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/ Forum / PREGEO e DOCFA / PREGEO 10.6.0 / Esito negativo su ulteriori controlli di approvabi...
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Autore Esito negativo su ulteriori controlli di approvabilità

centerba

Iscritto il:
02 Luglio 2005

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 0 -  0 - Inviato: 23 Febbraio 2018 alle ore 19:54

Clicca sull'immagine per vederla intera


Clicca sull'immagine per vederla intera




Ho letto parecchi post sull'argomento ma non riesco a trovare una casistica per il mio problema. PF in tolleranza solo che uno insiste su di un foglio diverso. Ho provato ad elaborare su PC diversi ed a semplificare lo schema del rilievo in parecchi modi. Ho anche sostituito qualche PF con un punto ausiliario ma l'errore rimane sempre quello.

Edit

Scusate ma le immagini non vengono visualizzate anche quando modifico il post le vedo. Lerrore è questo:

Verifica dell'inquadramento effettuata sulla posizione cartografica TAF dei 3 PF

rilevati dal Libretto

parametri dell'Inquadramento Cartografico : rotazione 395.3538 gc

parametri dell'Inquadramento Cartografico : coeff. scala cartografico 0.9986 unita'

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Autore Risposta

EALFIN

Iscritto il:
03 Dicembre 2006

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 0 -  0 - Inviato: 23 Febbraio 2018 alle ore 21:59

Come mai l'elaborazione parla di 3 PF rilevati dal libretto mentre ne hai utilizzati 4?

Vi sono misurate per gli stessi PF effettuate in passato da altri tecnici e se sì quali sono gli scarti?

Hai provato a vedere se in mappa i PF sono perfettamente posizionati?

In pratica su una mappa wegis devi inserire le coordinate di ogni PF e vedere se il cerchio ricade nella posizione giusta.

Inoltre in riferimento ai PF dello stesso foglio, oppure anche del foglio confinante qualora in un A/3 vi rientra tutta l'area interessata dai PF o da almeno 3 PF, hai provato a sovrapporre al wegis il dwg del rilievo elaborato?

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centerba

Iscritto il:
02 Luglio 2005

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190

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 0 -  0 - Inviato: 24 Febbraio 2018 alle ore 12:31

"EALFIN" ha scritto:
Come mai l'elaborazione parla di 3 PF rilevati dal libretto mentre ne hai utilizzati 4?

Vi sono misurate per gli stessi PF effettuate in passato da altri tecnici e se sì quali sono gli scarti?

Hai provato a vedere se in mappa i PF sono perfettamente posizionati?

In pratica su una mappa wegis devi inserire le coordinate di ogni PF e vedere se il cerchio ricade nella posizione giusta.

Inoltre in riferimento ai PF dello stesso foglio, oppure anche del foglio confinante qualora in un A/3 vi rientra tutta l'area interessata dai PF o da almeno 3 PF, hai provato a sovrapporre al wegis il dwg del rilievo elaborato?





Probabilente perché ho un quarto PF su di un altro foglio. I PF in mappa li ho fatti riposizionare ed ho sostituito l'EDM ma l'errore rimane comunque. Le coordinate dei PF, invece, sono errate. L'EDM me ne riporta comunque solamente due dei quattro che devo utilizzare poiché escono "fuori" dall'inquadratura del folgio. LA sovrapposizione dello schema con la posizione "cartografica" dei PF è congrua. Ho anche provato a semplificare lo schema eliminando la poligonale e simulando l'intero rilievo da una sola stazione e provato a sostituire qualche PF con un punto ausiliario ma niente. Anche elaborando su vari PC tra cui anche uno col vecchio windows xp restituisce sempre lo stesso errore. Non mi rimane che andare in Agenzia e chiedere se è possibile modificare le coordinate dei PF nell'EDM e vedere cosa accade. Solo che st'errore... volevo solo capire a cosa era dovuto per comportarmi di conseguenza. Grazie per i suggerimenti.

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Aily

Iscritto il:
31 Gennaio 2013 alle ore 10:36

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 0 -  0 - Inviato: 18 Aprile 2018 alle ore 17:36

ho il medesimo problema....come hai risolto??

anche io fatto diversi passaggi evidenziati da voi...ma nulla

sono disperata!

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centerba

Iscritto il:
02 Luglio 2005

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 0 -  0 - Inviato: 19 Aprile 2018 alle ore 10:05

Elaborato almeno una trentina di volte. In uno dei vari tentativi l'errore è svanito. Ribadisco che anche provando a simulare una sola stazione, quindi senza poligonali ecc..., l'errore era sempre presente (faccia sta prova anche lei comunque). Mi spiace ma verametne non so che dirle. Rimane solo una enorme frustrazione.

