 - -109120 - -1428 - 101632 - 234080 - 230528 - 146008 - 0 - -470816 - 101376 - -143000 - 19584 - -1029608 - 0 - 311952 - 122880 - 470800 - 768 - 883624 - 0 - -483840 - -115968 - -1036816 - -86016 - -1811964 - 0 - -159192 - -377600 - 367840 - -1089584 - 2597040 - 0 - 3121800 - 49920 - -1603448 - 450304 - 250264 - 0 - -3428824 - 131072 - 0 - -2133056 - -1754792 - 0 - 1192976 - -7680 - 0 - 1455104 - 2922040 - 0 - 8014700 - 673024 - 0 - -3078480 - -4554008 - 0 - -6706716 - -379392 - 1237280 - 247552 - -208296 - 0 - 4742040 - 24576 - 1967240 - -587520 - 23600 - 0 - -1923432 - 4070400 - 9420224 - 393216 - -3843872 - -8453632 - -10390128 - -13986688 - -10513448 - -5056128 - 483400 - 0 - 13319432 - 14418816 - 21395264 - -1137024 - 30882520 - 15584448 - -2655920 - -8192 - 9993984 - 2019072 - -10324992 - -6780928 - -15273112 - -31666176 - -41194560 - 2580480 - -34934692 - -18496896 - 3940436 - -5686016 - -1475232 - 2256192 - 39680632 - 0 - 6286264 - 58873344 - 24582272 - 11022336 - 36173456 - 936320 - -28102748 - -3244032 - 0 - 21009632 - -4901480 - -4576000 - 7313120 - -45651744 - -45867360 - -7565312 - -45849600 - -14907200 - 12109064 - 4359424 - 22089760 - 18040800 - 60391576 - 24285184 - 27712608 - 53081472 - 50336000 - 8776320 - 50283640 - 19108320 - 6778468 - -3932160 - -9867176 - -21871744 - -32791976 - -12398848 - -93429848 - -36338592 - -82137440 - -24185856 - -85228860 - -50512000 - -45906696 - -11819264 - 9454280 - 14302176 - 49605400 - 0 - 87472728 - 39814848 - 107115008 - -9549952 - 4458160 - 54374496 - 33267704 - -6223872 - -85312656 - 17033152 - -21504384 - 0 - 72851464 - 67347456 - 0 - 2752512 - -70090520 - 0 - -57418432 - -76897920 - -243320 - -75114624 - -189819368 - 0 - -56570200 - -79333824 - 72509008 - -31133696 - 3235248 - 0 - -86779668 - 12083200 - -140640632 - 104660800 - 65711080 - 0 - 103799744 - 124910208 - 26275480 - -12718080 - 319159136 - 0 - 249055840 - 19842048 - 132412544 - -6549248 - 290062048 - 0 - -23294116 - -217997376 - -20408608 - -99897600 - -365823272 - -151948896 - -284502888 - -89118720 - -311269200 - 35767200 - -81634464 - -6364160 - -178507816 - 107416320 - -3497560 - 17399808 - 119151928 - 156449920 - -21643244 - 76640512 - 308434016 - 108789408 - 503921000 - 89177088 - 305930228 - 87488448 - 154430672 - 39168 - 87096672 - -33352000 - -10850532 - -4194304 - -177624656 - -132218016 - -585114304 - -148194816 - -158418932 - -317644224 - -321372128 - -40541184 - -178668288 - 137368704 - -31284848 - 126981376 - 88377696 - 13734848 - -102563144 - 46858240 - -46995096 - 192366528 - 0 - -47558144 - -33486248 - 29440928 - -57055168 - 69789696 - -15603456 - 68425760 - -486790760 - 71120896 - 130549408 - 323462784 - 237818240 - 16515072 - 761880572 - 384713472 - 412116264 - 76806400 - 187177760 - 166682560 - -93226032 - 0 - 12939724 - 100920576 - -389826976 - -128770432 - -538543600 - -134397120 - -447767952 - -21536768 - -341579392 - -348225152 - -107467976 - -226237440 - -222647892 - -501276288 - 29628368 - -51970048 - 287219896 - -168064512 - 351365136 - 51499264 - 263237920 - 406941552 - 507209328 - 0 - 1196328192 - 418197504 - 348749280 - 214614912 - -86666600 - 218931328 - -78941872 - 12140544 - -254736768 - -412969440 - -1230308600 - -197232640 - -1105822116 - -312968256 - -415618896 - -45363200 - -77053832 - 0 - -309231888 - 97320960 - 61092680 - -127987552 - 448198112 - 0 - 460026552 - 9477888 - 549508960 - 145377920 - 671326336 - 0 - 455508984 - -786432 - 662351096 - 838940160 - 467602656 - 105318400 - 615525372 - -86936832 - -476254240 - 169625600 - -573670932 - -785055040 - -451429780 - -594683392 - -737202224 - -616768880 - -614023496 - 0 - -815074688 - -280734720 - 31433600 - 37508224 - 326511208 - 287761408 - -742780744 - -130252800 - 789981016 - 77611488 - 1284651712 - 512512000 - 1584579940 - 613061376 - 792114400 - -12582912 - 2128081176 - 297468160 - 462272564 - 160014592 - 142432488 - 237888000 - 159643440 - 0 - -66240976 - -510734592 - -377696000 - -106389504 - -1187268320 - -94179360 - -790923672 - 190214144 - -942677120 - -378348032 - -2328173440 - -684828672 - -2166290380 - -1950992160 - -1710285984 - -373857792 - -1913551832 - -1040722496 - -1229451360 - -15468800 - 0 - -134938512 - 1248747312 - 0 - 1054689384 - 1544480256 - 2433485472 - 804682752 - 3801299608 - 1770420960 - 2076986360 - 472946688 - 1575883408 - 787638880 - 187913600 - -271800320 - 458877704 - -599924640 - -71828768 - 176959488 - -250058168 - 294697920 - -252648996 - 83303680 - -125655200 - -530673440 - -925858520 - -291929088 - -3021796668 - -1128663360 - -352877888 - -443759616 - -2722914360 - -942365600 - -140989888 - 262144 - -746211400 - 202069280 - -356364216 - -303564800 - 2379257416 - -89677344 - -242506880 - -207719424 - -466453928 - 89598080 - 975568000 - -111329280 - 709543472 - 540072144 - 368374912 - 239697920 - 737451760 - 1763646912 - -37804536 - -522362112 - 846246224 - 1303345120 - -1232575168 - 393268224 - -1487153448 - -1214497792 - -3088385432 - -340257280 - -4108717984 - -844118304 - -1970217392 - -82575360 - 67899320 - 0 - 574753836 - 1587171200 - 2349238144 - 513954496 - 3129451960 - 266168320 - 3372150504 - 202923072 - 1007518688 - 637848832 - -912679152 - -1291419008 - 4268957544 - -93790208 - 547079632 - 870900672 - -2108628512 - -250519808 - 786730528 - -1470942048 - -1196539256 - -72198144 - 354357504 - 88080256 - -1082801300 - -78257408 - 485442144 - -634271264 - 1996956104 - 0 - -3992274220 - 2105094912 - 876270120 - -679742464 - -48587904 - 1604518080 - -1081969784 - 1078259712 - 785458432 - 365211680 - 1167621880 - 278237696 - 2605636992 - 528088128 - -36184544 - -2359296 - 2045024828 - 1002681856 - 1130376716 - 479350784 - 443832224 - -1226321312 - -3147578496 - -513052672 - -1454112716 - -3650532672 - -2767034864 - -1115032064 - -3257082248 - -4280012352 - -2464625584 - -454164480 - -4716601472 - -2178428864 - -4269510368 - -425238528 - -2638301768 - -821730816 - 0 - 105302016 - 5282604080 - 1747639872 - 2797083888 - 3061785088 - 3028445024 - 2829060512 - 4367116040 - 428572672 - 5145442588 - 4431399936 - 3415827888 - 1071843840 - 2219897088 - 3512644608 - 3166677240 - 427192320 - 395320112 - 457328256 - -1161414824 - -153091840 - -3119847488 - -7378821696 - -2984714744 - 2122186752 - -1519226360 - -1359446528 - -1044623960 - -421701120 - -734367040 - -667058752 - 5783532912 - 0 - -518152284 - -186759168 - -1240809504 - -1338640512 - 2127923600 - -2135975424 - -1131796736 - 564453376 - -492878144 - -918461600 - 2278613568 - -706872320 - 1494529192 - -1157020512 - 612211776 - -577305600 - -4818293504 - 1833255424 - -1533043000 - 786373888 - 332679336 - 43871056 - -8010188024 - 0 - -1556007804 - -936747264 - 452432288 - 303505664 - -6261818840 - 1259871360 - -3529495216 - -1160706048 - 476278880 - 237735040 - -16103912 - 0 - -1693793768 - -370032000 - -2270158440 - 650960896 - 3522133388 - -1906234880 - 4201066144 - 802320640 - 459708832 - 1458833488 - 3528974512 - 0 - 2089798276 - 774118272 - 1813690384 - -635544576 - 8748142128 - -813021440 - 1671883744 - 125829120 - 192552184 - 2652996352 - 1920162040 - 1121331200 - -1658333984 - 4138583328 - -653537720 - -546646016 - 55305576 - 4228874496 - 3208464216 - 1120036096 - 1616351880 - -1307933600 - -945121968 - 0 - -1802463740 - -976125120 - 944787712 - 8160256 - 698663416 - 2974334880 - 2271866608 - 307627008 - 4327660304 - 1934513024 - 2974513248 - -801315328 - -1656174752 - -1695846720 - -5237136080 - -678658048 - -7741250696 - -4658248320 - -8473277004 - -4131852672 - -7619283760 - -4755931408 - -9225489040 - -1476304896 - -8266436876 - -4557646464 - -3373633120 - -780258688 - -4196513304 - -3660708480 - -795469256 - 378216448 - 0 - 1116978688 - 140405080 - 302536960 - 6267863688 - 1943031072 - 5553811120 - 1101414400 - 6454015920 - 7833777600 - 9674626416 - 6731567104 - 9158533120 - 3574797360 - 11197168400 - 461373440 - 8287312472 - 9226493568 - 7469088000 - -682682240 - 6877134040 - 2502284576 - 1487610176 - 280018944 - -1019587624 - 551512192 - -9702120000 - -3813708800 - -1734119936 - -5506135008 - -6657824800 - -737447936 - -3469777312 - -2261691520 - -6363248952 - -1450006016 - -7017694112 - -1752288464 - -5333139944 - -3203256320 - -2704578540 - -3195001920 - 184302360 - -1655813888 - -2017224872 - -2078780000 - -9168586416 - -394493952 - -3124577456 - -3628525888 - -4082263280 - 155685376 - -6600841984 - 1650589632 - -1041009728 - 909234176 - -3218944680 - 2654622080 - -2266894892 - 2488147200 - 3362252960 - 3095278480 - 15982138024 - 2979913728 - 3637048304 - 9055997760 - 9733032232 - -142761472 - 1034444920 - 0 - 7843976 - -2643210240 - -3171327192 - -5705918784 - -15709677856 - -3865114880 - 1366661472 - -11527595520 - -9561305072 - -88080384 - -2238764360 - -5331073792 - 10832821540 - -2302414592 - -1713171328 - 5214461728 - -1077094520 - -60870656 - 8979845572 - 155441664 - 4593927800 - 1837389824 - 5560624512 - 4834079712 - 4975500976 - 3779973120 - 6182435864 - 3975513472 - 12673990288 - 3947525120 - 53694860 - 8237945472 - -2019811552 - 767425536 - 17043087440 - 11319413952 - 1973169172 - 3837594880 - 5587328736 - 1574856096 - 8217272448 - 0 - -13228718072 - 2669070144 - -4618031440 - -2750902016 - -15040143528 - -5580810752 - -15794378376 - -1329420288 - -11161570992 - 1400623968 - -22308813344 - -6289502208 - -3685282808 - -17923060800 - -10023295216 - -1323565056 - -9686242984 - -10310646720 - 758634476 - -8024051712 - 2899979104 - -5682926592 - -6911551520 - -3865523200 - 3428868648 - -4923530112 - 0 - 1957793280 - -3356530856 - 1868886624 - -2112984936 - -386662400 - 1080214608 - 9626055040 - -1715392920 - 6128697344 - 4684480760 - 14134490400 - 10462038488 - -827462656 - 10329184772 - 12758045696 - 13433264712 - 4098770176 - 19105848256 - 3570558240 - 37997156536 - 2561343488 - 17264620928 - 9785117760 - 11375152272 - 741569536 - 11901889072 - -2632472480 - 6565182888 - -2792475648 - -11541173248 - -2886222368 - -3243121904 - -8093955584 - 2617716276 - -14581165248 - -2796713480 - 936837120 - 142785792 - -6034490880 - -12456727780 - -4905805312 - -9486149992 - -10817084304 - -7774259008 - 0 - -15613930608 - -4472869632 - -8608944080 - -7969786880 - -10910878736 - -1285468800 - -11814128112 - 23592960 - -7089517776 - -6225891232 - 15076106680 - 6941180928 - -1438268064 - 11672196864 - 9168703544 - -2303816704 - 513071816 - 9782848064 - 3010133656 - 8170273024 - -289289528 - 3293843104 - -22954809384 - 0 - 10453434456 - -13152796800 - -3046141296 - 425083264 - -15245652576 - -9477908352 - -2119980136 - -1262911488 - -7345220696 - -819234176 - -16314865688 - -6920038400 - -6754781936 - -9989404608 - 7436829048 - 1265713152 - 16243377504 - 1881559680 - 30712171792 - 4546326784 - 18944893000 - 6251883792 - 16399987576 - 0 - 25217959712 - 15011698560 - 19770137640 - 4518686976 - 18054561952 - 4758307840 - 8984451372 - 51118080 - 7926406048 - 12669461504 - 14762943360 - 4807278080 - 392841744 - 10972756608 - 9899395968 - -4259924992 - -630799136 - 1586363328 - -25154941192 - 2790217728 - -9878744480 - -17365775680 - -11433361536 - -3441557504 - -40711071616 - -9260618496 - -17251164480 - -5206387200 - -31572324520 - -20585868160 - -18625294808 - -2556601344 - -17222972712 - 1252649536 - -14928318624 - -3752770560 - -6707440860 - -19491919968 - -11292705776 - 377487360 - -12201191052 - -2025598080 - 3191671816 - -3812861696 - 0 - 3661025424 - -2264551688 - 5006397440 - 18516972452 - 4356355776 - -683383008 - -2059771776 - -11859234664 - 9946725536 - 8784928876 - 2702270464 - 6820668536 - 9501610688 - 22766943168 - 11366930432 - 17301545076 - 19092951744 - 18144367472 - 2005652992 - 49556151696 - 16220911168 - 46110306728 - 25119209984 - 12869921856 - 14543520032 - 36170545672 - 0 - 20643062312 - 15269815296 - 19092514672 - 1675786496 - 17261878600 - -9105045312 - -4467497624 - -7443867648 weight: 7 weight_parity: -1 - - id: 4533 label: '138.7' level: 138 portrait: data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsLEyIdOwRy9AAAABBjYU52AAAA0AAAANAAAAAMAAAADCKX1dkAAIAASURBVHja7P13vGVnfd+Lv5+y1trt1DnT+2hGvSEGCRACBAJTTLFxCwaDndiJEyd2yu86vomT+JdiJ7Zv3IPBOLbBxqaYjqiSAEmod81Imt7n9HN236s8z/3jWW3vcwQ48TXY9+7Xa2uXczRn77U+6/N8vp9veQT/3+2v7fb0M+cIo+iS27/2ULXu+WyclBgMhy/EvPhSn9tecTNzS4Zjz9zJi69Z5blTGwCPjVMhE2NtvMYtPYF3zG9s/05/lb8zN/Gd/gB/W27zSy2AvUKIAyBMuxvywT/7MFftPMeBXfNUdMBjz20QeuL6/37Xg8cv3zSukjD2mZm0PHs+5sZLNQevu5oLi3DqxKPceFWH506PsWkSwsSwbWNHteKrn/nwpw//8/uP9q0XhFw+I/mB12zi5lt/ACECsEghxBHghPLGv9OH5G/F7f8D+PPcnnj6KFHi+fWg/YNTldO15ZaOzsz23rrc8t7ia8sginjiiSepBqvs39pkpa05crbKtqkOR08nXLEn5tEjAft3JMwuSnZsjojiOp1QcWGpz56NkotLEQd2WB47qrh6b8zsap1LdykOnZWsdODApoS92yc4cNk1CDy0Mqx25Sd70fgnlrt4rzy4tbt1Y/Uj3X4c1sf3facP2Xfl7f8DeHqztgdwDchdd9/7RHL7vU+/+hVXLamzc1M/5alzdU8GnD43y6A3T3fgMd9UxFYzXjE0AktzkPDQkS6X7qgSDjQz430m61Uu26UxCRjR5/g5jbGCE7MWmVRIbMSluxOmx9tsGBN0BjEHdjW5/+lNdHsV6pWYehDRH1gWm5Ju37BtywyV2nak6nLFvu2d+55cee8PvMobbNr9VqqNLTKOoz8CcXhiLPhOH9Lvitv/KwF+4eIcnqf54p0P85bX3eQbE//ayZOnNz3w+OGdG2pPz8R933zm3ujyl123wOkzHqcXWuzfpgHLzITl/HJAxU8QWGbGDKdnK0w04GuHenhKMz1mOXRacM0OiREBOzfHvPyaFg88PcH5Bbj/mZCbr7bs2pSAVFy+Z5nDJwKmJwRa97nn8Y1MNQTH5jymxyKkgLqXMLsiGK8l9EPLJTv6LC1Pshwa3nBjnUNn99IYj3nx1VN368qV57Zu3zVXCfS/Wrpwf7hh241YEzM+MfOdPvR/4zf9nf4Af1M3a5cBBIjq2SMPhkn9yn8YRfFP/Pvf/NP4Xa8x1z325HLwpXuazEyf53UHK1RFnfuf6nHbCxLOLzWo17osNys8fVrQ7ErqgeDSbTHj9YitMwnPnRunosd48WU9Ti5K3v6aPu1VjyPnNEvLhtPzMLtq2Dg1YMsmxcykRKmY584L7j0yyVU7LM+d8bnxco/tGxKOnId2RzNR0ezb3qbqC6bGBCttj0EcUfXGeOpkwq0HWzx7THL7fY/y2pc0OX1sx8vue/o4enLL4N2va90k9eW61+394ae/+PDvX1xo+4kRPbB2+6bGd/qU/I3c/l/B4F+8437aPbPxkj36kqv2Bh84e2bBu+vuJye/+sC5iafPtfjXb5/Ds5v40oM1njnX5odu6xCIaT5xN1y6t8OGao0LSxG7t1gefFajNPRDxb7NCdfua7HaUXT6FZ48pjh4ZYvE1Gh3wVOwZ0vEw4cVndDn9EKbd7ymw4lzM/QjePgZwe4tCVIJVjoCZMyLL1M8cVTTG4Q0O5Jr9sGuzSFhZFBK8sCzVfZsMczOayYmWly+o8anvu7jVZb44VdpDh+d4AsPhuh6k198O5ye3c5sc8vqrn3Xrsxs2RZtnmi+c2MjOhYmen7rrhu/06fm//Hb31mAW2sBNi+vrOz65Cc/K1t9/30Xms0Db7zhq5UamocPb+DpY4YHnwu5dP8y/+TN8PChLdz1aMLmzUvcdoPiqecm+fxDfa7aN2C63qDZizmwPebpUx7bN1h6oUSrhI0TCYurmg9/DRLV4pYrNXWvQjUQnJw3vOJqg5YVzs1b+pHHuXmLp/u89NoeZ2ar1AKLrvV5+XWzyHgDH/7KNIvthJkJgZKWfiTYPh3y1GmPS7dbOm3JhullLt8V8PlvTPLEqTavedGArRNT3PWw5IHjXf7x9y9xxbYNPPB0g0MnQh4+bti1O+HX/+nlfSG3HjlxNv7Jl97yOjMxMXkamBXi7yYU/s59K9M/jPCCqc7yhZtn53tvW2nJd3/93ifsvQ8dF4+fGrBjZ5t/88MDTLyFh56pceh4yJHZAa958QovvnSMx58d564nIrZvbfHaGzTPHq/x1Sd6XLnfsGM6wFM9EhS9vuLiimTnjKUzEERxxJmFiBPzMXYwwY/eNuDkBc1XH9VcfwB2b06YbCgOn1JMjht2b4q57oDlrkctp+YsP3rbgJA5zlxscOrCFFGs6PYl2zcOuLhSYTCIsVaghWLX5hWu2iu58+Fpnjo74NUv6rB3Q4OvPVLhsZN9XnT1Eq97YcDR0zM8fczy8JGI0Ovw8z+ywPaJMY6c3UTP7LHbdl4p2j37R7K24WM7dm6/ZzAYLL/ihl3f6VP413pT3+kP8Nd5m11ue0+eSH7iQ5/87A9dseXEb5w9+egLDj19iLmFjohji0kkz5z18Ctdbr4qJoqrhJGm1YZ7npbs2dbkJVcK4rDGE0cUC50Bt7wgZGasxvFzikZjQK2qaHc1SSJYbSVoJemGgi1Tgn1bAg4ekNQqMSCp+glGRMy1NRvHNbu39nnoqGTbtOGSHS0uLMWcmfMIfMHsquQrD0xxYW6KMLbMTIRopZlsxHR6AiUlvdAy1gjZPlPha482eOpMn9e9pMeBzTW+8USNrz4RctWlS7zzNsuFuRmeOaU4djbixELM99+6yKuu9Tk3v5Ezsz5HTyyJO+55nAeePH/9Qjf8ezde8lD1xdft2/Hvf/E/P/lL//GXzXf6XP513f5OBJlHj50E+Pt//hefu/nJE6s/8NyJw2Mv3/ssM+MbWZqeoR9KBqFHt29pDxSfu2+C/dtWuHH/Ct3+NP3QI7GWLzwQ0Rs0ueaAIPAbfOOw5HPfaLJlQ5OXXl3l3HyV8wsx3T5Ug5Ardlu6fU2373F21rJ5uk9/RbNlKuKpk5aZccOVexSPHbPs3LLEzIZVZlsTTC4qLt0Fh074TI2HbBi3PHG8wo6Nkn6UsGMKEB6rA8vTpypsne5T9SX1iiZJKtzzlGXrzBJv2qvZWG/wpfsrPHe+z803LPHyayynz2/i8EmPUxcinr1ouOnaFd74IsPFhUkuLAQsrsJq29AdaJ440+HUyh3iZ15nfvbiUdFa7W976dzF0/cA79+05W8/m/+tlSif/Mj/4KZX/Ajd9tIbTp8+83P3PfDE1YePzm599Mgy51YTbrtxnp//oQSbbOT4uTHOzHmcnTWcnQ15/LTlmitW+Lc/2iTsbuLxIxMcOQ1Pngg5u9zjTbf0ePX1AcfPjPPQM4JTc30a9ZDL98C+LbC8GtAbWECy3FJoBTs39pltCXxlqXqWbzxbRUnBjQd6SGk4dl5yaqXLO17d4/zsDMfPCZSSvPBADyktDzxTI/BdwLnc9NgzE6EULLU0FkN3IFlsxVyyvc8VexLGKgEnz9V55FnBcxcH3PqiFb7/ZsvZixt54kjA0TMRj51M6Jg2v/iOVV6wb4Inj01z+qLm7GzE+fmQo7OSyOvx8z9yjluvVswuzrDY2cnAbL2wefuVT23avP03xmvJ5zZuvVSEUWQD3/9On/a/8u1vHYMvXHwYzwtE4Nval7/4gRe3u/b9Z863tpw5s8igF7F5XNCNAu56YprbbjjPG1+0TKevGUSSMNLEsUcURxw5Ns57Phvz/S9d4Mp9Ft+bwPcDGqck9zymeep4l9fftMhtN1aZXazyzKmA0+dCVldjVnuCs8vQ7w1AekyP+Wil6Mcw14exCmyeEMQYjl3UvOSKFtgxnjs/SVX7HD8bsNjuc9PlEcttsInH1mlDvRLS7PlUlGX/zj7TE120iml1K5xfrNHqaSZrVS7OeXz1tGR2JWRissvP/VCbido4z5wY55kTiqNnQ45cTKhNtvixm9tcsWOCZ09Ncn5eM7uYsLAScXFFcG4l4Y03L/PyqwWd/jRLrQZzC23mV09sPXxkYasR1Svf8IbXzSZ6+ce3bJx64o6vPcqrXv6C7zQE/kq3v1Ua3CYPU6uZ7a35By5dWmx/eWXp7I8vzM/N9PoRxiosFmMtEkuz6/PEScX+7U0u22EwxsNaDWikcF/86WNVPnaPZufmVW66ImSs6tGo+mihWVrxuOtxyUq3z+5tHW65ts/keICnPAIt2DQGuzdprt0D1+/vEwNnZmHTJEzUBBsmQvZva3NxUbOwqrlkR0iz7VHzBYdOGW44YNHK8PARn36iCSNFbCXbpkPOLcLjxwMuzDeYX64yv1JhpamZX5Y8dULyjcMRUxNNXnVjlzfeaOn3ZjhyqsHjRwRPn4x59mLITdev8B/f3WLrxDSnLkxw6qLP+fmE2cWQs0uW40tw8MpF/o8falHRk5xfGGdpJWC57bHSEswttjl9bmn82WMXtl6c77zuL7742D0bt+wSf+/Hf7b1F3/8299pKHzbt78VEmVuqY2SeteR0yf2XTp9zy/H7adedP7cilxcrYrFZpWlVc3SqmCpmbDcjFhsJsyuwol5wZZNK/ziO5a5bm+D0xennY6e11xciLmwGHFiztI1fd79xiWu3uVR1Q3ml+qcuuhx+qLlzLwhoc9EI+FCU9HrDUiiGCEkfqXKzo0ee2YGVAKwVjC/atm72VINEuabHmcWFL4Cz4NBT7J/e0xnEOFriacMZxZ8LjY9qr5l/9Yei8saY6EaSHZsjNi9pUWtOkAICCNJs1tjbiVgui5J4oAzcx6nLgpOz8bMNkO86oBr9nb4idcZBv0pTl5ocHZOMbuQcHEp4tyi5dii5drLFvmldyyzZXKCUxenmFuqMr/ssbgqWE6P40o7YWHVsNBRdnrbNvPGWw88+C9+9NJf8GuXHIf4tBAT32lofMvbdz3Af/cPP41N4h3e2NRvnjp14fu31z/KD966SLu9mcXVBkurVZZWA5aamqUW+clZXE2Ya8LJBcGmmRX+/Y8tc/DSKmdnpzkzW2d2SXNx0TK3FHNuIeHcSsLGDR2+58Yul2xV1IMAT1ZYXA1YWFYsrEJvAFFs0cpSqyRMjsXEFs7MQdULqQQaLRMaVWj1AurVAQKoBYblZsBKW1KvCpZbgqV2Qi2wWKBeUaz2BZPVAVoqqtUQX0tOX/SIjWa6IagHAqUgjgXdvmBh1V1Mi60Iz+tTqcXs3T7g9QcjNk/Uubgwwdk5n4uLMLsUM78cc2YBTi5bbrhykf//O5fZPDnB6YtTbpXIwW1YaUWstGKW25bFtuBcS9FprvIvfqzLv/nJVzIwe/9yYaH3s74vz+488NbvNES+6e27VoNfuLhAo1GbOHX6wj953wdvv+GR5x79/oefnmfrZo8DeyU3XtIkihVJIkmMJDFgrMYahbWABSESpLCcXJzkP/6Z5N+9c4Hr9kRM1KcYq41RrwSM1zwmG5LNK5IzCxN8/I4ayh9w+a4+O7cktDs9ds7EvO6lCYNIIzDc+VjAcieglgw4v6hotits2h6w1IW5Bbh0p+T4rOXANo+JWsj5FcXmiZjESBbbVRbbhs1TEctNxVhNsXdrl5MXAi7bFXN+wbLaqrJ/e8LOzSFnFhPGGgOa7Yi7Hq8AkjAyvOTqHgd3WpY6HpdsDbl0p8QXVXr9DTz2XMD8smRhOWFxNebCkuHkgqAd93nh5av84ts7bByb4tT5CeZXKiyueiw1BSstw2o7otlJaHYtq13BfE+x0om45apVfuhlS7RnP8Ni+9Lvj8Reu2H/mx6Jwu7vxlF3tVr/7qxz+a5k8K9+7evUa0EwO7/6e/c8cPhdTxw6rU6cb7GSBMx3DNfvnuPX/uE8V++tMbs0yXKzznKzwnLLY7mpWWnDSjNxLNSKWWzBmWVBfbzHCy5d5W0vHbB/a5VOd5zzCzUWVjyWmpKVlmVx1TC/auj0E9qhoT+I2Tgx4LJdBmsFvrYcPR8QJ1X2bJLs35EwOdFnfiXk8Mk61+6DibEV7n1yko0TIRN1wVLbY//2kDCMefj4OGGUcGCLYaUrmGr02TCuuffpiIlajav3JRw+HTG/7DHdCNi/3bJrS4gh5Nh5hedZsJbLd0dsGBN0ewHdvk+np5lb1iyuClZaCSuthMVmwtklQTOK2bezxfffvMIN+xUT1XHOz4+xuBqw2NQsNx1zr7YjVtsJq23LUgdmO5LZZsLB/bP8t3+4yP7tdZab46w0PXrxRnRlb1KZuOKPlTfxj00yGLzw4Eu/09BZc/uuAvj8/Dxaa+/22z/nTUxu+L1773voRw8/d073I0GnL1jtSWa7kvl2zAv2zfLffmqJa/fWmFueZLlZY6UVsNzyWWlpVtqCZithpR2z2o5ZaVnOrwrmOobxsS4HL23xw6+IuXRbhW6/zsJKleWWT6sjaXUFnV4hScJYYAx42lKtwJZpw7aZPqgBz5yNOXTcp6KqvOL6CM9v8ugzDbbMKB49krB9RtEdJIxVExZWDNccECysGOoVj15fsH1zzCPPVNg2A48cG+CLKrdcC36ly9MnE547VUXis3VasXUKqhXwtCAxgiiGKIZeHzp9Q7traHUNyx2Yb1paUcL+3W1+6JWrHDxgmKzWWG6OcXGxxlLTZ7mpWGnDaithtR3T7CSsdizLKbjnmoaDl87xX