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Aily

Iscritto il:
31 Gennaio 2013 alle ore 10:36

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 0 -  0 - Inviato: 19 Aprile 2018 alle ore 10:17

L'avrò eleborato anche io una cinquantina di volte....è da Natale...

in agenzia (Milano) non sono d'aiuto...tristezza

grazie per la risposta

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miki06
geom.RMI

Iscritto il:
24 Febbraio 2006

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 0 -  0 - Inviato: 19 Aprile 2018 alle ore 17:08

Ciao

Io ho risolto andando ad esclusione con i punti di rilievo (quelli che poi andavo a collegare con la linea rossa.

In sostanza, nel mio caso, non centravano nulla i PF.

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Aily

Iscritto il:
31 Gennaio 2013 alle ore 10:36

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 0 -  0 - Inviato: 20 Aprile 2018 alle ore 10:51

grazie proverò anche questa strada

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ALEMARO

Iscritto il:
26 Novembre 2004

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 0 -  0 - Inviato: 10 Luglio 2018 alle ore 19:23

"miki06" ha scritto:
Ciao

Io ho risolto andando ad esclusione con i punti di rilievo (quelli che poi andavo a collegare con la linea rossa.

In sostanza, nel mio caso, non centravano nulla i PF.





e cioè???

non ho capito come hai risolto....

ho anch'io lo stesso problema.... non c'è verso di farlo andare avanti....

questa è la risposta che mi da..... non dice nulla

MALEDETTA SOGEI!!!!

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YB/0syT0JkUCGWWJogtQMB38cfTjNcAnwVmX3lG0GT/P8Gc6fnd1Xk5aAjCEGJmmA7PaIDPcK16Kp8UEIhHtq5QJryrrGjMimZaCJL07N5dKTDBLFof8uyZv/Kcn4LgV4dQHAL4ax++7j7+XXku8n4KaCgD6oC/2BN1Zk0IZPoSQV/WIcr13xDaXDexvwAQ/Pm+nkV76z9x3ndtgJCepBS41jelDbMwV+5dq0OfkM80+uMk+oqKitWJiQpBRUVFRUVFxerHJhlUWFFRUVFRUTFbVIWgoqKioqKioioEFRUVFRUVFVMGFQrI6kIOBoygQkulupAD8aYJKuyiUa8yKC+AXnBU0KykoMISOZAQnXPL6LpQBif2BQMGz6XymQYRSNh3r3EBepszJgUVLhR9QYggmNE7LQMDbeLk3fXddxxPKzFqsGFFxerFRIXA+ueu9eVg1zdr5y1Tsq7c7mmW33UBX0v1wNro0047rT0Hg4yd+/AJWBttbXdAndD0JaZBv3bt2pZGqlXrqa2//ta3vjWkmGuX3KljoIvGkjhlAYOj/3NOecvdrPkOiHLHN9NY7iZrXhcIY/TW7luqhv/dd989/HUUlqPJWAc2z7EBT8BqDs+LD6UNz77kMpmPjW5y/gZLS73Hcdn0MiiJ6iwVbhd22223uSOPPHL4X0VAPgnvSF/2VxtaumrfhsXgU5/6VO+1hLZ3agluhmyE7kshsQV0iSuvvHLumGOOGf43Cgojns973vOGJRUVFasJUyUmInTkCeib8W611Vbtmmo0BqK8+2EAjR3WrK/Os9MMg5cELmj6tkxGU+YrAJsv2aKZUuA5VlJiotyeYIamDnIYUJIkqIGuxDGSDklapE3MKLuARuIePM0Au/IJzDIxEaGCDyXQuTbXNyKHgK2OJaja2GDBUE8WHTkONjbMvr2jMjGRfrsYUMhiJ0Tnch7ob/KGWCLpvEx9TClRB32SYl6CYr3ffvu1NPhksCp0lVdUVKwSUAiuuuqq5oQTTmiOPfbYZiAsmozjjz++efKTn9zcddddw5L78Z3vfKcZCPlmMBtsvvvd786f9wHNYBbaHHHEEcOSdfiTP/mTtvzwww9vBkKmGQxkzUAJGf66Dt/73veagbLQDGa5w5JRDAbYZjC4Um6agXLQnt92223DX9dB+ROe8IS2fDDTnj/PUD5Qbppbb721ueCCC5oddtihueeee4a/rsP73//+luaWW25pzx//+Me35xmnnHJKW37zzTcPS+6HZxwI8WYwS2zPBwK/Pe+Dd4LmkEMOGZasw/e///1m9913b5/dexwoGM1AwRj+uj7+8i//shkoBc1BBx00LFkHfPbcc8/mxBNPHJZMj4Hi1gxmjM2BBx44LFk5+MEPftBsu+22zUDADUs2Lv7u7/6uGSizzT777NOe61vOZ4Hzzz+/GSipzTXXXDMsWR/u6fvYbbfdmgMOOKC59957m/vuu2/46zoMlITmkY98ZHP11VcPSyoqKjYXrLigQqZMsydm540N2fuky12pMyIJa6bd8ngc+PztfscVUrF6cf3118/va1D3L6ioqCix4hQCwYNMqjlobxxkURTnIJhxMPNddIBWF5iau7YqXgpuvvnmuQsuuKA1zb/whS8cli4OTLhMztmVIw103uKWu6fPRRCQJbDkMyvcdttt83UZzDqHpaPljlNOOWV+XwIZBG1tLA1xRlc5d1fmY/8C7qAMNGIvopwrwf4c+bq+/Q1AsKj4DZtUxblruKnKvQvuuOOOEb5oyj0K+lBeSzGe9tppwGUROx/q0+J96g6HFRUVgakUAhH79qL/9re/PXLwIRPAOVWxgLNM893vfrd35cG0sIKAsCjvBQY5O8kZqGetEGSIzI9nEmW/WEXh61//euunFS+QYwY8Y243A3cZxZ/r0EejvfnN4/j0pz/dCsQctzENn1nh1ltvnTv++ONbQX7XXXe1bUcwf/WrXx2p51VXXdUqCWJHxikEBHkut6lWH5+Avht7GUhjfM8997Q88nViTgjInM44oG0oAZdccsnItXEvgadWEHQ9lyC9oJkEwn+x146DuBLfj28k9jVgXdKHtUfJP+hzH1lqHSoqKlY+plIIDK4i1AVB5ePEE09sTZC77rrrkHKuHSQzDSHdtwPctPjMZz7TmsZtNLT77rsPSzcsBG/FM/3DP/xD60qwQc+sYIaa2027Eu4ZJc2+++7bCvMMgX15a1tBoZdeeunItshm6pmPDaf6VofMAgIwzXit4NB29vq3wiPX08xecCLryUJAqcp8RMFfccUVrdIVYIkRQGf1iQBQm0698pWvHLlOUKyA2rzipIRr9eeddtqpvcYuhfo7hdRMWx/V1zNfuz3qv9NsfyxYNl975plnttdO2ulwEig0J5xwwtwf//Eft4rWM57xjLltt9223blRnzrnnHOGlOtAcfBt5z6Sd3msqKhYnZhKITCj2GGHHdqo5XzYac+qgDxrt3Qw0zCNP/rRjx7+ujCY/RsMRde7l53qsivBNsdmbnaS61p5MEuYTcUzyZdglmh2NS1EdxNKBEfsgpiR+Tv4eZl2Myggmeb5z39+KzBEl1vRYFml2AuCLw7uF/kcsoVATETms80227QKzzXXXDOkmC1ix0K5CcJCwOqU6ykannVJPW0ExL9tOSRFwWyVlYNQUte8I6LZv+V3cXRZCMRImBnj652xKuCd7y8qv89CEFDHV7ziFe0qCtd4Hyw77sVCoJ4sBLk+McvP9ekDC0HXtbO0EORdDfssBN6XpYW5j/j2KioqVjemUggIJrNIM7t8HHjggev5nQ0kmcZWs4tJUmOgFfDEb2sHRTOzko/B18yX8FxuhcASwXgmgkUehb5lgF0wMzZrve+++zoVAksLc7vFevWMksaM9ktf+lKrEMT2x9MsG7RMMfNheWEyXy6FYKEIhUAMh9gCCgTBeNZZZ7VKEIUgFIuvfOUrI2Z2rgGKxXKAUOzbIjlQmv31X66lcd9AKBMU3Hwtd09fUrDFgIKd3QB9MQSUI5a43Eco5BUVFasbKy6oMLAS3AQVKxcUK26I0vUQroGNhdLsH4d+3AdWCXEWrB35mgsvvHDu6U9/+pBq6bDKILsBrE6pqwwqKioCK04hmOQmgKBZjpUFGQIAWQIInaVglisL+kBAskCslFn+LMA0L0nODTfc0FqMZIfkeoCwEEhClU3/ltOxMGwscE/k+nAzWD3Ql9URwkKgP+drIwBwKXBfGT9Zl3wr2Q2wyy67tG0qU6iYAa6UioqKzRcbVCGIJYVyomfTpcEwVhDwaRL2lsqZbfk/0/KHT1pZwNRMcPDb5msNvPy+TLjjaGIFgSAsZtvbb799hCavMsCHCZnvu4tGute8smAxCkEsL/Q334N5mrLk0BZmgNddd10nDddOLC/s47Mcyw5LRDyBvpDrYHbMr5/rsOWWW7bBlZ6LG0Aq6FAIgg/zdubjnUUcQKaJ+AACWwxFuRqGYhFxBouBvQMEJoovyXytShDESSnoQ9+1fSb9hYBCYOlp6SbKB9dUVQgqKio2qEJgsLcumyDNpkuR8GIUcjIiLoNME4eI+Ul42cteNnf00Ue3QjhfaxYtctusTdIhg2FJEysICA00zNJMt100lIs+GkqLe81iJQIhxqQsliPf453vfGe7RwHTbyQpIlRLGi4XNPjIX0/4Z5ojjjiiXSmyIRITxYoDOfxzHQh7aXEFRk4DMRPeX8lHXAVhGjTy8psBR7ngWDNmKxHydZRS7gYpoBcDM3l9jsKV+YqzYeka5zKghBx11FFtv8zXWpWR98eoqKioWE486NBDDz1OlDGTrNmxDW5ErAce8IAHtLMXee4nmS8JeqsOWAG6YCZEcLEQoA3TqM15WAMoDO7nN5sYZfNpHGaN+JtN9d3LrNx9zNJtwBTXbr311u31ZshorH7oomGqDhp87CSYaQROljT4EDxdfDyT35htc9uC38xg7fPQlxEx2s1ftHEPy8cIOEJxGhrt3kWzxRZbzNMsBmb76t+l/Hg+fAVlam918FcdXJfrwHpSBlICOn0k8w8+rACZD5+7PRsEH5rxB43n9T4E91GMvFP1iuvstaGOeJXwDN6jtmT1yYjyuJf/Hbk+nkv/wUdd0HNtOPfcuZ75WsqJOllZgX4SPJu+6fky+soD6hU0lM5J9BUVFasTEzc3qqioqKioqFj9WLGrDCoqKioqKio2HKpCUFFRUVFRUVEVgoqKioqKioqqEFRUVFRUVFQMMDGoUGpYa9u7IApZghOrA+QLkG4158zPEMX9ghe8YPjfuuRCNrOx1Kor7bC0xNdee+3wv7k2CtuyNBHQXZD2Vb4A9ZGXwLbI6pPztIvYFk0fmIbGEkP1zDRWC+R8AmjwyQmMSpoM+xrgGSsPXNuXBtn68dgV0dbG0hQHLKvzvPhYUolnHx+rRCKtsR0IcwIjq0fwEQk/DayNV2e7XXZBNP+LX/zi4X8VAYmHvCMrPfQxbahfW7q6GMgxYA+KLlhV4Z36vjJ84+5rtYvluSXsSCn9cxesgPAN9q2Gqaio2LQxcdnhxz72sXYNvKxwdta799575w8C0JJEgxrhevjhh7c58a3pznQOSgbefnM/ZdbEW+aVFQKb3qCxC5v0rXE9QRf36lr+ePnll89Z90/o4Xn33Xe3Gx9RLIKHQZLQs1SQEJc0pqRxbaaxDnwcDeHexcfgGTTOM+SnP/LII9tntVzPueQ1