39qnit2VVlcHWelVafZCWi2Nc22RPjb4gOX3/Cn5y8s/OPbbnt9FMdRNL3hu4fNv2sA3mqt0GhM6NOnTvzSl7/ylXcdPXZiZmW1G/QGxiVoeoZWT7DaE8z3JLPtiBt2z/Nr/3iJ6/YFzOcgr7Da9llta1bbgtW2dUtuO2a1k7DSgbkmLA8sQvV5881NrtgRc/CAZaJeodmpEMcecaKIYkliBKTuTODFjDW6PH5c0h9E3PFIAxFV2LfN5+ZrO4RmhS8/MMU1+3wW2i3OXazzgssinjutiazl5AXLP3pTnxPnDZFp8NxZwwsPCE7Pd1lameCa/RFfeaRHNKjzkqs89u0IsaLFlx4VDPqCJ48FNKoeNS2cDAOMgTCxRIllYKDZNUyM97n+sh5X7ezzppckKGq0O3XmV2ost9yxWWlJmm3Laiem1XHgbnYsS13JXEey0Ip50aVz/OpPL3DZjgqLq5M021WanQqtjkerq2n3FJ0eREkw2Lx198Itt7zqj/fu2/vvl1dW4+mpye80pIDvEoB/4qPv4+hzT1a+541/71+fPnXi3z3++BOi0zX0QkOvn9DtG7p9Q7tvafWg2RMs9CSznZiD++f5bz+1wDV7fVabEyyt1lltV2h2fFY7mmZb0ewIWl1DqxPT7ia0e4Zm17LcFaz0LJ0w5rK9fcarMSaOedPNPa7dlzCIFFpaBpHlU/fUOHK+zpZJw+kLPpoqB7YprtlvqdQ6PPhMl7mFBtfvrzI1tcpdj/m8YI/PYqdNr1tncoPlsWcl77ytzyPPWjZOBXQGbVZWJ7hqf5evPgabxsa4/rIOs6ur3P/UJDWvzrWXwP6dfZTucHzWsGkq5PSFiE/fG9CLFFJCGFmu2z/gDS8dEEWaiSpctVvQ6dVodaqstgNWOx7NjqLVkTQ70OomtDsJrW5Cq2to9mC5I7jYkax0B9y0f57//FMrXL2nwtLqGM1OjVYnoNX1aHU9Oj1Fp+dW1k7P0A8tV111jd27b98v7d2z6yO7d+08DvS/00Vc33GA3/2l32as7tcuzHX+1cJS+5eaqy36oaQ7EPT6lt4gyUHeye/Q6gsWeoqLLcMNlyzxw69c5K03J4xV6iysjLHSqrqltOPR6ipaXUm7C52epdtP6PaMexxYugN30XRDS5gYfN+i0/DbUxBIizWSwNNsGFNs3yjZvdWya0uPRLT47P2K546P8errfV5y/Qrv/UzChD/Fa1/c5e4nI8Yr42zd0uFrj1R5880JdzyesGdDQH2szb2PB3zPizwajTne+6kpXnZllVcdbPHkmT5fvM/DxjV2bfLZs0WwfZNhw0RI4EcYm+DpBKVc2YivoeILokjT7fu0uppuX9PpKzo9SacHnb6l0zN0ugmdXpKuirDaEyx0BHNNy9hYi7fdssAPv2LAlburLK40aHaqtLsB7Z5Hu6uHwN0dWPp9Q7cXM4gSarUx8/rXvzY6cMm+g51u56nrr738/70Af+yeXyMIvEqr1fvXS4urv7jS7Mr+wKM3SAE+CvKBoZezObQHguW+ZL4FYdLjna+b4/te3OWG/ZokabDcrLPSrtDuerR76YnpS7p9Qa8P/YGlHxkGoSWKDXFsSQwkBrAglcDTgooHjZpkvCHYMm3YvqnHxHiTrz5pueNBH1+Oc8N+n+sua/HIiQ5PPTvBq673CGrLfO6eCq+/MWByYpHP3j3JK24QfOL+kM3VGt/zkhafvc9SUxO84oV9Hjne5qkj49ywr8L1l/XxgyW++LDi7sdrTNUCdkxrNk8LxuuSRg0qPnieRUl3PJNEEBuIYkEUCQaRpT+AXuhA2Bukq+HAkUS7D/MdyUIbItHn5suW+d6XtHjnaxIG4RiLq3Va3Qrtrgti3V0Wx3Bg6fUN/dCdn35oaXUj/KBupqY3/sd6Y/xXwnDQ/71f/bnvGMa+ozbhRGOg46j9i0TL/0oRynrVRwqDEICQCAECgRAKIQRSJigBSoJUFq0tnjJUtWChW+ODX9rBlx5s8vobVnjzzatcs7fD9ESNpWaNdi+g2/PoDjS9gaI/UAxCwSCSRDHEiSJJwFh31UsJnobAs9SrhsmxiO0bu8S2w5HzEZ+4z+fw8TGmqlVuuFRzywta3HOoyZe/Mc6NlwZsnO5x+0MWk1SZGgtZag3cRQNsnuiwshigRIUXX7vMF++tcHa2yhtv7BInS9z52AaipMILL9/E997UZM/WJvc+pXnibBV7MmD7tGSqLqhVBIEv0EqkILcY63R5nLiLNowsg/Qi7ofQDd3qtzIQrLRB6j7XXbbK225pctv1ERvGqiytTrLartLt+7R7GbgVvb6k03fE0x1Y+gNDbxA7ohg4mRIniuXFjlxs86+vuWZm53/9Dz/x6H//z//0dwL/O5M0/xsH+B996GO8640LnJ3zf872j74+6l64WcvEr9cqyH6MwILQCAESiQSkEEghkQKXZlcCpRI8Bb6CQBuq2jLWVyy2pvjjLzW484k2N17Z5F2vXeXyHU02TFSI4gq9QUC759PrawaRIo4lUSIxRmCscOAWliBIqAcxgR8hVZ/55oBPPyg5Petz4uwkNqpwYLvH5bsVL7ishfDmeezoGDunK1y11zI9ucpSs8K2aQXS8Ln7AwIk1cDyhpt6fPBzCRcXAmY2KhbbA54+HrBtZpIbLlng7ieafOPQOP2Bz2W7p7l+d5erd7c4emGV03OWbzxd48SZGoGQBFpSD6BSYnJrITGWOIEwgTAWdAaCVl/QDCEyMUL1uWZfi3e/psWNVxh2bPTo9qaYX645xu77dHtO4vQGrjbdrag45h4kDMIkBbYDdy9dLcJEsbDQDdqPnviJX3nPx1e3bVLq3/7Wh3/z+1+quOHg2/7uAvxX/+CjvOsN9/CB22/8mebSg//xpgNHGlumFMbUEDJEYBHCOnALhRQWKV0gJZVAKYVWEq0TtBJ42uBrQ+BBxbdU/YSJiqQ18FheneJjXx/nnkM9Juo93nFbk32bVokjzf7tlsv2KPoD55YkRmKtU2tKJgR+zLHzcHJe0IsNH/pyjdXOBP2uz3RVsXVKs2uLZu82wVWXNEnkEr//6Qad5jg3Xq7Zt6PNEycTWs0KO/ZBvRrTCisEvgRr8T2P1T6cm5Ncujvgin19nj0S8tSxKjdeNcU/eOMif/i5Ng8+26DT0yw1G+zdVuHK7T1ecnmbN9zUptlb4s++XKUb+Zyd83jypI+vHREAGJzUio0hDmHLppArLutikoh9Wwb8vVsHjNc0myd9wqjKubkK3Z5Pb+DR7esU1IreQKZ36Ic2ZeuEfpgwCE0q89z7vRB6kaAbCrqJ5vTZVdpf/tLEz3z/xv/0vQevT244uPl3wqX/iT/943/3AH7muc+w48DN6r++J/wHNrz/1267/sHg8h2CQW8cYyWCNCDIAW6RQiMlKClRSjhwK4HWCq0lnk7wvQQ/tAQDQ8Wz1CPDWAWmqoJOKGn1GpxpNvgvH5iGJEISc9WlXS7bGTIIBdYkWOsCNSkFUkr8wOep4z7HzlSo+h51LdlQF+zbKtk4pdk6I9m1xXDprhUilvgfn2pw5vQ4Bw94XLLDIHWLOx4JmKx5TE/A5FiferWCwvnXrZ7PUsew1LSstuvcdkOTJ46EHD+vmR6v8MIrJvgH37vM//gkPHKsTqdvWe1oZpfG2DJdZWZqwNbxHv/m7/WoVVo8d9bw5AlFEFikMkiR6ixrsQbCUHDZzpjrDiQIq4kiH+wk/TDg4oJHd+DRG2j6A0U/dIzdDwX9gaQXCvoD6IeGQWgYDNxjPzRO44fu3guhHwm6kaAdCpZDQTcxHDke8/sfeq7xCz/Z/rWLx66O/Jv/4R/88Z9vTt71I2/4uwPwP/vo5/nSI3u8TUdvf3ev/dxvv/cvz3n3P1Lnl36yzaU7OiAsUoAQBil8lLQo6aGkRSuNVtYBWrkkh++5+8ATDEJJ4BkGfkI1tE5zxs7am4gMYQyDSNCPJYMkIIorHDvZ4NBRS2LBpIayEk7ueEoQaGgEcPlGaFRhoi6ZbCimJzQzk7Bry4CtM6sM7DK/84lxjp+Y4Pq9mj3bJPt2rPDQ8QFnZyd5yQHJ5JjB1z0q0kNZnK9uANNnuVXhwoLmxquqXLG3xZPPBmwYl9QqDa49kPCP37rC73zScOh8g2bH0GwpFlY0GyYaTI1XmWjEjNViJmshrzsYEXgRnopRyiCl+17WCoyRhLFieVkRx5owVoSRYhClj6F090i65pBIMAgF/RAGoXXAThl7EFnCyEmSQZSyepSCOxS0IslKBJ0wgX6XK3c1+Q8/ucjVu+aCex+u/vbt/9eHzOtuvfGPbnriC9Hl137P336A/48PfAEdjOmFhcN//8vfOP1bDzx9zFvt1fjE1zwSo/hP/6jJ5ds6aGUcwKVBZXflobRFK4XWCk9bvFDi6xLAfUWYnpwosoSxIYwMUeyCrCzbFyc2XbItxrhgMkuWiDRw1dLZbYEHQSCpVST1imK8IZkcg42TCbu2dBlrrPCxuyPuPTTF6uIYV+1U7N6quWTHAKFW+ehXx9hYU0yNSzZMDLj7Kcn5OcWlWyBKBHs3Jrz0mgHPHptgqSlYbjb4gZe3ePjZPicuSOoVie+Nc+U++A8/tsjdh3t8+q4NLLZh18aElZZmoqEYbwQ0qj71apVKYKj4CZ42jhCkdashYAFj3OqRGEkcC+JEEsWCMBZEkSSMBIPYsX0YwyB0AWoYGcLQMIhdoOrec7JkEEE/SmVJJGlFgtUI+oMYwg5X71zhP/2jZd74kpjllYDtk497QS343TOnhJqZ2fIH5098Mt629y1/uwG+ZSoW3d7sTx89euSX7/zGaa8Tb2CAgXrIZ+9X9ELNW25u8fbXdBhvJKheFaUMSidoZdA6wdMaL9T4WuJ7ioHnAB36wp2YSBBGijCGKCosvzgxxInNwZ0kFpuytrUO2ABKCpQUaC3wtSDwJdVAUqsKxmqWiUbCzETIxqk2yBX+4muKD35xmg2VClfvEuzc4rFzi2HX5lVuf9SwvFLl2h2SiTHJ5FjIqXmX+VMKkkTSqCq2bor5xpOG1ZZhdingyn01XnZdkzvvD5isQxD4KDXOVfvg7792Hk/O84m7J3nmfIXNrYgN4zHjdUWjKqlVFdVAE/iawHMevpYgpc2/I9Zd1MYKkgRiI0hid8HFiSOBjCCi2BBFJiULS5Suihm4BxH005WxFwk6kaAVC9qRJRwMGPfavOOti3zfzR1efh00mw2MCdgxU6HVfc47e9r7NVFRnpD+76TX399OgH/ik5/DROZn77zn2V969NCZ+lRFUkkMXiRoy4BQKr78iMf9hyostpf4uR/oMj0e0elV6aoKnkrwIg9fe/g6wfc0fmQIfEkYKsJYEKbsk7NRLIhj5U5aYp31ZyyJsQVrl5hbCJzNpnArgw9VH2oVQ6PmBvvMTPTZNL3Cfc+GvP/2OsfOjLNz3GPfZsH2TT7bNwku2d5BeCt85ZFJJgPF9Lhkom6ZaPQYaxh8z9mexsAg1Ky2I1rdhGZHsbDq0e42uO36OT5/f5djFxtUgwitfIQYZ982yY/eusSNl8/yvs+N89ChSba1JZvGIsZqgnrFXZBBIAk8iadT61CJVPqlGLepZLGF358khiRN9cc5MWRAd4B2q6BlkIJ6EDtJ0osFrUjQjqEfxph+n7FKi5/7gSX+5Q93qfo+rW6VQRgwCH0GoUcYeST9E3WF/E/e2I3qofu+9BsHX/yav30AX17p4Gnvn3zow5/4pRMnzoxL64AjY6e3PSFoS4+eVLRCza9/xOPh51Z5+6vavOZgm6nxiE6vgh/5+J5P4HsMQk0Yue6X0FeEsSSKJVGUPiYpwJOUpRLhymhTC9Ba4bBtXRArZCpNlCuk8j1DxTfUKjH1Ssx4Y8DGqTatXodf/ajmjsemabfq7Nsg2LlRsG3GgXv3lj6N2jIf/IrP+Yt1rtgimGwoJscSjB3Q7gm0dGAz1rH4eC1GqpiVjsdqC+aWqxzYWeVHb1vlL77ic2bew9MRSnpY2yBKFFftWObfv7PFnU90eN+nNnDxXI0t4zBZTagHCdWgiE88LdEqDZzTfIL76sWF7i58MIkhTlc4B3RHDnECYewAHsaCQZKydgydWDpgR4YkHDBeafO6W1f4kVd1uOUagxQ1lpsVwiggjDwGkUcYasJYo6Sg3ZwfF4Mjt81N/ZPf7kSWwcAm0w35twPgv/rr/xczl75ffuL3k+sfeezCuLQwVoVBZHMvWwuLFwt8KejICq1Q89n7A+5+tM6rb2jyw6/ucssLQiYaAWEY0A99Bp5HGGmi2EsliSKOVQpuSZwI4liSJJneFKneFpgR5nZ+ukEp8JTB85yGrVci6tWQRq2HUm2+/rTl4/eOcdcjG9hcV1y5BTZPSTZv8Nm6UbJtJmTf9hUeOdbnU3dvZNpXTI9JxuqSmck+R85Z7n40QFp3MSWJQKB4xfURdz8ZsrBaodVJWFzRbJtp8NaXdnj8eJMnn9lAzY9RSgAeJqkxGCi2bQr4kVtW2DIxyyfurfKNJyY536owFQjGKpa6b6j44OsErdKcQfp9y3lrm0kW4zzzjNHjFNhxApFxhBElMIgdY3djQSeGXmQwcci03+EVL13lR17d5NYbYmraJwxd3UoG7CjKiEnnwW0cW5ZXjr+yLj93tN+59demJ6q/14+srXh/vcn1v1aAp9OkKnNLi7ti84dv//LdF/7+7HyPSqCJEptmCF1CIg/qEghkyuaxZjkO+Pg9Ve54vMuLLm/zc2/rcM2+kMlxTZL49Pp+etAcyONEESUuYZMYRRILYuOcA2MFxhSVdzYHt0VK1xPpKYPvJdSqEdVggFYD+nGfp08bfu8zEzx2bBKdBByYtmyasGyYUGyc8tk8Ldk6E7Fna5u51RZ/8uU6NqqwZaNgvKEZr1vGaiG9JMFYhS8FQqYMbhRKK2JjaPcNrW7CaltzcbHK5WMN3nHbKr8yX+XEfA2tIydtrCY2FQaRpN31eenlbV58eZMnT57l9z49xrNnGiwsVwmkpOoJGoGlol33kadSYpGj54s84DYG4tTlcfIOwkQQGgfsfgLdyDIIY7QN2TDe4dr9bf7lD6xyw6UxjZomHDRodQPC0COMMzIqgB3FyknKWBLHEmHj+sKpe+rHNoz99+SSa46Fg97n/1rR/dcN8IceO0ytWrvs6Inj919cWPE6bSMqnku/u6XSOl87tQW1BB2DJy2BEvSUoKMD+p7HcljlCw+7AZjf8+Imb31lj6t2d9i5ocd4XRPGXtohrxmEmihWxEaSJCoFtsQYsIgijEnB7XvGMZxO8HSEp0IursQcvWC45ynN4yfHeODQBHFUZcuYZWPDMjUmmB5XTE94bJySbNkQs22mx+TEMh/9PNz39ATXbhNMjgnG6pJGzdCoDWgnIb6n0LGTCtY6B4OBpNtPaKUFUM2OZbmlmV8e4+YrOnzPTcv84WcC6ksSJSIHSKOJYp9BJOn2PTZMVDh4oM17f67DA8+0ePykx/1PNji7XOHZxSqBklSVk0e+tgSeRZHlG9xhyZg8sU7ORcYxd5hAL3RSJbIxNo5o+H0ObOlxxe4u3/eqDq+9MaLhe/T7DdpNnzD2CWNNFHkpmBVRrIliZ1NGKbij9B4nHp32gEce/JzXXf7STbfc2P/a8Sd+obvv2l/+7gN41L+IDjZXvnb3Xd/3sU/e7iWDvnSuhwAhkdIghUjZ27G4Tixagpc4Jq8oSzVJl0IVMPA9mnGVv/jqGF96tMeO6R5vfGmbzZMxuzcPOHhZF4FiekqilSRJNMZIrJUpc2frcpY8MljhmgJ6A4PUMd94RnP8ouQLD9Y4eqHB6moVX3iOracM4zXng080NNMTmukJwaapmC0bemzduMJ9h5w02Tau2dCAsbpmrCYYr8dIGXL4tKLZVWyvOx1sLQwiyaZpwWW7Bnx9wdLsWdo9x+KLqwGzSxO87aXzHDq1xENPzeApCyLCWogTJ9H6oaLX1zQ7PpONOi+/psOrru+ydNsCxy7A5x+qcPxCwMPP1hCeZqGv6S8ppJAIIVJNLlKQ2xTklsQabOJcrKmxAeMi4oYreuze1GfrVMT3viRk85RgakzR64+zvOo7ECfaSZFYp7Ixu8t17sKBPhJUAoVNBjRXo3/39Ok3iJldr/qVIyd+tn9g75bvLoCfmfN0p3Xk354/e/L/N1WJZaQUsXFLHwKklE6exBYpHdB12sDrJQXI/dhSVYK6EfQTQV97DDyPZr/Kk6djnjg1jTAROzb2uX5Pj/F6wi0v6rN1OiKJYqxJT5wtpAmpBpXKEhp44Mkqh07U8CuSR4/XuLBUpaI1Y75k15RlomIYq1gaVclYTTLe0EyMaabHYWYyZtNUnx2bWiSs8ME7JlhaGuPqHYbxhuuxbNQMY7UIayMePOSztOxxyZTLLloLg4Fk44Tkpit7fP2xhHZP0unGtDqKlbbH3FKdK/f1eOermjz4TJWTS2MoYYAorTHx0gSNoDuQdHoeq52AsVqDybE+B/f3uPnKPheX+jx1skWlmvDUCc2DTwYkViKkIK/Tzm1EC9adsCS2bN4Qc8uL+kxWDdfsMWyfEcSJxpgag8hjccWtnq4xJJWKKVtncZHz2p3vHiUFuN3rwgxITMChI4kM5dlf2L7tmN66Z+Y/APF3DcA/ffud3Hf37X673X77ocNHfN9TCGFRqQed6b/sUaUWnpYCbdxzL7FEicsmRgYqiaWWCCLjtODAF4SJR2g8ImM53xzjzIMGqRK+8FhETccYa9xJsq5bXWRnUEh3lxIjFM2ORxxqAi1pVCyXTEPdtzT8mGoA9YqgVlE0qoqxms4TPdMTMRsn+2ze0CY2K/zaR6o8dnSanRssE3WRgltQrybUKyH1Wp9KtYqXBnoilQWJEYSxR6/XZ7VvmAxcrXa7Z2i2FSs1nzOz41y3d8DP//Ac/+0jmrOrVRAJxsYYA1GiCWOZ1o4oOn1Np+fRbAdUKzWqabD8imtCPD/k4P6EH3hZ31VkSpdUczZpEX1n5JAYZzVONBRK+vT7msVVnVZcOjDHsSI2LvaJk+wxDfbT51nQH5fcLfdz53DFSfEYxpITR57yhVD/8lW3vUW1O4NfaNT/93ep+N8G+FNPPoRWMjgU9n/v/JlDOxtVx9ykgZyUlkRaZGKdNEncayUhkS6zqNMv6ZksgrfOtjLWHYA0yo+MCyBjA2EgSeqS2GiiOGAxdBlwa4u8gatIBJ1KIy8NbDfXLdVJS6ANlVSbVjxBNXD3WqCoVTWNmmKsLphsGCYbMRsmBmyc6rBt0xJ/8DnDJ+7ayKZxzYaGYbzmLoZ6FQfwasjFZcPR8wFVX7ikC1mln6A/0OzfGrN5ekC7E7iGjl5Cq6tY7WgazQpjtQl++OXzHD03yx99ZntqGRqMiVPPWjMIs/oRSbevqFU01cCj6ruiMd9P8L2YwEuo+AlaJCiZuLhIWIQ0Qz55tvoliWRx2U0sMCZ7FCnIJbGRmBTESZIBOgV1IkoAT89ZLEo/o2TluntiBMsteOSxZypXX7HnFcvtSvDgQw8OXnTwRd85gD9yqIscq9YuHv/S75w8+tiPtdqxCAKJylLjKbhjaVHKZRaVFA7gypAkjs21Sq2q1LfOSj2TEQsrf53ZW2lmztoM3MOfL7MkpXAXl049b19aPJ3WtWgIPEnFF1QClzCpVjT1qmCsBuP1hIlGzORYyMxkh60zyzxxos+ffnUb9UrA5jHDeE1QrylqVUG9mvro1QGPnRI88myFPZPu74uUwo2F7kDzwsssB7b3eeDJcboh9PoJnZ6h1ZGs1jwWVqpUggl+6JYlHjq8wFMnN+MuWUNiEmJj02SMqyfpDSS1iqAaKKqBIfC8FOAGTxs85bLDShlUSj45k5eOW5YQckkhkbtRJk31J6ZkxSYydV5E2nDhfpa/zlm6yE1k5zZOSN+zJKk9KU2f27/4tRdf94KD/+OVr3jNz1i73BVi6jsD8DH/GJ7x/sWZU4d+3Oc8E40aYZRJEfcFk/RAGuMclERaEiVQiSBRFm3cl3O+tasTSRKGQG3SLGRSqiPJkxWZBVgGd3rCpCjkkRKglMta6rRTx9fge4LAUwS+oOIrKhVJvSJo1CxjtYTxesxEI2R6osuW6RUeP9HlX75vE+cuTnDJtGGiBo2qpF5V1CtQqyTUKjGeN6AXWrTUBIpc82YSJYolSeLR8GP6iaEzkK59ru80ebOtqAYBFb/Brs0Rv/rTq/z8+wRPHN0EVpKYhCQxxHFEGBkGoaY/kPQHkmoAgS+p+BbfV/ja4msHcq1tDnAlrWPxXKqUQA6Q5g9sBnAr8pqWoraFHORJysSZ1ZgTVgbwMqjz85ye/8SSGEPYtzzy1HlRHTv843v37joeRdF/+t/B6P8ywD/96c9y+HBnu7Z3vrDXmQNRwU//tcQ4UMUSlBEO2EY40Ks0bZ5/KUuibJ5wcNk1UWTZSl6tTVnbprUkNns+jO0C4JLcuZFSoKVLfDj2lmllokzBIJ1EqVjqFUOjljBWixivh0yN99g0vcqjx7r8wv+c5vi5KfZMWiZrpJpbUa9K6lVLLUhoVEOa3ZhP3lvFJhpfucBaiMJ7jmKJEpo33dzm7kMhrX4lbQFL6PYU7Z6k1tFU/YDAH2Pf5phf/gdL/Js/lDz67Ebn+ZvE2Xpxko63kAwiRX/gvlMQCAJPEHg2/b4uqNfKrahSWhcbpDUrgmGgF0yepfgpsbmzFnPA56RUgDp/nQyTVlwCtjEZezuAR7H7rIeeOUWze/sLX3/LS7bf+ZXPn7v11a/7mwO4jWdBbdx24rmv/eanPhe+9eRZw4Edrp4D4eo/MmAliStmSgwkUqSSIwN19iXdF7almhEz9OgOaGZnFQ6JLdiGIh2dZSpFCeBKFvUZnnapbM+TDgC+oBK4EWvVwNCoJtRTcE82esxMNh243z/F0ydn2DMt2VBPGK+6wql6VVErsXetGmJFyOzyGFK4bU7kUBbRMZqxHpsnLdrEdGJBL7S4MRkJ7a6kGigqvofvVdB6nKt2xfzy35/jF94Pjzw7Q2IVUWKIS3UjYWgYBIqKL/FD9/18T6YXdVaI5QCeWbZyDcjLn3UE6KSViZnpYrNyCErMnr0eWY1LdUHZ3WQklz7GiUsCTlW7JN3mW49fjJJX3fo9/+zE6cXze3dt+JsB+INPzeL5nUvnL8y/bUNjjvF9NeKENGBxTC2VA3qiRPrFIFblss1UbiQjoM7uKUtnQLdl5qZcNGWHzojIdbdIjRNRVAsqidYZwAW+50pjK4GlGhiqQUKtklCvxozVBozXHbgfOdrnX//BJE+dmmHHpGKmbhivCuo1Sa2iqFUl9Yr7N2qVmECHPHAELi751H0nzYRw1ly+3BtJt6/ZMiW46pIO9x9q0B1k7WAmDToVFV/he36qoSe4clfCr/zkHD//Xssjz24ktimTJ5YocfXvYWQJfYnvy7Q2ReYrltapTJPkIM8AnhVm5UdTlKRfJgtxbkt2ThIrUqCTA9uUX6eVnAWwi/OcAz3Jzrv7mTWCo2cr9AYXuPzKc29Lukd+R5nO+b8RBv/6vfdDorfNnjn0y2dPPErdl1QbCb2BzL9crp2l01pGutfKDi9lxoBRYhjc6fO8rDUDOO7o5oxScEzKOiX2Tn1eJd3FphR5OaxrmgDfs67u23cFVtUgoVpxtSiN6oBGvcf0eItHj/b5l++Z5pkzG9k6odlYM4xXoV51VXwFextqlYRqEOF7A54+rllYqLJ3E0UtSHpNmtRJ6Q00l+wQXLWvy11PGLqhdLNg0ukBnZ6rDvQ9jad9tKohpeHKHSv8+j+a45//nuWR5zYSGc2GxDiARxAGrnY7CIwDeLpauQIskd7TOhVZSDmRgT0F9+gtI5UM6JlsHE35G1uAtYidClAXz0txVRn81jIILRbBXV97lMnG2C9fe/X+tx177qHzl1x68P85gD936CE+/ocHufWtv7+1ak7csH1qmX5Yw1pL4JmcmVUpEFHGkihyXW1yFi+udueKZOzGEGO7dHvB3NiSFZieifKyKoXT/DJnb+ecaAVag6csvrZ4nqXiGwLPgbsSxNTyQqsuU+NtHj064F/8/jTPnHV24EzNJYDqlbREtaKc6xKYtOEgpuJHSDWgE3pIpfGURSlSFi8AkiRZ04FH3Y+AmHYYuFax0I1i6PYlga/SQNHD0walakhpObDN8n/99Bz//HcNDz+3iSjx0gZjS5hYBp6lEpc0uGfwlLvIs9Y/JSVSFccpA3n5eOZp/ZFgvpArJeloslr7EiPbAsy29Dz7eW4s2GGgu99XPHJolYF89IbDp5e3/vS733H+G/c/wktuuuH/GYAfuOKF4p/8u4Vrnn366x89c/Ypf6IR4HsJJgsgSxV8SWJLUXdp+bLk4xlsHqgMs0DmjpQDnHLBVP6kpBmze+6aZPd0GdbK4nkpwD2D7xkCP6HqJ1T8mGololYZMN7oMd5o8dCzMT/zOxt59uwMGxseM1XDeMXSSJm7VlHUKopqxbp7YKgGMdVKyKlZw598uUFQcXU2mVORfWxrC4ut3fX50dc0+dOvdplfrNDL2sAGhp6fEPRlUf6qvZK9Z7l0O/zWP13gZ3874RuHN9KLK8wkgjAx1DxXvVnxLYHOSmjdCqa1SQEuXDN3utJl5ODkVAZyAcKCLSg9I5iybDR54G9LK/Dalbl4L8XEGrYvSx1LvaJYuDDn119wzUfPX1x8y9bN00+WYfDXCvBHnj6uMJ0/TnqP79m1OWQQaSwZUztb0HWMCIzKdLYYCkCMJWXxEYckA7URztM2hdbOmbv0WbLDXQ6MZNrFIkUZ3Dat9zau5U2bFOAu8VHxYypBSLUSMtHo0o86fP4h+C8f2syzZzewoaEduKsFuKsVRaWi0sSQC0wrfkzgxwR+iCGmO6gy7gu0tI4Z8xA4u5idpxzFmkZdocWAfmzoRSJv5A0Ghr5v6HkK35P4WqGVRik/vWgs+7YIfuWnVvn1P0+4+/AGzrcb9BPFuGdp+IYwsQTaEsQWX2cWqS3pcFEweOr0ZI9l6Td6K85JydHK46UC9OXa8+KcF2C2peeFdi+1FQIrczFfvufpPa94yc4/bq/Ov4i/Qhr/2wb4ubOn6Q+i1/7qez+7+ZVXHOXK3ZpWF+J0pkhiBIkSmERglCwaDTJWt7YAuMlYWxTBZMkpKUfsa5i7BPD8JEibJ3QyeaJSpyCzxbzUB/a1A3eQArLih9QqAzZMdFho9viVP63xx1/ZSGjH2dhQzFQNE1XLWJ7Cd72atcDNOKkGblxFJXAXiqcH3PGoR2I8x5YytQhl8T2K1jFJlCik8LjtBW3e85kNtCOP8ZTFK6GbRpUxuKdUyuApuwoXkF2+U/K+n2/yZ3f0+M8f2MTF5Uk6Y5rJRDEWG6qeJYhs6oe7GMT1bYqSmyJK5RSitCqKb6rJbfokJ6MhqVKqO8/kpi2zdpHTKALQUoBqXWJotSeZXT7F0UOf2rznsne89viJ05/bt/fb2wHu2wb48uJRjDE/c9XW3tY4amDtAF8nLhWfMrhJJIkswJxkyYGk8FAzWZJZTIUUKbeUiedl7jJrZ+WvOXun5QF5taKy6XKcZvLSMROBF+Pn4O5RrXS541HDR78+xp/fsREjxtjYEGyopLKkArWKSEEtqQSKSsreFd/kK0HgRWi/z5cfnsAkHoEqanByXVvUNLkUdqJQUvOaG7q89xMh3dh3LB7ZvKO9NzBOO2s3G0YpcgZ3x0cwOS5592taVPVF/vLrXe54bANzcZWurxiPDTUvZXIFvrZpXGJzFs8uHJWWNeeST6ZRzmi2s8Q6GYtnoB91vQoWH07SjSbuCtniSDBOXwsBDaX52gPJ1r489TNSis/9tTL4w48fw3j6J97/wQ+96JYrjrB/ewVrQesEaY0DthEYaVPwipIkcXIlZ+8stZ42IuStZCV3xFqxLrCHAJ4BG5tG/2lmTtk8SzcEbuVqMnwvwfdDAi+kUe3hV3r82Zc0/+WPZzi1MoXnVdhUhenAMFYxLjsZuDFp1YoDdzVl74pv0wDVrQjVIGS5ZejGPkorfGlyl2JIg1OsbnGsGEQ+ge4xMd6lOajTj6SbGuVb/NDVrjtrUxXBoXCbaZHWjxgjmGhIfvjWNq944SK//EcDPvDFGZajBr3Aox4JGp5rggiUyEHuyTTxU1r58kBdlI51icVHybxMRMPncZjBC3YflqfFa1GUYaTmQ2JcHf3hU5J+co43vvKeF115/bt/orl07A/Hpy/53wf4hYsr/N5/voI3/OBvvXi60pmZmYgYbxgGoZcW4QiMNCgjSYxBp500iSk834zJbdqAUKR/i5qHYUlSKnUdArbND7Bjl9KQoDT40tINv9HZXSeuJU3H+H6EryOqlQGB3+OZ0wl/eXeVP/n8Bs6vTFKvekxVLJO+pVEx1AKopwVYlUC6VH4gqfjOO68ELlANPMfejXqfL92tOHaiRjVLqGTuRAkh2YWdpIVKYaS5Yh+84ro2H/vqNO2qphG74ZmD0NLXBu2ZwuaTsnTh2KHETJxItox3+Pc/3mHf1oiP3T3OU6cm6OsqnURT14K6sgQ6mwOTFqEpdzy1KOKY7MKUYtiGXcPkZYCnXzBrEcyclqxWyJbYPKslGgV7YooGjOyxG0F9RfHAY72ZQ2cfePG73/nP/7DdXKYx/s3rVL4lwJNwgZ/+hYd+8sKJD7/re150gomxAEGE70WlKjOJMSZlaZmzU/58qHinsARzh4Rhp4SMxdcDd5m9hR0Ct5ul4h51Wljk6RitE3wvpBqE+P6ATjTg9z5S4X2f28Dc0gSRqjJeV0wHljHfBWdlcDvGVmkxlkjZ24G7klbtVYKIJIk4dMqnGwVM+enyLzNQiKHvVg4041gxpjRX7g75qB7QDjU9X1CNUu0cGbzQpIVSEiUFQrkpXCI9hU7buwRSnEjGah4/+4Md3v7aOd7/uRbv/cQGlrsNejqg7SlqWlBVECjjgC6tyxWknzkHeQ5wO2wfjtD4UKxUZvA1TF6s1kkuVUpxiR1m79hAbAUxMLdS5T2fWuX7Xr/0rgvn73/wwvzS+/63GPzi+eNs3rq39uA97736+PGn/QPb5tgw4RMnugRslbonGbDLvZClSjQr0uKdMmMXzcAZoIeI2zK0LBbgdndZYm9XQOQq5bRK0uGcMZ6OqVRCAj2g2Yt58EnBH3x2gq88OslSd4xKJWDGh3Hf0PAtdd9SDZwsyZk7UK5eJZAEvpMmFa8Aue/F1Cohcysxn/36FAM0vi6BO2ssyjR4vhw7gogShbUeb7qlxXtv77KwWqMXCwaRs/r8CLwwyRM0WinnfKQTeLNjVFw4rrupVlVsnurxs2/rc92+87z3s+M8fnSMpU6dvgrwfEVFS6oSfGVdlWVaUpxlOIdBXgJ6sSAxespyeWnFMHNT2MOmBPicuW3B2LF1MUpoIbQO6O0wIai0mJ095H/k08HV//Qnf6x26PDR7pVX7P9fA/jc3CLNZvd7zlyo/LOPfMXywqs0P/3mNp6uEMWaJFEkxqBU1gMpC+bOgFwe2ZADnCGQr2HsErDdcbQuyBkFtjCIlLllCdzuHhMEIb4XstqJueNRySe+Vuf2BydYaDZQ1QpjdcWEB2O+C8JqvqXqk9eFZ+B20kQ5aeJbghTYgZ+5MRGBN+CJ45LFXkCgJb50CR5VWuozyTzU0Z6ItANGM1UV3HBJh0/fP0k39ujHgkpk8UPn32vtgk01cOztLqCik7hY/tPqPiuIYk2t4vGWl/V4xQuW+cKDbT7+tTr3PjnOfLtGqH26vsKTEl8KAgm+TLW5KCzXjMWlEGvqVdYEoENJudJ3Ll2EyfMAPLauySW2gshCZN0AUeKEMdnmTS9e5eqdAq/GP3vkkSfuGgx6H/9fYvBwsILnT8w89/QX3yzDw7z1Zsul+yJ8L8aYEDBIqVEmSVlbFuxtZQFsI7CkQEcMaW6GAL6WEvLKtiyYzACeJU+kdcX70qCkK+T3PScXAi9ioRnzpYc1n7u7wSfuG2e5VUf4FYKGR0MLJjwH7KpnqWbg9gWVQLj6cF9S8dxAnYpPzt4O4Ma5MTrG9yIq/oDb7w+4sFJluiHckp+7EOsEZrlEKXT4hgnNG27q8Ml7IgfwSDDwIIjdNCkvNM7aK5UhOFYtgZyCSJK0CTv79+uVAW9/VY/X37TMp+/r8Nm7a9z9eIP5Zo1Y+fR87cbkSYEnpRvtkTaKKGFRQqTnodDmI6VApXNZaPIhkGcAp9TsbAWxteljWkprKXVoxWAi+knMnY/UOX6mTr16lGBi55t/4Htv/frCcmthZmrsrwbw+flVJsbZc2qWdz1y5Axvf+0yl+3sEsWWhAjhmQLcJYBbKwsGT8cS50unFWmX+wh75/8ZIoVSptKW7iaVJcUcQ5kCO6hExFHMuQXLodOaP/n8BPcdanBxvk4SVNANt4HTmIa6Tqh5bq52Je3ocQydgdtV5Dlwixzgge/KEgLfdcn4nqtdefqk5ZlTFYT08BWljKNIg8wC5mtAmCZ84kRzxe4+V+1t8+z5Kl1PUosTB24FobZp8JxOrZISSZaUcRN6CwlELhldWYAmjj16oUc1GPCO2wa85gWr3HeozQc+X+fw6Sqn5qvEnYC4qhlojRASlc5l11K6mnrhOvNz6cK6SoXyKc1rV0qgziXJ0HsuzU8O7CS9x2BjImN55DnNSrfLm286wfbpl71rebn5u73O6sJficG/+KU7mTv5EZb8CTVYmUdJS3vQxsoQ5YG2McYqklilwFY5yG0uT2TuolA6oeTTpdLgcn3TadjnzthbmrTVygFb6wSlYoSKmVuGO+7WPHOqyh331bjYqnB6vgY6QDU8alrRUJa6tlR1CmptqXgQ+CKdMV6AO/BdHUjgSQIP/CH2Tgg8k9qOMdXqgOOzcOpCFSW1kyeyvLQzopVHvd+sFUyzd6vl0i0dnj4xRbfmWDzQ4MUWL0qzs8rkGUhXP5K5NDI/ptlKWlRvpq1miSKKPYLQZ8NYyPe9bMCNlzeZ7TT58jcCnj0V8KVH6swtBVjpEUkNShFKCelOG1kqXyKK4qwRYspOpRkBeRF02tQ/z5IfpsgS5cBO764skVTRM15L0HKcT3z5SYJvzKmF5SaPP/x1rnvhLd8+gw/0Kzc9ffTY+z7+xfvFxdWYrz89hqdr/MQbu1y2M6ZeNezYOkBbgUiDTWskiZVYMwxymzJ39pwc4Otd+7YUzBSsraRFpA2zViUYa1hYgCPnFB++q8ajRwNOn6nSHgR0kwC0j6x7VJSgpqGmDBWVgrpcTegJ9zoFd5CWmQYpyHPmzupXvCRlbgfuwI+QRDS7ktD6LhUujRt+KYY98DLD2qwsIWsDSyRRohFW0aiHwIBe5NHXgmps0zLYNDmjXOtfUXsjS6UAsgBU+W8kMge4F6djlCMP3/PZMB6yZUPEVTsGtMMup842efyoz1/cWePZswFLCz6x1cRKYYTKG7hdetZdvUWDtxg5m9kTW7xaA2iTvk4zYCnIlTEoa9ixLaJeS7h8Z8SPv7GT5gL6nJ9/Suzau/d9mzdde1u/35z7thn8Nbe9Ujz7zJP7TDy4pNcJePbsNAsrPsIMuOexKkoY9uyIecvL+hy8LOSFV4ckJqbhWyZqQApwrHSJnxzMhTx53oVNmLTdLOv6Ngxiy0rHggdnzku++pBPq6/4/H1Vjp6u0El8YuvhlhcfFSh8JakqSy0DtXJOQZCBO21X8z0ItGt6CHxXnurYWxD4EPiFjMlAntWyZO7J+cWEj98xxnyzyuR4plmH2btEasMsnvc3SgYDjw1Tiu+/tc9dj3U516zR9SW1WOBHECqLjkFHpNKMQotTGgWBLEpbjcgtN7dSuAm9caLwdAF0T8d4XkRDR1y/P+a6Swb80Gt6PHda8oX7AloDxV0PVTh3zgctWepq+pFKAS2x2RL1fPZKYa0UVzllOWIQ1jJRS6j7hsQaXnj1gIOXh7zlZX32bI9RwtIIBCbxuLgQMDdbYWmpf8n0jNp33Q0vm2eN0H0egPf7zerkhP+BSf+p2k+9tcfY1zp8+KsKKzxasQZrePyo5YnDNbZsjNm+JcIkloOXh7z5lj7WumaHqYblwN6ISpBepPkZfr4hiy5wDAeCJ48ougOJ1pKnT3p89CsVrJAstT3OnA2IrcJ4HlZp8Dyk1EgpCaSgIlNQS5MmNFwNhp+mqb28F5N81ngB7kyWZA0RTpY49jYEOmXvFBCBN+DuJxV3PV1H+IpAZaOLS+7JCLHlLlKpNifrTB8MPG65qs9Lr23zF3dN0I0D+jEEGsI4nSWTD0+y6QgIgUgH+hQ6P2NyMRzQpqtF7KXjHhKFl2jiOCaMPbSKcxdKqZhr98Rcd2BAguHs6zsstwRWCD5yR4WnTnhoLegNFE8d0YQDldbcrAP0Mrhxdf5B4PAx2UjSRgfLW1/e54WXR5gEtm9O2DxjIBI5aSaxK7v+yqOGP/uiYsuGw7V/fdWLPtBut68Dut8WwCv2EEuDOf/YxVPs3d5iekzgq0kGeCDd1WcVWG04v+pzfslpo4efM7z3s+65jS3bNiS8+uCAibpxA4CGOxVGmNuhQEpY7Ug+840Kyx2FkE7Xk2gQynUOVxRI91oJF/UHCirSEkiDn/q6XgnYnkqBnTYbe54g0MI9pl0vflq159rYnDTxfesY309ZO/W9vVSehHHEodM+rU6FoCEJZFpglduZ5TrC4lznRVemsFhjowgjjw2Tkqt29wi8nqtNiQVB7AJNHdlSN45x9dv5RZSFfJkVK0udMlknUZLXosdakniSOEmIlULFWQ4hznMJWiZI5RyqXZti9m5NENLwwgMdrHUFbasdwWfu9VntiXT+ofgWkaf7TBN1w20vDNm6wZLE7mdSOSxYKzGxJuqkK0Q6pUxKS5IkrHb7CG+earXJI4dP+0fPRev+uTUAX1pa4uJq58f/8vYvTL3/8xOs9KqsNBUDq8ErRUlZXKzKesri9rux4FvOr1g+cHt92BQdRvUwwDMZIyUEAjyJzTRf/ugie51m3QJhnfRIkxR+uruBl6Whlc27eLJ6aNflIkrboThwZ9LE9zKN7manuFmGJh2/kKSzyt2wztOLhq88VAPl46vUHhwJMNcax+XsnkiTGzIdqqOJE4/XHBzwoc93OTxfp+15VGNXKOWlRVLZ3xC5ZWoKBh8pC3CxUOZUCDcT3JjcwdGxIs42HFAJSit0Zr2qJN0SJSEMDUIalHADl5yMNNR8wzteaxDKpjmLkt6G9HX5y6cXoYE4UoR9ka44AhOVrWRZMiRkrnK0Mrz9VYbvObjMcrPB42fvn3r1S378x5vN1d8dH5/45gB/6qnHiaL4HY891RurioALnSoDKxCBHe6DhGHdkQUMlL6cMuCXfr88BXMU5KmWyxGRURMyLf5xSWkt3VwTX1i8PPOWzjjMar/TMtXsuafJu1kyFve0wPOynkVFNkfR97Kg0jG3n3b9+F6Set6Jq2vxIqSMOHxKcvxiFaF0niDJ60TKZafpVx2qx8g6mJKiLiVOHIvv3jzg8j1dnp0b0Is9elpQSUfc6djm9e4y1eLDDcMyPQ2itFrIvEw10Zn/7u5aG+JEpgCX6MQBXKokfSy2lZGpk5U7WtKButc3hZWbglxgR67r4vyXnbQ8NksngpqSKeEu0vLPXYYXK6n5FWbDMapmdeyZQ0+/Qyrvd78pg8/OtwHrnz/yIfnGl7RY7SWcXgwY8yHMKr3SP+geZW4D2bK7PxQtl7/YOuyds40oZgiSdsOnz7OsmifdXHEtikImXQK4UgXIi7vIN6/S6WPWVe97MgV5Ae7iXnT++KUmCReMOYBHNuIbj1VZWqmixxR+luYeTXGv8+2HQG5LboqR9AceU5OSl1zX48sPDWjHVXqJohYXK5NObDqxtpz4MkOBpjvyojAr8oZnU6r1EHiJzCsvHcDTuhepiNNBQVJkj0UOomwEyKFcRQbwIgu9FgfDCb4M8Bmgs89dyK1hu9kk7vudno34yzv7HFw9Lf/Pn/sh3yadUKj6+gCPogHAr80udw4udWdZ6o/RjyvUffCFzY36TE6712II9NlBNethevTrlRIFGZiz0coqBbIUNk0wpIFV1q0jCoArmY1CcCff1YKLIYC7hmORdpaPAlysA+xUnmiD57l94Z08ifF1hK9DZpcNjxytYpWfZv9KxV+lwLLsgefgzk9ceXyxyGf/2URzw4GI6ekurcUa3bhKTQm8VIurrDxYOF0qMQgh3WP+l0pLfNl7z+qGtOujNcrkDSuJEsRKOomirJMo0qZJtQzctmDvrOAtLZvIWLsojrMlVBTHYW21aKktMa9LGk4K2pHnFT9mbKxJfSJiy8bBwSSOfy2Bf/a8DH7h/CmAzV/4alM++PRWFjuCjTVbFKlT6pUkNfGtTR8LUx+K3x9FdbnuKC+gohixJtP3MlDnXTplsJd7LoUDdg70tFvcSwv5dc7eLqB0LVsyvzs9TmEfeoYgmwSVsreXgdxL8LwYrSOkDPnqox73PtFAVDR+CvDc/87vpfavNQxesHfhibukTLfn85Kr+7zyBV3+9MshYRLQTSSVtLFYS1Bx5oOnXT6xWZNUyuSKQaSJlXJ5qnRNB1o4Ta4EiRZufqSSzodOZA5ulYE7v5BNXjIhS8M8xZA8saUL/flZrwD8SCKwlBwsqk8dwMPQY89GxbtvC1juLsoTJ09tHv13c4D3e02CytiBJx78yI5bru1SU5a7HoNWzxIZUZRjphJktMYgxfiaDzy0KJWW6zK48/ruvAy2lAYWWdq7tPSnUsV1thRgL8YhZLM/SnNA0m7yYj5IAe48qNRFx30+z6/E3J6O8ZRj8F4S8/ufmSYUAVoq/KwWvZQDKb5j2b4b1uHZSUuytHpq4yWJRlqPf/i9bT55Z5+VpEI3qVBNwEsEOgEVu78ZZVIllQuidNyz5E8OGp2yuE6nh2k3ysHT2VAm18aWJDbNllqUkqkzZJCqBG4pS3+3SMqVS5rXA/q3upX3Usp0uS3p9ayXIDaSVifga49VOXaxx1JyfPc/evf3XbHSbB+eHG+MMrgiSZKfODO7+NKjF8/TND6r/RpKON3nAG6HgFuW2Oul3ddLwucfMyvYKQM9r1hjGOgimy9YmjU4dBdD7J23YWUzQFJ5orVMQZ51mZdkSQpsrzTHz/cci3tethuEY28vCDl8QnJhqQLKQ0nh9Pc6zJ2HF2LtMbFkmcaiNtx1R2Ujij22TEVcuqPLg8dqRNqnGwsqSrhgU5LOW3d9nzIeyQCX11SbMnle8FTukU3/vjKOuTUk0qASkfe2JtnfSLKRb9Ixd26J2mEGL9WPZyOav12AFwQ5DPRRTW6BsXqfWqNLtaZYXD66EditlDy8hsE7zTl83+PoKcsHv1CjPdDOqVPuA9qhPzwC8Jwxvrnwztm7pE0zeVIcjHJpZgHu8hDNIoNHIVmUyFlcqWKwTb79dwpwx+B8E3AXDcqj7K2VCy7DOOJPbq9zcaGKCDJ5Uh5oWcpiMrxqPV8TQOaoZAxujCKMNVtnBO98Q4unf79BJw7oq4Be4mpTdPbdY0pMKtLAzuBcKZOfGUNa0QkUHVWZR27TFSQdiKpkSh4GZdLvJaWTKaUmk/xc5eMx7DCDl7T46Pn/1gDPnpcsT8glixCu3OLNL41YaVlOzvXNl+580pikn/+/OcD/x1/ciVaSx58+j28VU74cmucx+oefr9v9WwJ8yM4qg3u4DLMMkiGAp9viFT2ExexBpUpTrFRxV9nINiXdbJQM4NqmoyRKzO2VHZMC5F66n081CDlyDu68r0YkfJRUBLIA2xC45TCL21JjZgayoaaQUm1KnEjiWGOMx6tePGDnJ7o8c6bKQHsu8SPTOCNm5KKypeOcgjydwWFtyT60RTyVpPMfEwM6Hd6kk3R+oZLIFOBKkM5RKYLpnIhyJ6eQJWUmZ+hzfbsgL635Q7KluLmmbR9szIbxpf11cfetViVfHAL4x7/yJN/36mv4lf/+u0FVxmyeFAwitw22sazV2aOlrushXYy+tGl39nBHyJBMGWLwMnuLtUxeArZUxW7Fmf7OZhGqjLnTqbJ6BNx+fnfOScHeJk3oFOD2dITSIU+c0Mw1A1Ce2+Ap7eCXgjUNDmUffNQSLk/JzfpYcy2eZDsoaDaNDbh+X49nTg8wiU9XBc4Tz5JKJbvQpe2LQZpkIM/kSppAyT14Azp9rlN9rozbnEAbJ0mGBnWa0io1CvQhcJN75OWy57LRsOaAjCJmPec50+QUq08UK9o9n36kCYmCt7ztZ7H2foS4yQFc2gGfuvPpt/eX7vqZcbnK4zbg7FyMENnIrdK99IFGrZ710jhA6WAXXz77vTIAyrUbmYYdBrYoWLIsUzL2loXuVilze0rmY9u0GmFur/ToWbRK93rXxWORunZNy51+wp98foKlQYAIFFoItDQu6JXDF+fo+LPycUqVsnM28mMsUmcj7XVNS1vHa5p3vq7Lp+/r04krRMqjJx2LF3Up5UCzFNylgacrEjFYJDZ7LE8zUJlscfNSjErBLlMJoyyJIN/AINf9omDuTKIUQadY57OMSBWbHZvi/QJWwysejFqsLlE1iBTn5iSPHuvxPa/xfsbahx7q9wZ/ljN4jXkCFdSfmG17f3FXgg0TxoJsrG5Z+4zkJJ+3rmTt09Fm1SH9nX75rHh/VJoICSqdmzcsUcrjx8oyJdPdcijp43npCLcM4PnzzArMJIlJwZ6g08SOp2O8IOSDnwt46FANpI9QmoqyQ8GlkKMrkvtyYgThw6TxPDspJFn63uNFV/R4+61t3vfZKkb79KRPJU90lQLwMrDKwLEGrAN3tuyPthEam7K5BG3TgalpXkGZMrhFqSk5Y/DC0h3S4RTxVH7+1+hxy1pa/GZsLoYYXEnLNfs77NjcpLna9h59uFUPwwE5wAexQmjFYssj7Euq2v1rSo6w9l8R4OWPPLRkp28MjV1bV6KU5nMMsXfG3HKYwdOO83KgOTp4c0hzlyWJKnneOvW7lbMFtXKNy4vLhq/c12CxU4HAQwuBL2wxHiLzo6VYw+Lr3cqD5Ytgr2wZKhKjCCPNZF3yqhd3+dS9fWZbAaHSdBORNwnnxyXXvWmwWTINba7JXTtYVqOSfQ6dOipKOcnk2NuN2ktKAX7mYg1PwiqSTsUFNuykDLsqwzGZe2MdQI00o68nlQVgjKbmewQNSxA44gPQzZVzjE1s3PXQfV95k29WeOElAUurhk4//cfEsCzJr7fnKQwUI0/yeRqlLzOkS8XIndIIsdJI36x7JT+w2WjkEXlSyBSG2Vtb9BBrl++Ovd0clfLIiZTBVYyvQ07OCZ49WQHr57UnOgu+RoNj1iazsmO3rotiyvds4yeRF2AZNFfsCdmzuc/schWbOBb3k6I8IMtsFulykUuF4mxlMiVjdVECumNvUwK6TjctcOydyUJLMnJRZaQjTLqjtbDuQqcsV0ZHXWdAzw7QegBniCXsqC5OffELixUuLgQkskPsDd70qltf/YUTpy6c1r0B6O7g0sVW9KZa5SjT0zVOz1WGNPHo1fQtyXuUwdewN6W2p+HlfHTYTHEQC+bOpYkkta5GAswRcLsRbmvBrfN9awpJ4mWPOquLTvC8EIi5+7E6z85WIXC1574sZp+MtqeJ0hd+PhIvr4y5RBmSKiqXKWHfY/+mkJtf0OX+Z2uQ+MRK0zOSIFnr4pR1sGPGjNEdyClNOhjKqspUsqj0AkxBbdIVypTIpcgyi5JMSdlcCkRCzuz5BTeEg9GJWd/8YJV4v8Bb+l0b1QGtfovj5y9y4003vAnT/61KYE9rrVyt8yCyfPlBxcKqW3Ynao4FRwv1v9VtDYNTWGXlL1dmbJFp1xKoM8CrdMkvgkwxxN5Z4Jn54Dm489mEWZvXOqydMnYmT3QmT7LREzpCq4ggCHn0lORDX2wwCH2oleXJesDK/Oj13ILhY1kUQpUrDEvNCaWm5PGq5u239bjr/i6PHPexyqMvfHoiDTaTEbbMpUE5mitW4UJumny0h1EyX1WyC9dIcvY2JSkm8/MD0gxbvNn5RKSyiZG4II9P1gf787NBGeju/9HaMtlIePWLIvZfTKj6kn6YVkqGUY/+QKPoEw886rrCeM2N15Virfb5dm7li2K4jHME1GXmXpfFRX4gRQ7wdGi7KOSIzAItVQRF2eD5jLlzgKusMz1l9HR2YS5JVILSSdrZEuP7IWGc8IV7azx1ugqehxCqKI0VNg3w0qB89LutA/IhcJeK12xZquQNw+noB6MYDDyu3BXx2pd0OXymRi8OMVLTMwo/KUoZVIk1h+3JzFe2a7vHUsZW1mBlCnYpsaqwDjNnRVqBNO5vJbllKPIAUwqBMMOrSHE8LGvGwI0Q9zeNW/L/FOW1UQxxUmW87hHoNmEUYU2PJOmj3/8nX0BrzcLCIttmxqgGijixhJEhjofnPX/TwHIdYJN5B+vqbTHy3jCYC4CLQpqIMntTYm+GHnNwZ+OTSyDXpTnhWiepFWiGHgsGd5nLYxfgs3fXiCLH3lIKJ0/EcGlstqFy+Xtly1cOtHImuATsYTfj+YPNRkXxvS/r8/Gv9nj2vGPxgZT0kpTFjUUZkEkhF0hSeZBk/knK5Gr4c2iVnmvlPo9MrUMlBVY6pWNkUf8jZQp24bR3ZgYUzdYO7JCxuS3IbAjYw6DPMVQihlHslYvGothZhWdmNZ5SaP8ZnuzMk8Qx+gWXzCKlZLC1R7dr6Q0EZ+cUs4sxfWvc7mfr7bBQ/hDrfKBRO5A1gB4FuSgkiswi87L2LnYgUKqwCsusnTUBaEm6H2TW3VMAXetsQlThnnh5N0ucA1vrCE9FxDbmk1+r8o2nq1DVIDSeFHii1LkzmsFco8Wfj47EULLHDrWWjQScicQoxaDn8eKrurzpFV1O/nmVgfEwiaInPLzE2akqY84kO8aFs1Jm8vLVlmlupQpfXFmTg91YgTQO6FIWrD5kAkjX0WiERZj0XELRVlc+/8W1vzaF/02keAFwB/I4gd5AcHHRcH4+pt1PqDzTplZLMMagj1xYQUpJp9tjtdkhiqv0uw3i2P0hKQVkA86/FbjzD1dagr6FNMmi6kyCjLJ5MfujnNhZp+BKlcpmS4Pvh1m8NHW2dFeqSOpk0kSrGE9HHJ8V/PEXGqB9EB5CymK0Wan3Mj/RPF+Tw7BQyMeBkB7fUuq8SN+Xkj4piydGYyLNu17b5VN31Xlu1gOpiRJFT0pXZZitKthhYA35zSW5kmcGbZFESV9LK7CpHSulS+lLK5xkSQEthXvMZYkUuTyRkIK9OM/5Z8k/m1gf6Bm7Dx1GMSzxcMm7LRv6TE0u0Q1jVDCBX2lgTYK+/d4GSimaLcnSikErxdbJmM2TMtfhiCL+Xu/KWs8KzMFeBnb5y5RkSPnLl/eJKbO2LC+NqgjsVDYDMA0qVdaulm16mj/PAkpbsHaetcwkiWPvLHNpdcwnvlrl6OkqaAckLdPgUpQ+jyhALcsnkpIGHz5nw0xEMSe9PCt7bbePGw4UxR77d/Z588s7/OafV4hUhBUe/UTiiSzFnh3vokRimL3dc2sFqLXlz5lUcT3mxkmRTHtLi5WO0cvJuPy5KR0HWRybYXAXcVcJu+vgqPwLayfpCKAaGPZus2zdKMEqpJZoT2KtRb/5xVU8PxCtluTCnGS1bRmEcbFfS9nEHT1ZQ2AWa67A9ZM6I9tjlOVJBughFmcY4KrM4HaYwbNh7mX9rWzJ3za5PNGq8LuVTCiGdjoW94KQZ84I/ujzDaJ05oqQLrjM/e/cGku/jywu3qEDsJ6LQhFgZuWr62nyYqhpGmwq54tXfcW7X9/l9ntrPH3GAxm6RolEOvmUsXgGtkRkYVkBckvaND7K5NlncMfXKpDWIo1EyUKySmERqQYvB56FI1YG+1rnLBHli7CEp+dlczHy2v3bxsDsYpWTF2osriQY0aBarYteL0Rf8dIf23f06OP/fWXu07zyYI9Dxyd57pRPubpPlP7S80W7xXNR+n/Ivc3C785AINYweBGciDXAHpYmdlimjIJ7aH+eAtDOLbHryJR0REImTVSEsDEfv7POqXMVl+OXGikceHSpyyjTu6M1KEM24Zolb5hQ1036WIZ0eJJvLOCaIaJQs3d7n+97ZYfDH6xgEgVCEwmfnnENEVKQMnk5wTLM5G4zjeziSn8+UkogrU0DTeOCz/Q9KQTCumNgbFEUJ+xwTY4ZAvdIfEJxrNYCfK11OMryVrjPHQnBkbMDDp9a5uUvmOeH3/r6/7770he8WZ859kTt5PGzB+55OGZ+QWNN4qhdlXzL8hVV+mvloGB4aUlBLYYBn4F7FNTZewXAS8udKAVya8CdyZMioMwBrq0rgspBnf5Omb11kksULx10o1SE50ecnhN87M46feM5eSKUG0uRt8oNdxhlMqUcZI/6/xlp5kw5xOgiT77kmwSkMqXcr2mUyqVK1VP84K1dPviFOidnNcgIKxQ9o1Gl4+7igjToRCBG5cpQJZPAKosqszgi1eOgbEmHSxDWYoXIg0spRc7qQoxe9M8fbI7iLAP+GiLNMeYI2KQ/9zXs327Zv0uxe9OA+dnZA53u4Zqu+ILLdioqYYPzCxWwCdVKCcjrBEyZBbjeFZVvWFR+XmLv0WCjXDUoSkBZK0+GWVuWwT0E8GzPGVsCd8rgyqBlViFo3AWg4nT2R8HgRsW85zNjHDnjOnYceyt8Qc7g5dFso80Nw/p7XQ4vJpeNMPhQVjEvaXWTeguZIkmMmxZ7YGeff/i9bf7t+wKSJAThLoAuApUHnM4iHK73XKvJ3UfKAk0H8iyDmNclWbLZT1jjzocVrttLCvd5pXSsnUlNMwLwsiYftZCHsfR8KmEYnwBxAp6qYJOAL97X5+ANmsv3x+ipsT6hHODvTNiyQXJxSdHqGOLETf5cz3QfAvjQ0jLqe5deD0XQIp+bPVwiy7rSpLz3pVTZ3G07JE/KAFelZE6xV49xIM4eVZIDW6kYJWOUTAhqEY8d09z5QI1+km5mL7Xz10urR5GmtkMX7ejJW3OWSsew7EFTAnY+4iHT4Nbkc7Tdew7EcexY/Nabelzz5R6PHfWgEYHRxHj0hWttGyqjLbFlef3IrWBF6uqIHOwq/bmUNg02UzYXKZuLFPSpXLNWrAF2Ob9h1pEq60mU5/PER4+mTQHe6ljmlhJmV2L2HrAsdwR6ZjxC1DrMJ7NcXLVYMYZSac3wiC9YyOz1AsoC8FmCIwe5GI6aBQyVlQ7Vn+RVa3ZEnthSu5pNh96sz+BKrae104Ayf0zfSwfna+2ylvPLhg98dozDJwr2FsK5E54oJXeGambKd7HmxKzH4aNWlxli8mJHuqIuRQ7ZhkmiiKVra7tiz4B3vrHDuQ/4zHckCIUVkoFReCIN/vLPYkvUNFTdP8TkKkvp2yzDmSuYYtXJgZ0CPSUlkwWgWTZ1DdhHyW8dRl8H8OsxefYZ4wSECGk0mjx1PuHcMmxpKfRjxz2WlzX3PiA5O59wxfaImXEvdQXk2n/YZn9QrPsBhmzA7Cod8b/Xq5vOAFN0i2QMblMPvJApKu3szjtNVLa7ms3neWQgLu5lNi8aGVSW2FFuoOYdD/v8yWfG6ES+myUhNFJkTcXCjS0r9YuO2mCMgP15KWfIBy/Jg3z5H2XyEtAThZEJJmXxWjXmx763y/2HAj58hw8qlSpC0DMSlRS19gV7jxZgFTAvz2xRtpAsTnfb/IJUMpUmMrMTLUY4pjdC5CCX6d/LnCaDO5drk38jsrcM7CGMrSVdTwu2zcCVl/S47ooeW7d12Luji5ZoWs0Gqysb2dLw0Kme0lKmY3mHT9CaK6r0Icsfar0ga/2a7wzgJSeiJAGGdvxSOICVWHxYpqSD8XMWL91LVuCwLRijZYTnh5xesXzkS3WWWn6atfRAShdcluu+czk1uhNZIdyGFIodPoaWojBzzX426dyPsptiU5lS7KZRpPCl0YShx8x4wg++psO9j1U5u6JAhiAkEa4YK5dSqYWzXgHWECWW6rAVltQuTzW4+/ds6pxYa7EyY25GdLgDey5RrfvbZrSkAfdvMvReeizX0eZl0