BGxcH4ecAYS539B4zvhNO2kTAoawwcemS318KBeuoQxcdtll878pU1cK3jSZ8bTLueee2ypsOfFO3FcuBMvWNjYsBVUnSZsoTxsblDa5CiRFspQwzherEFCC7e+gzZ37ZiSZkmDIX8svvdcMOx+6r4RcXQqB/iN7YfCJPuKQPIrCrM9VVFSsPky0EEgaJCugbWWtl85gDZDkxWzHBkNmD1INyx5YQkY//N/61re29yIMZSM8+OCD2yxpAWVorDnPiYoIUfcykNr4p4SER4SUGRghRZHBO8+QzHxkvZO5zTMT4jYayjRmXCwinpfFweZJaPKsKGhsvGOWZkvZksamNpQjfKw1z/CM2srgqo6S0HheG+eUsC7cOvHY7GivvfYa/jLXWmW0CYVhjz32aHl6FltVl8DH2n1ty6KTkxCx1kjR7N1R6iaBoPUMhAtFEk/r5CkkQLHos+RsSHgudZOrQuKfjQ318Y7U56STTmrfu0RG+u1igF9YriRasjOk/kYRkOdBfykVPAqsOvhNIqYSEnX5fvFh1cvQf1ijplEaKyoqNj1MFUNgRkzQRMKUOMw+DEh5R7ZyW9k4zFANJKwBTJlMyma2JSgKZie2bM3Xm5WU9+oDIcWiQShlHgbJ7373u+2McRwNSwgaQu7lL395KygzjQQyQYOPPfAJ2S4aQnMaUJjy9XHgK4mOe/ibf5OshyLmb4DgzzRx4EOQd/GRKMcOgpnPOHg2gsy12ogVJN93JSgD4Hm942m2Ht4U4fuJNucm03d9J/6nvJeCmzsg9jUg2PvSFRP8wScfsXVyRUXF6sQGDSo0c4xtlBe7LXKJUCDyPgWzQszgF5vBrwt/+7d/O69AUJKWgtjyOGIMAP+cD38apQQfKYOn2Tp5och7UWTBXO5Rkfcg6BPkXeXj+ATQxF4GoK/gk68bpzQEPZp8beYZMGvPfLto+tB17VL3MsjI+xqwELBS1P0LKioqApv8KgM+WLn4Dbr2F+hLm7xSwJXAh2tvgWz+nxX4gHM+/H333bcVkhsL4hWiLvZ7CORyxz777NO6koBZ+7jjjmvN1xnK7YOQywVZZj5cXoRpxpe+9KWRcnzEr+TrusznAb5/+0RwncW5ayhj5V4D3ESZL0Vr2v0IymvrXgYVFRUbElMpBGad/JwG43wITLNxy3bbbTekXLcqIdOcfvrpY2dfS8VyWggy7FgYz0T5YDnIsRbTIrsYHAFbJOd2M5MrVwx00fDlZ2gDLpk45PQXO5FXFVitkPnwFwu+Ww7oO2bUVh4IoNR2FAOum1xPfUhQHIUmLAHlipWucnEbmQ+XlCBHvALcXQLo7KYpLkSfZBLP13FRnXzyye27KaFvCbwUO/KhD32odZW5xioSCgklj/tITIrgu8yX9SZoJoEym69lsaHM9K0kmBZid8TU6E9iRLSZAF9xKVaclKsK0NtELPcRm41VVFSsbkylEDBbfvnLX26XK+XDYCJAKS8nNMvLNASRFQjLgRwHYLBfTjC9xzOJ6OdzX8jmLxEHQKjFtsgZmb+DQCNMMwjRTBNbMxOQVjLw64t5iG1tHWbG3l1ershMXPIRZNm3ZHSp4HcWxChuRF8ShOnd5XqyZAj4JMzFKMS2xeECYPbv2iKZsN95553nD32RUuEI2NBKwCaenpMlyeZT+f76T59CEHB/bUnIu8ZOhhTgrBCwQuT6UBp8A9MqBPnaUCZmpRBQHlnTtBnlTCAs5bBUCPRRz5X7iH5WUVGxujGVQkDgiuK3DDAfZkuEUMZOO+00kWZWMGthvrW1rC1+lxOWhsUz2cL3gAMOaAX0tCDcbUXMT2ypmJl8huDA3G5nn332RBorQC655JJ2JYQAM23BFTEJBHPmI7jMckaCeiXAslcuA7Eb3i0lk2C0YsDMmak+oDyb2btcBrOC1TRcC3Yw7MNqcBmwslEcch9585vfPPy1oqJitWIqhaBvlQGBZRvijHKVQRfNrJAtBEsN0JuEHEWfVxlMi9JCULo2ylUGXVaEcgWBGeX3v//99ggLQZ4996GPz3JZCBaKSRYC71ugJAXGe8hmdq4BNMsBFiHR+494xCOGJeujNPvvsssuc29/+9vnXvrSlw4p1geLE8WudDew9szS8iWoMLsB+oIKu1YZWMVQUVGxurFJBhVuqLgBCsdCBX8XWAcibmC5FJdQOFaKUJ8FCGCKqKWmzN6WOIYwpiSwjAgqzaZ/wne5LFLTwBLVXB/5D7hL+Oz7oH9RCCyrzdfKJ+H5lwIWKX2YEui7yW4ArgJKl++HFWaWKxoqKio2PWySCgEBsSFWFvDdcg0sdWlWXlmw5557DktnCwO/exCSqwV86AIe165d22bFFOX/lKc8ZfjrpgF9NFYobAxIoMXcX7qb8kHRorR84xvfGF5VUVGxOWKqTIWEjEF5XOIaQlOAIf+0ayaB+Re9oKucqZBgM3vpW5kgCxsFgI9VABmzZwlpXPlju8D/775cDQLEuoCGyVZk+VJo+MLRGHTFUmhDa8AzBHp5FsliCL8uWCanTcpVBwE85UzAv49GNkNth0+5MiGQ9zuYFiwS2lPfEL1f4owzzmj7g7oJ5CMgnfetahAAKGAzQPnD/2lPe1qr/AW4DPDR/hn4e0Y8ZO5z7l2bBePD6pNXIGSg8b5KCwMLj3fEGiW2I8CNgaeofQl/3KsvKPFZz3pW2/7o9d+cqVDfcC2rV0bsfaCfn3feecPSbohtkHJYX8t5KZSLvcAnl2dYxinAEA3FK86XIy9FRUXFysVECwF/rAFvUhyAOAMD3bQ+zz56wXHWpFNKDJJxWHJnsLasbNK9DLwUm3LFgwQ8lgvyhxKgXTQi4iMZERpBbRLEZBpm60yjviUN/7+B1XOID+iKCYDw/Y9zJVAsBNKhy/e48cYb22WfBvpIUqRdShp+dYN7JCBihs40N9xwQxs0uRgBEP7+vtgFpups6vdXsBzhmutgJmsWm5UB6OOvLc1qtWvmY3WBe4gzQMMq4/7M45QLJn1JsSgS+Tp+cysRutwNkQEQz4xcTpmQV4IFI/MV9Oj9iCHI9Pnct8VyVF7LQoXvNP57301XdsK+8gw0kYUwn1dUVGxemGgh4KO1bFCq03FKAf+kmSehM41SgN5s1uDdJQzN5AS6BSgB6mWAnHQtBE32/xPMmZ7fXZ2Xg4YgDCFmhunQhuqf4Vr1VD4pIBCPHCNAmdAmWdGYFc20ECTp2fWNUmCCWbQ+5Nkzf+XZCkTwq0MoDgH8tQ9fdx//LmtS3k8BDWVAHfAXe6LOrAmBTF8i6Ms6RLm+GUKbhSv2FwCCP9/Xs2hv/SfO+64NENKTlALX+l60YRbmyr1rdegT8plGf5xEX1FRsToxUSGoqKioqKioWP3YJIMKKyoqKioqKmaLqhBUVFRUVFRUVIWgoqKioqKiYsqgQgFZXRBMJfhIQFkEFVoq1YUyEG+awMCAAEOBT+pVBuUFSpqVFFRYIgcSonNuGV0XyuDEvmDA4LlUPtMgAgn77jUuQG9zxqSgwoVCf+8KQgTBjN5pGRhoEyfvru++43haiVGDDSsqVi8mKgTWP3etLwe7vlk7b5mSdeV2T7P8rgv4WqoXMCiht2zP8rxxsE7aMiy7+/UlpkGzdu3alkaqVeuprb/+1re+NaSYa5fcuWegi8aSOGUBg6P/c055y92s+Q6Icsc301juJmteFwhj9NbuW6qG/9133z38dRSWo8lYBzbPsQFPwGoOz4sPpQ3PvuQymY+NbnL+BktLvcdx2fQyKInqLBVuF3bbbbe5I488cvhfRUA+Ce/I9+WvNrR01b4Ni8GnPvWp3msJbe/UEtwM2Qjdl0JiC+gSV1555dwxxxwz/G8UFEY8n/e85w1LKioqVhOmSkxE6Eio0jfj3Wqrrdo11WgMRHn3wwAaO6wR7ASipWDOCc6cmCjDbCXWZEvaQuBL8NIFmy/ZohmN51hJiYlyewJlSB0oQ5QkCWqgK3GMpEOSFmkDM8ouoJG4B08zwK58ArNMTESo4EMJdK7N9Y3IIWCrYwmqNjZYMNSTRUeOg40N/dk7KhMT6beLAYUsdkJ0LueB/iZviCWSzsvUx5QSddAnJS0qQbHeb7/9Whp8MlgVusorKipWCSgEV111VXPCCSc0xx57bDMQFk3G8ccf3zz5yU9u7rrrrmHJ/fjOd77TDIR8M5gNNt/97nfnz/swEJ7Nzjvv3Axm8C3Phz70oc3hhx8+/HV9fO9732sGCkAzqGYzGESb22+/ffjL+hgMsM1gcKXcNAPloD2/7bbbhr+ug/InPOEJbflgpj1/nqF8oNw0t956a3PBBRc0O+ywQ3PPPfcMf12H97///S3NLbfc0p4//vGPb88zTjnllLb85ptvHpbcj4EgbQZCvBnMEtvzgcBvz/vgnaA55JBDhiXr8P3vf7/Zfffd22f3HgcKRjNQMIa/ro+//Mu/bAZKQXPQQQcNS9YBnz333LMZKGbDkunxV3/1V81gxtgceOCBw5KVgx/84AfNtttu2wwE3LBk42KgBDfbb799s88++7Tn+pbzWeD8889vBkpqc8011wxL1od7+j5222235oADDmjuvffe5r777hv+ug4DJaF55CMf2Vx99dXDkoqKis0FGzSo0CwytlHmhujKCreSIHufdLkrdUYkYc20Wx6PA5+/3e+4QipWL66//vr5fQ3q/gUVFRUlNqhCECmH+fgn7VL41a9+td0BjlCWrrgPsiiKcxDMOJj5LjpAqwtMzV1bFS8FUjBfcMEFrWnePg5LARMupSq7cm655