hXp6pokPnOLm5mu9Jio1khMgL7uEsvmuoWOptUN0lS4LPaWGblcBMN/LHsYtn3W0VgjeqtY4keBTb41txrS31mbVAncotDc2U5rWq4F9xCTy+x5nOtvrWOETPjawwF3PlZ1qTGpc2vQF8NdM6r8WUuSa/jCLq2162mUEqwK/3l4x+dy8VXmqBhTBrdBGeXkSqh49fUDXnZDlw9/xXOjzYTCCsXAqNT1SffYSURaEZ6CXYyAXFLS3ymTy4zhM0CnXTXC5p9bCFwqP5UxQmS6vDg+mdPkCLyoVSk7IjnuBMUKs4bBh9neWFhsSlbaFeaWLDtXfbZs9dFPn5DMzkqaHcmmDcrtDx6T92KOMvd6V9K64C6f8NLvlAFcBnsmR4aAL8uSxRaBZT4bO9vZ2AyxuJbZXpmF1vZGUvFuJFkaXKqI0wvwqa/WWGn6ec0JUqIFaWGVzWVSGdxDIBfDuC7f1mC85FCUU/flRM9aR6Xo2ZRGolLrUEnH4hPjCW99RZf7H69wYilN+QqFQdAX0oGbosowEylrO39crJkBWslihVE5uG0qU4SzB1M2z9yUjJhspsONa4BIRwzmLWx5wCmLktoycIcfy6AuxQ8WjLHEsfPpJ+qWK/YYtmxJ0NdcErF7OmRhsodSlrnlgMVVxSAqAL5GB62jh9aAfD1gC/IE0npypMzouXuSa+8C4LIM8LLmLm0GW8iUpMTc2fM0uFSuqCo0ht/+0Bh/eVcdKiPsLYuBPsPSyg45QHmskS9pa4G+LpEPF2YXDGnTOSZmpEaltEV6YhQqHYMsjSLqa972yj5n55v8u/d4dJOIbOx0bDz6CFQW/OHYMRo6n0VGM6/DyrxxmRssLvFjU5a1LkayQmBToGeBaKHD02NmU9mSWotlLKWSvBR4ZiUG6+Mve8hqZqLQsNSKmV81DKIYOQb7egLdjyJmmz1W+nNcs0czv7KFMG6sb9+sc2WNAjr73TyBky55hQYsB2fDwM4ApKQt/bzc75gBm9K8PFsEkensPD0iRzLdnd3LnfLaj3nqWc1n7q6RSM8xt8iG6zPU1DBUGkv5AhbrM/gQotfCO++qpyxTSixuKKr5yhWGVg65KjLV4kmSoEzMm27p8cHP93n8OYWVIWmqh0hoeiaVKZT0eCpR8mxmLkdK0iS9+JQorkklHJqFBSttCnJKVqHNAS3SCwBRyJkMQ7lseT7CLIP6eVSE1hJEwlyrxe6tXTZuaBMEIboReJybr/A/PznOiy5xGzbVa5ZqIEo6fJ0Idr0PlH8wO3zCxTCIRQ7wMrDtkEVYliWjzJ1t2+0kjAO6zrR1DvgSc5fZu+R9axXR7lve+5k6Jy9UXDpMptagFKVxyDavPVlTFls+GaPHgue/2fKTnKGz2vtsS73hLRjNeo6KUek26onzxiOPPVsG/NSb2vz873q0YgkiAiOxQhIi893RJBmbrxdsimxJScGcQl6m3T4209s2ZXYHYCuHtbfT4w7sNrtYZDm77WSQkAIwQ2SROS9FoGlHiFWkEldQrSiu2e/zkuskl+4YsGoVi50auj+wTNckeycbLC9XqM7IfARxthX1GsZeF+B23WBLpIFC2QocDi6Ln5V1tygBXGW6t7QvjcxdFDPkoDh5Uva8kxFQxygZoWSMrsS8/8/rfPRLDWKdShPhdGveklYuXBr5nKNgl5SC8oyVRnzxMsKHxuBRYu5S+WwBZFvaGtCmA+1NPis7EQoptQs8o4QffG2X5854/MaH0j3Fres9M3gMhHS13Fm0N+KolMcYW5kCWGa6PLX4MitRuv9TipTBs+AyPYdlmWJTWVMweGluih1uTF4jh8UwYZRxaYE4NmA9JqoznLlYwdar1OoW/cDxCvPzPpumFFtnNPWqCyrsOuek+EN2zR9ZC+r1NLcdBrhc+1yVpiSVR4QVr00ObCntGnCXdfbw3vXOKpTSBZh+EPHsGcWff7nOUtuDQKWBpUbItOxUrD/QfkimjEiSoYt+yDRcn8Ft5hnaIsArHJUimMt2jTYmbQwuJ3+EkynGGEyiSKRipp7ww6/u8Ll7qjx3TkEQQbqDRmI8emTVhaMMnoGelHHdZ1Clz52xeQboDOgmJQMhRG4ZSuksRlmSLwW4y/NSyl332bHMgsoRvOXHMwsSDWFo6PQES6uaqTHFwT0Dtmxpo7dNSoJYUo8se7f3UBKWmgGdnnLDGWHYTVlHAw2D2g4DPf1ScgT08vk0+DqsXbzOnBMzJFW0yhg9K381hRxJt/rWaSpeSydNDIbPf6PB0ZOB69WSBYMrQb49Snnw/qjfPcRCQ0zzPKw9Shal07RGf5c7fdZtaZNupwYjkbKoNJRCIRNNFCcc2Bvxuhd3OfaXHkmS6kLj9HiMpi9c2l2YNNtsUpArgS3tYKAyZodcmqhcdxeJISmya6hwUIYZXQxhQpBJGVEC8bB8Ka63csBZdlAcAXT7CUttg5IhmycNO3ZX8Wp19Gtedn33wrnBkU/cvnLVh+9WbJmqsXtDkG5HvQ7AS2dnVIJkPxt1THIGxz5/cJlPJy0ylcP2oBnR4DbdHCnd0jstnnKATwp5koI6twVVjFeJ+eTXA37jT8dY7nlOe6eBZZGWz/ZnH03qjH6n7HuPZgrLTLD2lid3yuAusXrG4sY4mVAeDGSNwIjRevGUwWVaiBUZpiqGn/vRFicuenz6qxKqDtzZp46EypkchENtBvKMWksFWtbirJD0e9mU5a1JgT4E6Ey2ZLKkILYyMWTvDyWCMgbPnJoM7HYdYkg/zkRDctWBHps3rHLoVMBAbj2yYfMNXbXQU8tPPrtw5JkTwTvPX5BoUWGyrqlVMqC5PzKamh7VonlHhxxJt+faufQ838s9y0KSa+rR+pLc3y4XUpUCSp3LEFNYgHlAaSg3MigV4XkRF5cEv/EX49z9RD2t9fZB+SA1Wgmq0hKUGhvKs0/K26YMzyYv5iSODiRab8yFyI9V5hytV0U5ehyLYLw81bV4PTKbEMvMRExsLfcd8ml3R3zNkp8iKa88z1PLLjLJMnqlDv9SnqVds0qJImObX8hiePXKfq9EAMVjSRLZdEOtdKboWEOzd6vH9hnN7q0TaLH0joUL9zysr9s/jRTSbp+SRJfA9LhgrB4hEHT6kjAWkF6h2RceXZKHag3KsgRKDafF3LriYimN3xV2SH8X86fNEGsXbD4SXGZOSf6zLJHjdLeULmMZSsOffLbBx75cL6SJUCBL7C2LiVX5NiojAeXoPTv/o45K9oOyZBn2mYcZPBvsPixR0pLZkpuyxjqURWOEFBIjXeePjBJ+8NU9njrp8VsfUPQTWfqAwgWduYM/zOR56WyKtkxrK5xjoigVX6Xetk3Pu01JMd2BxJ17WzB65nuX7eM8IB9y4QpXxZZa1ixgDUSxpTOApVbM3JJivFZncqJBrVa1iQnQl+xcwlhFI2gxWVtldlnS6gsGgzpC1MiGjwtKfmVZljyv/h7tcrHD78vykl8CdWmYetn7zrbNGA4wS353FlTKshVY9r4jEDFfe8znA19oMIi1S+qIFOS4ge9ZcKlSiVJ2S9bWnqxtov4mqmQtGZborWCoonXM5EGmwGBzILs5mtkYZFejYo3EyLQ5WViEcbugxbEmqBne+doOjzwVcMdjbt6Ky844VBqr3VaR5nnkSvqJVRZ8phlM95FtKlMKMNsUCzaTIbkUGTUexJCdCLaU8CnAnnUJUQJ8hkNrLUJFdOOExUXBhcOS/bsFu7ZZwtCg33N7l0Gk2Lulw9W72tzxUI1TswG7NwluOiCp+CKXE1KW/uB6oCZlZUZBns2OLspgy0uqW2aHp5UOaW9h12px5TYkLTN3GdwyBbZMO3W0jpnrCX7jT8c4dDwodkuW2rF3mpYvhvmUZFgJwGu+78i9DOA1TL5myX6e99ak7e2aYLO4Z/tfplpc2BTozjoUQhP1E67aF/FzP9rkyWc9ZnvDLA6CBE1fgrACYa1rmBwBuRWpo5IpiBToFluAOwOzTNk80+ZlIKePtnQsbQm4GWbI9DzDwamUTlIpLWhUPQ5e3WXP9lVOzxk+/4DiFTes8sLLNZ0e6GZ8AKk1jx9b4KFHLxIozYQnqEtNp5fubZNmDsvNpOXKr6EETilCLgcVcpTBc6Yefi6zreoyyTLkoJicxaVcB9x5trLE4tJ532Fi+aNPNbjr8arb2zvLWkqN2z2ZtGOHfPvCbAzE0CpUhsWoTCmxejnGHAqMRoRpWZoMWYXr1qYUQHdsngaeopAoRqRgFwojDcYqEuMhQ8ut14a86y1tfvMjkkFWoG2KZTkxin72qeVakCtR+pkhZ26V+uU5wCXIEqNnSR5JKQgdWt0L+ZGDPTuutnTcrevSJ613UVJQrSr6/Sna7RrbJiN+4rUhu3eNsWnjBFGUoN/zf34fjbEG997zDb7whS9Sq/p4WlCrSmoV4QboaDPUyVJmb7c3+cjSkzH5CLALz7v0XAyn5Yf3fxkGdi5LshoUOQLukZS8TF0T6cc8fijgNz8wRj9Mt3lIEzpDzknJDlyvJW1Yh5dn7a0F87rE/XzapZzwyUE/qsUL1rYmbRY2wrGjLOnwrJRWSGSiMMJghCKJFRXf8HPvaHHnowEPPa2wfhrdWpFvBBGvB3I54o+XEkDZl7ZpcGmFzcuBMyBn1YVZ8kdSaPBRoGeAzuzWfLREhiXj/vHYOmz0+gknzivmlmv4nkXYkOrG17B1+sUMOm10reoR+D6bZgQHr0rQUtAPBSKr6ShlFtdL2Ij1gssRzT1qB5YDy2H2Nus8H96EtCiwSkrAz2RJ8VzJGC2cPXjinOa/fWCMha4PqgTuEnsX2ttSHiZfdozWY2x3cQ/vxZP94HkVeYm5SRMp68mSPIWPzebXO4tQlqTJUApfYqVJm4KLOpVEGIRUiNgwU4v5P97Z5Od/R3H8ogARD4ssKYiNZEDqpUg7ZB1a41yv7L28CCtn7EKyyMxmdtcO1pTY+nmAnpNnCvQs+5n/DmlzswFjDFFs6PQTxLLb4nsQ9bn6hQme56SnbvUMVsK5pQjhLXH5roil1SpRXOxnbkpjkwv3xJaKZMo69XmALQpgi5IcybX4SIApSno7d1JS3Z3tnV7IlJJzojLXJEEHMatd+A/vHedTd9WIvbLuznxv4cBddk2GAkvWbnWYwmHo/ZK1Jsq/+E2pezhdT5bQWA/wwJo0/hCjO3mSGIkrcrII4erGhbCYxG1coqXhLa/o04ma/Ox/Vax2U22WFWMbAVITW0nflCVJBtxSHTgiLZ9Ns5sZoE1al1LyxIdqU9bIkrUDS8vMnXnj2e9mN2PdHp9J4lrWljqW7ZtabJ7uo31Lo5agtRLMTAXPrbSDT690tr3JU/NctrtPt6+ZX6nS6WmiWK6b7CmALFKQD7soQ3o7A3YmX8pBpTBpW1r2vJy9NLkuXwNuZVCiJEuUswWVcGWwVho+cXeNLz9QJc6GGArXCADqedh7WIqUey9Hy2OHUvOl+5BUGRXh60iTDOhDyZ/RJFBmF9qsYyYFtiwYXOSJofS1kU6iSOnqyK1EJBrfWF77oh5vuSXgg7dLTJJe2SZyX9SARRNLyaAEcmvSx+xCNK5wShlHeHnVQcbk0jnt6TjyHNyF7k6Pbe6eFEDPM6OjxziLUwxECXQGMNeE7kDQqCQcvGojU+P608ZUn4viJnr/nu089vAXTr/0qtqnm5s2vumZ02dAGWbGBRvq0OuPFdOMSgAftgTNkFwZzvbZYTYfCSzLDF744OVAswRwWcpcSgduKdO7KnS31jEGw8fvqPJf/nCci81070CRtqGJ1DlJwe2VJ8XmOnxkVaLMLCI/8GU0jyiU4RoUsS6u12SKC5CLkUCzmEeSldIaMTyNVgjpGoBNcVyz4qxEKARuE5MoMmwdi/k3f79JN5R84mt1YlOKHpyRjTWCKLUlwTU25JIqBbHKnkuBMsOBppMtpRLaEQYfZXRZLsJKLxbyn40cw/S4rPQsMxv7zEyE9HuW+c4BTsxu/PTTJ79++ntfd5vbo+fUoiHwDY8eMnzhrgpxUueKXfDqG9w4WilNzsI5K5VBTllfZ0CwOfjLGxOVA0shzFq9PWQTOi93OLljcg0uy+wt4kJ/+wlnFiQf/GydoycCqGV6u+R7i9QWFHZNMme0oGq98tjCXSnvWjAs5co3MYrs9YC+DmOvV2U4JFWM28/UCAf+nM2Nm+8tMl9cuIAzsRJhNFFkuXRPzDu+t81DT/icXJBOqmQINe5LWqOJpaCfeu/CpMmftPnYpqUEKgWzm58yzOZGZJ63XQPukvRP/fMCO5A6J6JQb+XD6mnYt0Vx68GAK/ZYmp02A9Vmw2SP8XppE6qx+jYqlUrHV9ujfZvmvUZVMjWmaHYsU2NJWiFWaO/8hOYlssO7auXgLtWXDNuE5b0VR7T3EKCdZMm1d8k9ceAu0vMyd00i5lqC3/qzMb74YNXVX5SylVmHi5IQyDRrKYYnVa1JUlEC+AjYKR/4EpOPsvY3u+WZzdQqzGtSGAE669iFKYNnzF5mc5ONbUv1uRFOjyeurZmka3j9Cwcce3uLX/mfgvlu6UNJKPaR1QWTS7fVYOaq5MVWqcRz1YaiVJ9SFGFlzpCg1PlTkivZsV6TFEpfY4sitszpGq8ILs7W6HdrNGoTvOCGXdH+3bs6YdgvAF6vVLnnty/9s+t/8HcO7hqv/PMo6lCrxPk/NHoixTqgHQJ9yQocdlWyzKApyZXs54ZyMkeIEVmSAz9L4pg8oZMxt1YxkbL84ccb/N5HG4RWD7smGcgRaMDD5p53eRbL0DiIkcROztOl5bMcU44y9yjrjEoRRuRJGdRDfZsjnrmxxaiGcgJIpu6KTCWNyLS4dBlPISRCKBJjEIlF65if+cEOs8uS3/rgBP3sy2ajqfJHVTC5Q1vReGxsvtRlwJYybVjOOoVMWYO7C0JSBKKj0kWUQF4UtWXTWwRJGossrCbMryb42jLWaDDb7fzOi19++Z+1lp4rAH7TCy/lwa+9FynVYGW1z5NHFrj1BTDVqNFsBwwiVfRnrqOty1KlkCPruCfr6O7ieTljaYr3yrpbmDXgzhuHRYzwDI894/Pxu2qEsXIJnVILmnsspeTlMHOXrcFRtl7zXkpyQ0ydyZRSoPmtSLzM1gXgUwDl7Fzo8Nw2zB8LJpdp0scN2klHNWQSxkgSyudGO22eGHQQ8/23drnrwYAHD1fzOvBMpuQfMgV5Jk3IMpgyfW5IEzDueabTM2myxhsX2W4PNs9+Sjt8jIUdDkxFdtFYGESw0hVMTQ144eUtLq7UqVTHBv/51/8nY9OXFgAHuOSKV+H7Hl97rM3jz3bZv63P5uk+UnmY0O11UVSzlVgZcmYWI6CXI4Af9r1tScJkrknmoJhhFk+BLUWR1JGysAOlTFBBwqNHPX7+NyZ4+JkgBXfK2LIAtxBiSHurEnsPuScMgz0n7RLIEUXtMus8flvITqUHGdPlbF0qciq/lwWbaW2K62Qnd0xEmcWNzctqZe6bO13upIpyCBpYDl4e8Ss/t8q/+HXBY0cqTo9DkenMrmbjBgoNUk/eT8HsXJM0+WMKdOaOinCJHln6joWTko69y4r67AihpEZ6RiqZdo+NoGvgmo2Ka/fWOGCDoxPbrrnTJr382OYArza2o7TPwSuqjIuYiyuSP/iM5vp9FSbr4HsmZ+icfeF5MpZ2hOVHtLgsM/jzMPeo5k7fy4JLmWcsY5SXEBrB+z9V577HqxhPua+Ws/Y6SZ1Sp45a1zkZXbHIN3jNiXtEngzpkm8D3ENB5sh7tvz+iE0oc7CXAk6KDaJy4Is02Ew1uCDzxy3COKkirEFYhYwsL71uwE+8qcO/+g3PVZHqFElpSWqxZCkSIwhTkFMOOAU5Y+dsnoHajDgq6fsZoIsUvR16X4hC4mT7IPlasnFK8ObL25xbhI/c6bF797T8rz92vWx11gG4EiGervzhzAb18o+d9l765BHLVL3Krg0e9UqC75cBNyw7Ch1epN3FCODLLkkOeDksT0QJ1BlbF2Av2YIiKbS4TkiA9/xlg4/fUSPUpaBSlPW3Ww6LZoaS9s7uFGBet3s+a/EqXQCZLCna0/5qtyLBsxbMa0ppgaImukj4CJvun5OxeSptXOGUROR6XLr5JKmr4p5rBJBg0ZHlba/q8dwZzXs+1iBORNGIOQRyC2iSDNAIgoyt82AyLac1rgqxcFPWOiq5g5IDOr0QsKUptSmLp8fKUzA9ptgx1eCKnR3OLVk6/rZ54FSSFYmXAe5XJnj88QePwLVn68EZrtq1yp6tmpnJhGqQ4OsETxeJl3KwWWboNcBeR4OXwSzSRM+oLVgGthQpuMtVgmmdSWjgvZ+s81/eP8bcqp9255TqvEsAL5I6RcVg1pyRgbiQKeuVA49sTTIagA8Fnt+6bS1DeNkLz8BRBn/WKFCA35bclJJsKb2X2YdWGFdKm5FOGnQKYRColJjcI4ll61TMv/mJFtbCH3yywSDheUDu4GMQhKlE8WQRcGbaW0k338Wl1soyLE0EWTuksctBZ1Y3noE9D75xknJuKeEbT3hs3zjOpk1T3HzTgVNPPfXo4WuuuWEtwAH2X7IXYPa2l+0xzfkH5MxkE3CbkApRNAS7EzfsgY964iLLSq4jVXJpMqTBS4DO7MGstiTX4Cm4RdrIoC0f+2KN//QH48w3PXdZr2FuZwsW7G1HLMHMAChKeke1dvn3yH9W1ip/deZeF+tlVyV3UErbm6QYk5lUyZJBpdR4XoBFyUUpuSku+UOqw512z6xEgSIOLZsnEn7xH7RYbEr+/Av14Yh6HblikUSQ24gWi04vVmPS/EBIWwAAN2FJREFU+Sl5UFlKBqUXRnZJy9I/PWQVZoG3dVWKcWLpRzDfTDg+GzF1XvL6V+0yGzftmh09pkMArwQ+1pp/1Qt7N3XC5Rtts0fVazDVqLoPIN1htnlIXJTMloEupV3D4MPsXbB22UURopTMEQaR24TDzC1FgvINR2c1f3lHjfklD6plK1CWfG9ZZCxFqZFhSHsXEuVblcXKYVyvBX75hzwP8L8Ne2WtNUjhTIzIlLJNKEqSxYhCulgjMUAiMkddpufFSRhhlasDt5YktGyeSnjbq7o8+JjPsVmRBp3JMMiFzVFpEcQUGVYjbNGcXGJzNz+FEWeleK/M4rn/TXEcwEkcgPEJQzXoUK8FVKrRQ0LpfyWEHDqOQwBX3jgf/sSXwyTZa+5/6gTdbsyVey0vu77NRH1Akm66maQdJDbz+4cSPDZveihLkCLANEPAVyVgyzVMXoBblvV3YDg+q/kP7xnnL79ehUoZ0Gr4uSxJk1JBlco0N+tbg6M6PP/vyO+VtyrPqLxwVkThtJTQP5yCX5uqHyqZzasKS6/JAk6RYiwbijk8z/D/bu+9wyW5ynPf31pVXZ27dw6T9uSclSUkjUBIwhgQCLA4wDE2j8HHXAt8jg/HNs7XxtjXYIIETkKACSYIEAiQECAJkEZ5JI3iaHKePXvPzp0qrPNHhV5V3Vszo4AEvut5erq7qrpmd9e7vnq/9wtLaM/hwz8m1Mp9KhOuoxnkBfqcvGZz1StqVCqT/OU/l9hzTIClJWtEt5LgGdMHeZB8GFYemcJPD9CtuYFPW2Rk/4PvF6opmoFpfldfNWm4fgJgZ85l7TyTFQu6MFIWr9g41xs/cn9jxbpXzw5wgNe8cjO1auWL9uT2NU71WHH9kkkKuQlmajV6ypJaI0elZgWcLryQcUutW/JWJUVzKkNQB4AWIq55i0g90aiJ5bFn2ORPri3x9R/nNRkwTKAK6YmfGSUh3rxetpcFZ9W7dV6tKysJS6z5nDFDrb96NqOtJ1vF0E4c3DGnUwv8+AEWnZeHEc2gFE0IjX8rhJK4gUcqFIigTUR4J8ZTCGHzjssqpAz40HVl9gxbkHKbf58Xfqkg0BMksnkIbM8HuhXIsiqghlEPQ9kEdWhglApTbIOOVZrc5HmCmYZgxnHp7rA5UTX56XaTExOwaf3AVLF30xez2VzL79oC8GKpi0e3b79hw4YNHxzd/x/F+3bV2XlE8djuHL91eY0zlvr5D9FtpA0dCRWSUAsXLVREdzTbWG7hBhVEekKVg5H22HPM5EOfLnHjj3J4UYZgUvNuOpamiNdZhjSkqZgkSvBoH9RJWu2WZKtoAjw/Nt6Wmigd3EKTCkPrphIOpooArRKP0BkNVRXl+Wm0IvAkQ3UFDFw8DDze/OoqHoI/va7E3mMWWIk/Ogjpa72v8JCB5aZpwSMnUwS5K4mG+8LvEhsaHiV8vT/sOqBQnLd2it9+zRiP7Eqz77DFM/sKvHPD5jG7PnbDgnmDJwc4wMKhIY4Nm43P39vFz7ZVmK6nMJD8fJuiZCk6ih6W6WCabiLk7iV0cI8mJw+lQJrWOgb4NuDWOLeZ8th92OCD15W46Y4cTiyA08axJKmaxAsYdGsdS6rSEsaa3Lq1jUIs+KPv0yz96QG7ST/C93oJm56NFctAjCiJiuopBXphcjP5KgS958ngT/U5OEoFPNzPPGyCXYHrYAiXt76qQspQ/J/ryuw9amnIUQmQ68Pn5R4+e7fwJ6cpVJSA1SwuCYxPkK+id9MypB+HGeiSbFldZGGXyeIem6mqx44jWVYtG2j09s5t+7vKdhuLxWJ1crL+zvM2ra+csUQx1Glw5hKT7nye8eksDdu/eTSrbTT1I9nawUjuc2MKSewhtKqcoNWDFH6PE1LwxdvyfP/OHI46meXWHMsoFVZTT4hX7CSVkhaL3YaqtMiErdf2FIHdnoM3MS1ir5MUJWqWH1rB4NmjuVpyZMG1pp0q6nMYVOSrcMlwiaeMYJ+BUgaea5ASil+/uMo7Xl3B5x8uKBeU03x42mvlEvZ+9jywFdQ9aCiwlcBW4Hg+r3aUn1vievpD4HpExTaWCZ05GB/L8eCTPRwa7mbr9hLZ/MaKU6++M5spVNv9vm0teG30m2rzpvzujHB3/fBOY91gt8GCAYvBHihkHayUSyrlrzFpSJ17J+VAL6BmHnH1JLT0TS5uCDc4Lu5YGoaHZwq+//MMX7klR9U1/BTAmAw4C7hFMs+EFkDHKnYSiVUxwBMHv45iPcijc/GTiSVtOXeQMxpSkqb23aQgLcEg/ZiIizf18qSj6SkVcXE9AOQvQ6ICihLaUt+OurZHzvJ42xUzbNthcsvWHK4R7naaf3z4xwgV3El9O6o8gS18S+4CKeXTRw8/1dYL4hQyyDT087x8WiNcaDgwXVUcHrHxlIXrpcimGxydMnfdfM/MbnXXrardb9wW4KmUx0f/af/wYH/md9YsW7l1cuyQGOxVzOmpM9BdoVSoYRqO31UoEuIJQvntOLkXA3lTWQk17wDcEUVpgts14ZZ7MvzJJ8o8tTftt5vSwBxV6ESVOv6PY0r/VmiiURQ0mqJRkxa+DS3cuxnIaVVTSKgkp2zFlXZM8Dsm98dkcS2i2epo6hOBFj4eczqDfioR4D0RyYYqpCnCvztEJFooaDisXmTz4fdPopTgh/dkcaBJvUFzPPUvaRBqVh6+9XaFDz4Tgal8hcuv4glXS/a/uedKJuswXoOKrXBcF8+tU6tLVq9cpub18DvSfXx4x+SCtj9xW4Cb5bdw/NhesrmSu+eZB3jsoZ0smuNSzE/iUsWjjhKQTVs0bMu3AoTKSVwG9K24SgDca7XkCXBL6eGYgh/cneHPry3x2B7LT+AWbaRAXTUJeTeBY6nXV+rpsLEU3/ZgD4Eb07qJv27/rF3h2UCu4vv03JNYVFM1V1yIA5lIpk1W4nue/3eHYfxmFqLQgkKhROj7HV4Q0scL3nvRX+Bbds9Pw6DusH6Rzd9cM4mUcMvdGRwBUc/Cli8ZZpwYfhxfSJQQuMFWNwC75wnfEAXTQQQToeIocuka0nSZUZJdoylOTAt6S3VesWUtr7jgTHd8fJI3LBk6dYADdHaWMVIde0sF9/OlsnzXM8eG2XXEY9vODEpl2bS0yvte36DeSMfAHYXaYw6nD2L9mCZdcTWQNwsZPMv/8T70iRKP7U2fBNxNahKmwurZgq2VOu0kwjZpsjpon81in8yxPE2nM8nLCWN9CppFEaINRVGRGhH2WYksNyAMEQAZhPI0ZcWvLxOen68qguphP4eFILDju2sqAPmmJQ0+/P4JlFL84O4cXoo2Hp1HZN5VSFnCWSmDgFBQZxpQklTg6Pt3XIHrNXj35aNsXuziotj2jMWOfWkyVj/TDePzPV0dexGpWX/LWQFuWp08+vAdI8VC13f2jq9812e/OUW1ngHXJGdJBgsOB49Nk814pEzHXz5ED9DErHUYAPLFIyHjVlwKN5gAvsNKSnDzXRn+9JMlHt9r+VG0SB3RQR0oJ8HtL7LeWhJVqI5IobRIJQnrHbfmMfVEB3UCry2OpnbsqYA4AnPwYtaAjy4bRkEdLTcj3K+F7MPMwqb1pplDHkQ5SQSAokogRaCDyyiQI5QMSuQC9aXusnahzYc/MIWU/vVSpgbyKME7xHT4TYOWcSKUXaRPWyCSFQ3lM9Gc6dFXEMwv9zDULchm66ya02B8po6TXkyhu+s7d91798grzr3g9AEO4Bn9LFyy8tZ9X3v6k/0dc66RzgTdJb/B+NCcNMfHJAPd06RMJ1E+FlhvmpZbJOhJ05q7gRX3JwIWfOeuDB/6eJkn9qdQIecmYbEJ+XdATWRrrkmzSl61WO8I3BpQSQA/KQWiAb65r4nmWEah0Le3B7e+IeTfSj9IJbclKEuCmkSFEJE+HlIUmto4OnVptmIWSqCQTWoig9cBuD1lQLj+ZZBPLusu6xY2+PAHJgC4+edZVCr8wQLrHfL3IG7pN0cJ2jhHzqj/tzhCRmm2aRQZUzFYlDy9O0O1mqKr5FHKN5g/aDFvKP3J/pUbbp0eeeZZDcmzAnzjulVsf/yZym+/ZctjDy5oNLY9/JiVSVv0dcJAj0Mua0fL8/nLg/gRRx3M/rWOA11GIA8piouUCmVKvn93YLn3pZ7FoWylJiHnjgI6kVNJKx1Be68XSkMLPYkBP/H76NZ6Nj5+eiOkFcFLaOHfIV1pxh3jOSm+Hp50OiPe0pQRA4fTQ0AQrkeGwPdD+ajQIVV+4/ygTtPn6AZIkA2XtQts/vaaSVxPccvWLJ4RhCRjMziIToUmPQR6mDMbGCxXSGr4ncZyQVuIwyM2jquY7EhhmhZOenVj3bmXPjZxbGeld2D5cwc4wJy+Mv/8j4v+7YorP3PWiZHS72SMKeb1ufR3T1MuVrHMOinTJm3ZGNINb6DahQ/CwWjWW+qW3EWa4EnJ97dm+OOPh7TkZA6ljJCnZwpKkp1hlUZVVHz5cOJATtITHbytOSjtgZ70L08qEybeq8S+KH02SG5rX3GPZtFFXF4klArxgz1GU2EJ+6r4n5OoYM0fAlWlKYioJrgNFYBfNZOuAkv+kQ9MIRDcsjXjp2XJxDfTC00RRJJLlOLi0xdHpJhE4niCGRumajBdc5iuOiwa6mGsXvp8oeOV/3Zi9J6TmoyTAry7t489e/ZgGOY9Xd3jb8yL4z2DfZM8sb9GJt3g3FU1OjtcGg0/hTWVBqduBAK9iC4RCXkw4twW2Ibg1rsy/NmnTgJuElZc6rxbr69MlJ/pwJS6YqJaKYdoz9NbsgOT75/rULO9TkQ2Iw4uNIuumv25lZZH7oFnBBDyBMJIWPjQikf8OwiohO/xHU8Z6egSEbSO87wm2GPPAcj/5vcnAbj1rgyOBFIawMPi5MjRDH7kcMI0FFbaL8aoT6URZY81y+pkLYNnducwDcHZ3cWRK1991j2/vvdWurq7T/rzGic9AvjEJz7BxZe+YZuV7b1EenuX3fv0BJ/5VgdHRzKcs2aSsUqd679n8cDTBoWiQ1/ZiXKraZuH4lMSacGRMZPv3ZXhr68r8eiuhBQo26klWhqsbAZ0UkIF2ndzTUs9HTZaX1P4d8+WldO0fWH2X7g9CgjJMNtNNI+V4eoXItrvl7Zp74VfQha+bkkTkPFqougOIxO0KXSIY59PrHuTOL8gLC1szkx/wqrmxE1SsCBXNcytCY1Bi6wUzfDgBK5isM9l7QqHsXHB6IRgZka0UVcCwEdcysUQNhuHZnj75RNcsG6G4yOKfFby/jco3niBzei0SzrTw39/83l3Oo2xP1yy/IxTsh8nteDhOHPdIhynce3Nt+Q33n5f5+DZS/Jcdk4FoSz+4fN5vnxHF9Jwue+JUb7woeNkTA9XNL9/3HL74N591OTPPlPkp/dlOHjC1MAdUhD9oYPdP7FBQjUhUYZGK/+etc+Jfs2EiF2/MMCjc3Lt6ibMuIidi8Sh0fXVX7YL8mjbdcezhY7E1JR470K/GkYEfl6yeFloPNtPXw05t1JeEPCBsA+yUNLPjg0r7b2mIxrq6ADUfEv+9384yR33pvnzzxT93BU9C7GZ1hZ8L490yuZP3z3BqzaDEJJF86b42y8U+MZPerj8DMGlG6YYrhWOmNkl16ZSs8uCySFP9cB5C4YYmxE/POOstxx7/UVL+LXzK+SLY3z2h0V+tn2QvmIByyyx82gex/VzG1TEkUNguzFwf/CTJb52a46Do2ZQjSNP8aElUgWzVNe8I76tWba29ZVJKkK8DjNZUR+7PDGrJzhtyqIT7sQmldwdKiNRvLj1mFCu1gGsKyrKE1HOeCw/JXwgAh6uLY8SvW+urNz8jIz2+8+yua0B87scrr6iyt9fM8XCgYafeKLC/JUwBB7+9QaGIVjYL6lWezh+YpALVhb5rcunGa9P8t2tDvuODU2sX2T9pj3x9R8sWjj/lAF+yhYcYOPaJW69MvKb8zvm3PTAQ/ct/KevFxkby7CwS5JJKRoKXnUOKC9Pw/H8hCnh4K9g6/oWNC3YfdTkQ9cVuen2LI6QAecOZ/RseSYyQlucd7cL6DTBq3eAbZfrHQOr5ii2VUgCihFDegj42aSW02HpbfJSVMK662oKSq/oaR7b7Jei7Qsd1NgkCKy11o4tdDKlDO8G/nKFYQJ3qLIoAq4f6tyBvyilX+BA3cM0Pd54SRXHhQ9dW2TvUVNLtQ1/LwlmiqrK8rnb8lyxoYjjpkhbLpdtqrJhcZXPfNvGy198fNSdd9/undOK0xinBfDGxE9VpuOKR7/69U+/+eEn1t891HHU2jg/Ra0hMA3JQLfg3JVlpmdcCrlppOUHZKX0fHZhCXYfMfmTa4t89bYsQUvZgI4EIG7HuUOAB80xgqOb1EQPx9NaftZOJkw6l81MQdFitWPHaRMifD0blJ+LAxpSFl1cIAKlBuIo1N9sABQTKnTnU2n6uNA18sCJDOhXpLaIEPzgKc+vgo/Arn25MF6jvQ8FF4UCR2GaHm+7rIIQij+5tsTeI6bveIbOBxLMDPm0yYOPZDHrFn1dJikTGnaGbDrL+64abFiFytUb3HMm7szff1q/52kBPN1xMVu33kcqXTzS27nroWMH7zh3ZLTC+HSJbFrR3+UihZ92mUp5pDN+5TvKo+FJtj5i8e/fzPPVH+WaHl30S7Xj3SGogx8jsNpWaL2hrfVOOmZJa9wskD65NY87WnH6HaPiz0NVidENrdY1BG8r4OPc2we7aLXcgji4VTsrTpSUhfTXoI94dtQ903fofUseKC3CpzqGCCmO9M8fWnVAChcchTAUv3FplYYjuP6bOe590qLhAo7wZ4hSpDIC5XkcGbFxXMikDY5PORhmgdUbNj60cd2yI2NjD/K2NafmXIbjlFQUfVx//b/xnt9971RHz5xdIxPmu44e2k0xb5BNC/q66gz2zNDTOc7IVJXDEy5jM35z9i/dkuP9/1Dm7sfTRItExgI3swRyZGsila6aNFWS4DmmkjSVk6aCouWAa8pJ1FQmVE9i+zWlQorm0oiagtJUL0TUIKj5Oq6ohM5uqOHrkype6Z9UUJLHxR3fpNz5rI51OEmjNAURP080obXt2oQHRXORVlpiH83jiBrYr1/qcNmFdSZnBPsOGczvsRnsbJBJu4zPWKQMg5zlkbXAcV3yGZerrzyfDevWvLNWr25fsnzTaRuP07Lg4Zg3OI/u7s4dx48fuPHQwcJV+w5MsWRukd6OGsgJPn8b3LGth+EjilK5ytWXVfjI9QUOj4TOZHh7ilClWenEI8wzQXMoadKQkIOHjqWeLajnojQvRJuLnriY0cWnCSJEaMebjmVwmaNtszmk7cx6yDDaEso2FCVSSIIPqSQ/T2YY0rTSuvYdWXKSll6z6J6IlktRYW/4MJSvALyg+sfn5v76l7IZKRUy+j9lGDBy/SS8eT0Of/zuaeq24G2XVykV4NDhGW5/qMoP7u9jeDLN/D5Bf3eVTKFEodB1Y3ff0h3Z6fHnAtXTt+AA//iPf09p4ZqpkSp3HT/mLE5Lb+WKBTN0lEf51HcMPn9rP8PHS7iuYsvmSXq7XL57e45a0Hi+ab0TQI5ZblPbT6SahNXxfli+Wa8XRi7bWvTIGqs21lnXw0VTl9Ysuv4+0sITz1FiVmixo21Se60/Jyzss1jydseFrRNk4pxSn6jPRsOiiazaTGr9bhDfGadwiRXlhG69wwnuvwknCZ6CFHz/51lcJVm3KMv8zi7OXe3QVa5w39NphCdZtajMeZsHvr18iXfN8SMPHu6dc/5zAvhzsuAA//vdb2X3rqcOyXNXPXhw181XUt/JZ75n8rOHyizvTjHUL7nifMFrLnDZ+riHkgYoq2lOg68fPXSwyzjvNoSWZ5LoZRK1f9Cf9b4myZsEs1jvtha9lYuj7Yt9jfgL7aWCdiZcH20OaVERNW4dLhcS3kHiTqbWBCjKIqSZo6Jbci05q9kFQvNEgyafsY62miWXeFrIP/y/ZRCBDQsoCKorlb/Oj/LAdTl2wuKmO7t5YHuGXzszx9CAzavWnwA1xr/fVGSkspz5S1/74PBU49DKFSufK0yfO8ABFi7oR5gdH+vLDyz+hxuG3vXIE9Ni7ZwUCwZSLJorWTiQQSmLHQcNbJkFkQ6ughNooQmURNQlfPgXsV1fk9h6QDJeuNrWCmq6tw7AJlhFy762MmFihz6REhA/NY8zmVgl2uxLbE8qJbRzMgNHNOJBSblQA7unmm0bmhMgXuPpO5F+j3F/iTPfv1DKT9gK02lVQFNE0HPNn4/Kr/P0THDBwGbFPJt7tqfZeyjDAznB6ESOhYMpzlgyTvrqDjWhln5uaGjRxw4eGXs+EH1uFCUcf/X//j1/+Ufn2qly+pb9B4YWpOwja/s6pVwy32D1wgpz+0b47j0uf/elfiacMsK0/IQGOyhK1U1s1KhHj2ZqTmUC3IZohuRnW247tNz6fkOjILpzGYa849RFJM4tmsdKWqhHPByffD07RWl1CPVjtH6I4tSoh9QnX7tjZqMw0f72QTAg6G6m+Ra6j5LsgRN0TzAMEMKgYWeoNjIoL82mZTZHJ10e3ZvFs/2lUeoNk0qjiysu/fV7njyae8ujOw7WLj13+akDss14XhYcQGRfw9e+dXu9J3/g9y4+d9FFw0d2LVq/bIzp+gSfu83ja3cMYNt5Fpah4gjGaoLOXJ2pGZuputFcgSGy4EZkDkNqEutrIpJN6xOFDIIWbq1fRBIXnNkuOJq1jy5mnKvq25tX/fmN1ihmuzB+mDKrFSInaIkIrHeMkgidmugZicmmQqGz6Wd5hndbKcKmnl6QhRgEioTeOs7fBiCEh2k6zNRhckZiCZPJ6RJ126CQa/C/rqowp2eYux7p4KHdWVwlmDO0vJbv3HDne6606h3lzPP+PZ83wAHe+sZLOHxsvFGvjH758L6f/O8ndtxmfe8ei3sf66GvaDDY75FJgaMkfQNVXnfhKHsOuXzqa0WOjkvN5BgRYqTQ6io1EMf7aGiqSXDZYwANH0lOTiuQW2i0TmHCbQmqEMlk8c0JutKK+rYJhLqsIuL7I5YRHt+GyoSNmPT8lRbghovJijYRTl1NCXxBIMoojM4HGqBp9lmRBIGj5h9nGh7HxgWf+lqZZw7meM05OeZ1deIpSdryKOYavPeKadYNTfDdu+usWrel8apXXvDRUoG/zGSfP7jhBQI4QDk37eT6Fv/N07v3ON+4Y96f1afrcstqC1N6uJ4im5b0dpqct97igk1ZrPNPUMhN8uf/ajFhh+D2ncxQ77akvgpas49dCNp2LR+Sa1kmi4tbbtu6VU7cxpNgjp0j3B7+28bR9C91HI0REJ8F9C3HhsGf0JEMgRhaW6GBONqnOZsRcHVr3uqIqiglNojMizBvPAzJB3+45//Q0vPwCFsxNyuDZJAqPVmFD3+uxPU394NRYnpGcsGqNL2dkmzGw/OymLJEd3maa65Ked3zhv4u37XoI0dHjjovFC5POdnqZCNfnMe9D+6oDQys+Nbvvf0N9mvOK3mbVzlksoJSPkVvp8W8Pkkuk2J8IktKmOQsEGFwJ5APdXBHMqBGSUKRJdnXJKIpJB5idkAHyG1xFnUaEgOy/sE2tKTd7tMZ7dpCkHgf0ofY8RFQfdMdHaMnXkXOIgl60nxEKyfr50w0Doq3gZNRUparJJ5r4HomrmeggltFtSGpeSnKJYN6FQ4eczl6QjAxZTBTdblre50HdvRTdxb99Yqh7f/gHPhYbeH8wdP96WYdL5gFB38xK+Dp/q7iup7s1t+++eeNP6o0GqyaL7Adg2LeJZ9tUMjXODHp8pUflRivWmClQBoYUmCJsGGPlgKL5jzSpCYxCiJnsdDQwqljThtxrIfojG8P7HRoUduCuJWQNB2xWcA8izXXjX7LMSG3VqFSQYzDRMZeO0ZXaNpZ7NDCixarHiyNInwJsdlDMOiPKHw/AA8/XTZQVQQKR3oUMga/cWmF726tUqvmmK4Lpqsu9YbH/uOwbG6dJYu8+oJlWxqbzz/z3oPjlcr8dQMvJCRfOAseAkEIUUtZzjPrz3nfk2duePW+c9aIGUdN4HkevZ0NujvGufvxOr/7sQ7ueaIEZhphWGQMSdGAnKGwZBPcpmwtXIhTk1l4NQngzwryOM+O6EkAzhZ+LjQoC2a31CL2kWcdSs22I/6sFxg33yctf1iy1qQj8fxx/TNaSi3JNFoS1rq5BmeUNuvJYLvE9Qwc18B2TWwnRcP2e+act8rjn//XUc5ZN8zhaZfhCZ+bY0yye7iD9SvP/ELf/JXzyx3Fn8yb2/9CwhF4gS14ONKZbqwMX3rj6y//0h/8xbabDu0/9tpXbnRBTnDzfQ5fvnUeOw8IGl4djBQZU1IyFVZQaO2qZoMkHYRJRaRdA592dCRJNdo5lzHVpA2wk8GdtqB9HvQkHO0c0BCQurOrwr83sKjhRt1R1CmNEL5FFqEVF3rI3ndGQ7of4+vBqaObhM7xNYlHnxiOYaCUwDRtLNPlkg1pBsoON/zoBLv2lzh8XHLpOQar1i2dHFr+jkeUZ08I8Xx+tdnHiwLwYl4AuJ++4WaWL1r7o41D8kLlPFn6xI0ee48MsH4owxVnTvKNu+vsPF6gO60opfw+hnUXqo7EVU1gNitzkk184q2P40XEzwJ82oA5YXFbaEt4bJvXs0c2T2Ek1ROlU4Z2FKV5/jCKGVV+CRHkhRBNgrg8GERC0bIKRdyy65/zIGgVoaKcm4jWBJOk2QZF0LBNbMcvBnXTBhmrztPDJjfePp81c3L8P68bY8/wKF++xeXAiZWTF3b0/EVt9Nbr5ix53YsBQ+B5BnpONr5305f57Mffem9fT2H6J9vqFz243bbOXZHjwvWCy8+d4J4dMDaWZ25R0ZVXZCyYqEpO1P22u4YMusNKP4oZKyQmHtCJOZ2ytZtVMuDTrK/U7gh68EZ7LRP7ZJijEn22mUHYGtB5LoEeYn8baAljzKL+xKiZaD7HPqeX07VZUKvdpBUgohTeuBUIO5iZpouVcrEdi+NjeSq1lC8Fpl2ePCD4+Ne6UQ0Lz8uzdK7DosWDM1Os/dCju9OfuuLVr30xIfjiAhxgYPV/Z+dw90OWURpZOc+8fMXcUWPz6hPcuq3OT7Z10J02GeyAvk6DgS6T7t4aw1MVxiomljTIGArL8EHeBGiy8FaLVMrENtl6XJQW22aC6OmyfjFwHJAtaa/P9l7OFtlsD+4QyO3vOgHn175fLEgV7td8hOZ5dTBroG93/hi4lSaXamVzQTW8IRWplEsuU2Vspsa9jxc4erxMtW7hKYkhBN0lm8lqja2Pm9RqkrlzVtpnb1z2B5ddXPjXtQtq3kc++tVfboD/8OYv8z//x9s8jCWPXLipdlikKlfc9NNR4/YHy3h1i/ldiv5Og4HuNCuGJG+8cIKzVgxzz+NZ6rZFMaWwDN+SR1Xm2kVoiVq2sd5SJiy10DIHW6x8PKMwCuEnwNn8fLtQvQZqmdzXmsM9G6jRv2vMuosWS9v8TTSgJ+hY/Lwitr+d4qRHfyM+H/QcJ1BdMpbDZKXGH1+f54f3dWN6fq8IpQyUMilmDRb2QS5bJ11ebGeLy9/3yvNX3nD3/VVn2Zpfe7Hh9+Jw8OS4/IrLmRn+up3r7fjsE19bJZfMS3/CbexJ7zrg0deRorczxUC3ZG5vncEum8PjPgHPGopsSpE2fNCGTdLDtr4tvFm/2IkLGjtOI8nJEH54oIg+QexY2mzn2Tar0zucWU4RczRVZESbnFk0+XZ43qazqKKAUZAKBckgkC4fCqLqH93X8JS/AJSngjU4lSBjOXhKUnMMjowZHBl1ME2BUikgjes5PLVfMqd/aX3d2iXvP/+9F3x2uPaQ++e/e9mLBzht/EIADpDvewv/8ZXb3Hdc/T/+5ad3fCo1VbH/zuBEIZ8xyGUNussOvZ01PCp85fY841MZFpQ8immFZfo/dt3x9VflBQ6PXkUiINnIp8Ui6s80J0RzJFolJz7T/H/i363tttP4bVQSsIIAhnH9MEqNhaBBj4p9DqGVsgV/RXLhKiGakyWiHSGgw+N0iYZwBTbAEziuQb1hoBBYjoEUir7uKldfMsPDO+ocm7CCRRIktYZgYjrL3DmD05nS0B+ff8F7/2Xfk19laNUvBtzwCwQ4wDvf9mrmD3wFz+2/9pwzugy8qb+694HHyxljmu6yzWDvFD973OX+p7roy0l6Ch7lLKQtScNRDE8Iao5fPxhybf8yJSiLSITsaT5C+60DsOUOkKAIzU+1jvbqVnLmnA7ciQVtWs6ipdc2J0QzVbYpA6rE8c2cbghVkaCHSliDCYEi08w3F5ozaUhFrZFifDqN7QgylofrCtKWyznLT3DB+gnuebiXzpxHMefQ3ZmecYz+u/r6V/zAEKlrv/Xd6xhadekvCm7ALxjgAFsueRsAo+P2JxzHcZ/cNbVpsLD97b0dk+ndRxp86fYi0ssxr0PRWxKU8pJCziSf8bD3Vdi1xyQlTQqmCpQFFVhZ1Qpu7SKhWeOkFUfj0k2hQLS35GiTZRbtVt8aa9zzHIZvrZs0BKJgZvPcCZqi05hQGhRROZmKzgs+7ZCooIFPsyNt+J8IqTANl7RlY5oN9h5VPL67QC5jUMwpGrYfCh3ocXjbJdMcHcmzfzRDuTPTuGRR/yfm9Fp/ceFlr33BcktOd/zCAR6O7o4UR/bfc+3VV57ZOzkx9027nvpu+uZ7azz+TAfLegX9HdBVNOksmXSWJEvn1dm4epzdX7Q4ONpJxghabCSdSU1lSDpLMgHa5B0g9jrJy4Ods/c/SQxd3+bUjlfi2U8VMbLQgkecusm19WcRkGilVwApaC6e7f+B4aKsrifwe9gQRDX9IwypyGfqHJ2Y4YZbi7hVh8VzFJ0lg7qdwnb97lkbFyou3TzFfU92eWau++9u2Zb5iOs0XjJww0sIcIBy/zlkLCZSuaG3fuvWB84fm8z+5dmLK+Qt6Cim6CqbdHcIesouA901Bnqr9JYU+4/7F0cP+MRzxNtx4lmAGbPamqyGrj2L5u3+JMkNsdOr9vx81uNPZWgfiELyohnFnK0KqNl9QnM0o5xygr7c4JsBD0+IWADIMDxGJhVbn7YYKrnkLDcI7KRwXRPbznL8RC8bl0rvVRdfbufLq77hOtO1szateKFhc1rjJQV4Li0AGu/4/U/e9sXrD/5s6+1vEieO7fjzn9y5Q2TTBvP6FJ0lh1LepqujwuFRm4lqB/mUIGMqbc15f1VBs1mj7I9QBUhQ4qRaMluFi3+sOGUUnjZY24zIv5vNmif5TpNNxKKQYRQ0auCq2W3QlrWM8lxEUJfp/8fSU8FSfhLbNqnV0xTTdQZ7qgyfyFLOudiuTbWu8DyTSl3SO/8MtXbh0F9vXLPg62Tn7HbtFwwqz3m8pAAPxxc/dQ1K7a9B39/s3bPAfPxA8YOp2jOp3s6jZNOSlJEin53hhh9lODpaYKCgyKUUYSdfQ4JlgGn6dslTfp1h5ChBW6CHI64Ti5gujfb5X9gIdUHRulm0OTZcRTg04QKtHjPxQT30H2YbhklU4T4vCM+bysP1JJWa3w57oNPmdedM85lvF7Edk7GaoubW6Osu1s/cOG9k0aoLP//Q6OK/lftGnHPW/CJ/sNnHywLgAEIs4OChEWdAVP7srW96g+lMbHvlR//9extko2JdeZHL9r2KOx8pM5A3WNjjA3H3sMI1IG9A2hJYKd9sNWxouE1r126lYiB24SPLrbVPPlXpbzaD+2zURDErjqPtJ0v1jPLC8YmFCta6VNrM1u9Musrir3zXrHRyXUHd9guH0ylByvRIp/xVO/YcKSLIsmBActG6MX76yAxOtYNf2+yyfnXWOWFf8p/Z7KHfG+ztsa/oHnXKHb2/EMycynjZABxg3tweAPXlG+/4I2lY6fPOvPTTXmX3b6Zzjxk/fVDgVXOsnCMZ7DYYmuOQ2TnBY88UsQxBMSfJZQzqtqLWcHACgEs/pgGarJhMKgKi/BK/KDkhCmqfO2W7JFpetA79hKdw4hil1sAtlL8UnwomZdg435+0Gn/RPkfUJ8Zf5952JFMVg3pDUMh6pC2PVKrBo3uqPPBYiQV9GWp1k3n9ivWLp3lyj0lv/yp31erFX+jtLvzeTCVbL5TKLzJCTn+8rAAejv921RZGRk7UpZH/n9jLdt3/4MTmsan8VWvn1yjkPMoFi5ULqwxPV3lqd4FCVtLTkaK308BxKxwYqTNdSZM2FVYqvl6m5wUPaC4Pg/9sBI19pGzKH3pljf8+dNV4VpMuToLYhP83e/EDSTkzvi9cylvgZ/mFuTSEyWhB6gIqXB5bBEutKwxDYaVcrJSHMCbZ+2SBRiNHb6ckkzaxXcmeY4on93mU8x6uazM6kecV6zvp7+u/8dwLrnho4dKB6yYmK/WBoZOvtvBSjJclwAF6eroAJv7oo9/78LGxlfOu3NIl8qkTb7r+63dTyNbJZWrsPJwhlzLo6TAZ7DVYNr8Bxgm+u81ieDJHd86jLD2kBWnTv/B1W1F3/KU4DIMAzIH1lgLT9J9B4HoK11XNFi7aZAgEOFpQLsSzUqHEofHDZrtFRDTKn2phopU/Wf013cFffk8IhRHdlRSmoUgZPpe265JaQwarXfiPQtamXKxjq0ke2itJOSaOa5JJm8zvz7JwoMotDRfHqbJiCZB9JWuWd33zLQt2f8Cu3nNQmm97qaHyrONFT7Z6vuPnP/wy226/YXLF8gX3WFbmO0LmVs7rqQ0enzgofv5wXizuyzB/IMWiuQ7Lh45zwy2KI8NFOsoedVdhIinloFQwKBcMGh7sOx4ENgSYhiBl+g/Lklgp/2EYfrGt7SpcT0Xha9+atutVIoIErNasQUT8uFiVkYhbZ13FSa4zJGWoGIWNegS2LajZAscRQcMdfFCbCivlkU275LMOpXydIyMGI+MWCkE65VEu2BjmNKMTHjkrQ6lU4fv3Z8iZkLYMBBaDXXV2H3HU4MAy78Lzzr5v7tCad3b1rfvPirPmQLF700sNj5OOl60F14cwsgD7dzz9zP7zNy9/8/TY6GDNufQrZ+081Fswx8ulvGJ+3zRPHqqx51A3F62yuPjsMb5yJ+zcWSZjKcpFv53c+kKFQzM2Bw/lmdvhkQ5Ww5BSkDIlGcsgbfntgic8h8a0i+P61t4UYU9ARdi1SYXeYIDSEMSzfpd2So7Gp1sin/rxQcTWNPyH7UqmZgST035pXsbyFaB0yv+EYSjSlktvxwy7jlX4yTZJPpVi/oBJLmOQTbts3+/wjR+XuHRjkXXLR1k+NMX+Yx30lB2e3CspdqzmDa+Zv3d4RL3VzK454jniUGfZ4pdlvKA1mS/2WL5iGV2lA4fWrFn04ODctRtfv8W7as2qrqO9PVkOj03z8a/m6UhnWLVQ0t/h+o2DDMilDTqLBnP6HM5eOc2qBdOMVaDhioh+GBJSKUEuK+kqweI5Ln09NgfHPKarCtvRsutEc6k+gucwMBTp5qLJrXVnFrRIqx60UQGf9prn0ydD+P9JAZapKOYd5vVNcXSswr6jNSambCpVj7otcMLvJBQp06VcrPLkQZf7dkiOjNqMT3rMVCWO6/dyPzYueWKvZGq6zPvfNENP9zTpbBGrY+BQ/9LXPXTpxZdfec173v7AvuGjh5YuW/JSw+C0xi+FBddH75xLAdSDP/2LmVWbP/jjJbUj73Zquz9w409Sa0vFmcGhnhp9nVUe3mVz4HCGrjxkM5JSXtFVbCBkjbFpwwep1qjGMATplCSfEXSVXZbOm0Gkx9l3opOhsiRthY6oiJxVN0Cd3mk25PSxrL5Ivgv5fjwgFZaHRWpPII2EQSyF///5dY4Kw1QUcjYDPSfYdSLP0cMFlgwqDCnIWH5Kaxgw8nVtQXfRwcFjbFoxVXGZqaUYm7JYOiBYv2yGQ0dMdh1Ms2XufK5+bemIkb7osU1rFnx8Re/49+nsFtMVh1df+IqX+vKf9vilA3g4zrjor4C/Avj+D+/e8/0NG5e9W6j7L1g2OPXmjHio+LEbLbAters80pYP8I5She37XH6+vZPuPEH+RSgn+jw8l1GU8w5dpQq5iRkabhnbk0jhT4BcxsBTMFNxcFyFlRKYyufepiGQhg9bxwHX8/A8fwIQ5sIE1juMunqe36rRCRYhM4L2jOBzaSulcBzJZE0EfoPEy7qYhodlOtTtOiPTBfoqHvmsR8PxAzc+Z/dAwdhUlgtW11i1eIa9eyymKh4NW3F8PMW83iJvufgEn7slTUf/+ql8V+Ybb79k3V3A9UJEfQGfT77YSzp+aQGuj8vOXwRwfa068wWphu/e/khl7Wu35K4pG4+JQ0dHadgpesoeuewUt9yfo5zK0pVTTNYEpgGloE+ZaQjSlkcua1PI1chmHQwpMSVYKUE+a9DfZWK7DZ455JAxBKWCxEqBYQgsS2CZfs56xVPYNb+rl6/KyCjF1zAglfLrTB1P0LCh3nDxFFimxAh0eCul6Cg4WKkaux+xsG0LkBSzEtf1KUat5jBeh0odGg0P1/X9A0MqsmmHtOUwOp6jXDR4zZmT/H87bEYmJLZt89jeGk8c6ObNl52lzt7MJ88691WPzZnX/Xkh8i+DIPsLM34lAB6OTDZvb39s17/nuq7svOic4z8a6u+/6vBx3vXUEzuUlXlC3PlonUef7uSsJSZz+21u2VZneDJNR94PUxsS0ilFLu3geg1uujsLGGRSfuu5Ut5gfr9Lw5tg9+0wWMyRzzatfzYtKGQVactj7xGX4+MOlgmZtPRXLTP9MLph4J8z42GlPKZmPI6PeVimJJc1ME0/NG4Yio5ig/6eo3z19k7sWols2qJckNQaBmDy+vOneHyfQ6Vu0LAVruunuGYsj56OKpOVae7YNsD8vi42Lq6xeeUYx4d7yZeH1Nkb1opjJ8Tnevr7bvz9zQN31Wr1sVIp/1Jfxhd0/EoBHGDd2iUAY0qpm2HT/YWusU9Pjo/JkcaWfzOL48tWLTicWbPYZsmCCg/vc7F6ZqhXM7jKxDR9C57NOCAaPLyjA0tAOgUZS1LMC3o6GlScGRpeDifoAG2agowlKWQV3WWHge4KO4412H4gy7I+gRAelilQyghkPEinPcoFhyVzx3nmmMfOI0UGOjwQ/t3CdsLeIn6H1uEZ8CoeA1WXat2kbks8L8WmZR4Km+mGSd1R2K7y2z4bNZ7YZyOkyX1PKsYnBPMG5vPO182tWenSM/v3y98594yzvXK5Y7+CY/JZlJ9f5vErB/BwBFLdMeDYv35zK+C+asPa3JILzy7+h1M9nBo/fnvHmgVj5cVzZvj2zwRmYPVyGZdCtk4mU8cwDdKGD7i0JclmFIVcA+E0SKdKpC3fOmfSBpk05LMenaUGfV1TmGaN4ck0gyWDfFbLEsSfFJapKOQcejqnsYEjE0UypiKTcslYklpdUq1L6g2Daj3NVNVDVRWVmke9oWg0DGzHwHUNarbDRE1SrXvUai6NhsJTDX54X5nVS7LMHeqbuPSV54yvXjPfrtcn3tnfObzLOtc4nip1vtSX6UUfv7IA18d73nQeM9OTxwViRMGGiaP7Gx29v/XeLY0nfjtv7XeqwtxgNI6mOws1pBhDMcWdDytmqi6GVFimJGVK0qYim7aZaLhk0yblnKSrbFIuSFImZNMepXyDQq6GpBElfaEgZfrBI8f1nUoAK+WSSTcwhGKiBpNVQWdBYTseE9MehvRTEAr5NBmzxohdxHY8Go6gYUtsR5C1bC5aN84jz2Sp2oDMYVOko29lfdVK8ch5m+aa/23pus/+500P/8srzh+0CsypOmqlyv+KUZHZxn8JgAPkCyXwDWnlwKGjmKZ5nWma15117tXW5jOdfzx6dF/f5Ik9c6erx1/x8OERvnXXQbZsdHhwO0jhMFOtITAxDJtv/SyLdCQ9ZYPFcz1cb5rR8RyL5zh0FGco5CoMDSiyGZua7S9TXcpLujscntzj50/3dAjSKZdK3WXfsMVk3WV0xvDL9AqC0ak6E0cNussmQ4MWV140znU3guMoDFFnckYxOW2w41gf73+LwT1PZZ6qV3vlkqEVI2tWLDywZMmi4U1nW3+444mtjVIhx7uvPpt8Mf+SVte8FOO/DMD1MX9urINpA7jGcWrAqlVSpN61dfthb+2h21g6Zyy9aH7vexozx/O1hqS3Z5Rc+gS7D6exbYeuUopMpsLPttfpzqXoKk9x91MNFg9YnL9acc7aaZ7amcE0Bd1lWDJ/gpu2plkpwB0wKOYa3PW4ZOv2Ls5YWmNej8vuvQXOThsM9k9y18MWx04UcWyP/o4qx8amSa2ax5mbysxUFdnOnpnGkdF/7eoouH/6vqU/rqgtBrj7ge35bPql/plfFuO/JMDbDdPMADwJ/B+A/Xv3YJqGVavVHtyxd39ubFLZ61dVruzuWPmGd/+Gxfh4Bll5HDM9zEStxOalJk8dc7jpZxaLuhzeuKXKO155gi/UTWr1TjJWHSs1zfC0oH8CPNfg4Z01rr8tS8GU/PomwaqlgtseNKnYOTbNc3lkt0mm0MecJRdQrFf44HsL9Jetm9avF98em1KpdG5F5aqlha+7rt0QmXkv9U/4shy/mq7zizA8+wTAIoRaNjljeNWqy8/v+AaWsYcfP5Dh/NWC7UdccfmFq//p0N7hlY7y3O5yncMjKSYmC2xYCp0dU/zHbWkGCgbrlwrGKjUOjSr6Si5K5Y2+wf6njh649w+e3lNUZ6+rc8t9sHn5An7rnW9ESIPxGSmF4BlgT3/3yy/3+uU4/n+Av4BDqW24rrvk4Qd2ZbftNMlnJOWColpNsXhQkMtVuWObSTEtWTRHMdOAzrxNPltl264i2c5VVSmNXW/Ysuyl/iq/MuP/AkWIk5wTf9JhAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTEyVDAwOjM0OjI5LTA1OjAwGCykNgAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMlQwMDozNDoyOS0wNTowMGlxHIoAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII= weight: 7 label_cols: - label - label labels: - '138.7' - '138.7' tables: - mf_gamma1 - mf_gamma1_portraits timestamp: '2024-05-17T04:06:50.431389'