ZaRLW65e/pcBAFZAks+s8Jtt902X5fBrHNYOlruOOWUU+b3JZBB0NbG0hBndJVzd2U+9i/gDspAI/YiyrkS7M+Rr+vb3wAEi4rfsElVnLuGclvuXXDHHXeM8EVT7lHQh/JaboVpr50GXBax86E+Ld6n7nBYUVERmEohELFvM6Jvf/vbIwcfMgGcUxULOMs03/3ud3tXHowDhcDAKwf8OIXAIGcnOQP1rBWCDJH58Uyi7BerKHz9619v/bTiBXLMgFUSud0M3GUUf65DH4325jeP49Of/nQrEPOqgmn4zAq33nrr3PHHH98K8rvuuqttO4LZ+831vOqqq1olQYDmOIWAIM/lNtXq4xPQd2MvA7Er99xzT8sjXyfmhIDM6YwD2kZfpKDma+NeAk+tIOh6LkF6QTMJhP9irx0HcSWULd9I7GvAuqQPa4+Sf9DnPrLUOlRUVKx8TKUQGFxFqAuCyodgQCbIXXfddUg51w6SmYaQ7tsBblOC4K14pn/4h39oXQmsHLOCGWpuN+1KuGeUNPvuu28rzDME9sW2tg5BoZdeeunItshm6pnPm970pt7VIbOAAEwzXis4tJ29/q3wyPU0sxecyHqyEFCqMh9R8FdccUWrdAVYYgTQsUwJALWq5ZWvfOXIdYJiBdTmFSclXKs/77TTTu01dinU3ymkZtrcN/p65mu3x8985jNTbX9M8c3Xnnnmme21k3Y6nAQKzQknnDD3x3/8x62i9YxnPGNu2223bXdu1KfOOeecIeU6UBx827mP5F0eKyoqViemUgjMKHbYYYc2ajkfdtoT9Z8tBJYgZhqm8Uc/+tHDXyfDjN8AaKWAXenGzfhtczyNFWEWMJuKZ5J3wSzR7GpaiO4mlAiO2AUxI/N38PMy7WZQQDLN85///FZgiC63osGySkv+CL44uGhsepMtBGIiMp9tttmmVXiuueaaIcVsETsWyk0QFgJWp1xP0fCsS+opNwX/tuWQFAWzVVYOQkld846IZv+W38XRZSEQI2FmjK93xqqAd76/qPw+C0FAHV/xile0qyhc432w7LgXC4F6shDk+sQsP9enDywEXdfO0kKQdzXssxB4X5YW5j5il8iKiorVjakUAoLJLNLMLh8HHnjgen5nA0mmIdQXkqTGAEUh4Pcm5P3P1EuAGDDzDogGXzNfwnO5FQJLBOOZCJbTTjutdxlgF8yMzVrvu+++ToXA0sLcbrFePaOkMaP90pe+1CoEsf3xNMsGLVPMfGzxzGS+XArBQhEKgRgOsQUUCILxrLPOapUgCkEoFl/5yldGzOxcAxSL5QCh2LdFcqA0+4s74Foa9w2EMkHBzddy9/QlBVsMKNvZDdAXQ0A52n333Uf6COW/oqJidWODBhUuBGa+Ya5k8jYwHn744e15RQXFihuidD2Ea2BjoTT7x0Hp6gOrhDgL1o58zYUXXjj39Kc/fUi1dFhlkN0AVqfUVQYVFRWBFacQMO/us88+cwcccMC8udKgaNZosN1iiy3m3QrLsbIgQwAgSwChsxTMcmVBHwhIFoiVMsufBZjmJcm54YYbWtO87JBcDxAWAq6lbPq3nE5f2VjQf3N9uBmsHujL6ghhIdCf87URALgUuO+pp57aWpd8K9kNsMsuu7RtKh2xmAGulIqKis0XK04h4NukEGRzJUUgyp1PWlnA1Exw8NtmE6mBN5Y7jqOJFQSCsJhtb7/99hGavMoAHyZkvu8uGule88qCxSgEsbzQ33wP5mkpaB3awgzwuuuu66Th2onlhX18lmPZYYmIJ7AENdfB7JhfP9dhyy23bIMrPRc3gFTQoRAEH+btzMc7iziATBPxAQS2GIpyNQzFIuIMFgN7BwhMFF+S+VqVIIiTUtCHvmv7TPoLAYXA0tPSTZQPrqmqEFRUVKxYl8FS8LKXvWzu6KOPboVwNpGaRYvcNmuT38BgWNLECgJCAw2zNNNtFw3loo+G0uJes1iJQIgxKYvlyPd45zvf2e5RwPQbSYoI1ZKGPxgNPvLXE/6Z5ogjjmhXimyIxESx4kAO/1wHwl5aXIGR00DMhPdX8hFXQZgGjbz8ZsBRLjjWjNlKhHydGTp3gxTQi4GZvD5H4cp8xdnwv49zGVBCjjrqqLZf5mutysj7Y1RUVFQsJx506KGHHifKmEnW7NgGNyLWAw94wAPa2Ys895PMl2bMVh2IbJ8EfM2IpqFHa1A3yzHIw7hrzcoJSLN0GzCFCXbrrbduZ51myGisfuiiYaoOGnzsJJhpBE6WNPioYxefqD+zbW5b8JsZrH0e+jIimkG6h79o4x6WjxFwhOI0NHar66LhhgmaxcBsX/27lB/Ph6+gTO2tDv6qg+tyHVhPykBKQGcDp8w/+LACZD7cS/ZsEHxoxh80ntf7ENxHMfJO1Suus9eGOuJVwjN4j9qS1ScjyuNe/nfk+ngu/QcfdUHPteHcc+d65mspJ+pkZQX6SfBs+qbny+grD6hX0FA6J9FXVFSsTkzc3KiioqKioqJi9WNVugwqKioqKioqFoaqEFRUVFRUVFRUhaCioqKioqKiKgQVFRUVFRUVA0wMKpQaVjYziUxstpPPrXnvgkh2S8g2xLr2WUPOAGlyPaOlaHG+2Aj8LtjXwEY+Vh7kHQ8nwdbG6qc+kiXFOT6T4Fqpcb2Xaeg3JLTxTTfd1D6LFS2bIuSBkG5YZL69Nbog8ZD3njf7sqrH0tXFwjeLp+WclttOCztPSmKlzS3HjXMrXaQJx9OKnkhZjF4+Bf2nbzXMaoOVQ/aUsPLEHhaTYJWWPjAtfcDSUntwaFv3tIeFd2HfiQx7UuDftxGZlSk777xze26TLktrM/B8ylOeMvxvrl2G6/kyFkNTsXow0UJgoLZjm8Q7lIN8bgc1W8JG7vU4DC7W4U8Dyx0Xu0XycoDQjOyEktwsdBOjaRD7GtiHYBpYIkeIeBd2p7N9sV0O5cl3Pg20MXrtHdcv15bHCwWFIPYs2FRBIbDRljbugu8hkhTlbyW2XV5sAiLfzcc+9rF2c6qFQMKik046qU1GpG9JwOW7Vk8CSj0l5IqNkXwXaKbZpGk5oT62XV9q9tBp4F6eW/+cBhQCKacJ9IVAe8shYlLm2QjyrudrmqZV1OTRyH0oDluNg31gZEfNvxHqJgWx/0oXjWMaGmV+q1h9WJLLwHrl973vfSP51x22hR23AUyGPQtsgLQSt0g2c4skRRsTFBKJawhyO/5ZC29DJ9vWluvi+2BDoHPPPbddz26wt1kVhadiw4DgjyRF+VuRjEgypo2ZgMhWyLZFlutBVkh9Q/+SJZKiI4uhvmIjMfkmNiYox8YcSb+WG3JCSJjlvW0oyKFx+eWXtzkz+iA3Re5DccjaSomRmZLVN/+GZ0x2goYCkWk+/vGPtzQUDsqHvyWNg0Lgt4rVhyUpBExjEgNFIpU4JJCROGgaSCFr9mrgWWmQljhSFG9MhIXA30iHLIFMnE+DTL/SLASbAyh1+rk+lb8V38ksUhQvBVx8sS0yC4G+wfUhJXjMyPWVoNmY2JAWAgmbJJSapbtwErh+mOPLBGYZaHIfiiNcvWbv3ED5Nzy5KmP2729J4yhp/D+OpmJ1YUEKgbS4ZsvTCvsMpmr+KEfewhi6tjbOyNc6QoGYhme+rqQhYMfR4G9wDGVlEn0fCOB8TZcwnpYmysedBw8m4ECmAb5KSkZJk+tgVljWIYOQCxrncV1pVnYv7oDMe1rTc77WvWKfgml4TkPDzDuOhoCcVO6IvRKWA133CgVCxkdxF+M2+CJEmf0zD9lJA/gzVwfPoJ+GJvPMQvqHP/zhxHIHngQTZGEf5yVNAJ+uazPvcUqDGXBJ77j33nvneQYNPvk8QzkBTEBSIMTnjFMggj7fM/PkTlQHQrcPaPL1k+g3JNQj182hLJdXd8MKxqAjN1dddVVzwgknNMcee2wzeFmDPns/jj/++GYw42/uuuuuZjCbbwZCpRkIyOa9731vW37nnXcOKcfj/PPPbwbaZXuceuqpw9KmOfHEE5uHPOQhzS/90i81H/zgB4elo/jIRz4yf63jRS96UfOtb31rpPwDH/jAkHodPNdrXvOakeumoXnc4x7XDAbY5tZbb20uuOCCZocddmjuueeeln7w4Ta77LLLCP373//+9rdxuOiii0auGczUm4c97GHNoYceOqRomo9+9KMjNNttt13zjW98o/3NO3nuc5/bDGb5bbl3gX7bbbdd7/ziiy+e53HSSSe114PybbbZpn1fp512WvPgBz+4eeITn9i2f+CSSy6Zv9aB/o477hj+uj4+9rGPNc9//vOb22+/vbn00kvnr9M3MgaKVbPXXnuN8NavAmeccUbb7jfccMOw5H4MlJTmta99bXvN8573vOa2225rywcKSPO6171uhOd73vOe9rcAmjVr1ozQvPvd7x7+ug5o9t57716aT3ziE/Pl73rXu4alo+WOX/mVX2ke8YhHNG9605uGFKM455xzmsFMvPnyl788LFmHc889ty3/0pe+NCxZH5/85CdH7vWbv/mbzde+9rX2t4HS0wwUmrZv9mEg4Jp99tlnhMdAgWgGs9Dm6quvbq644orm2c9+dvOVr3yl/aYe+MAHtt/AUUcd1QwG8ubFL35x8+hHP7rZcsstm5tuuqnlOVB+2mfNPN/5zne2v4ExJcqPPPLIYeloueNZz3pWc+ONN7a/GVfe/OY3t/TO99tvv3ma6BsD5bN56Utf2tbn13/91+fLf/SjHzX777//CO8jjjii/a0LXfSOZz7zmc11113X0vzLv/xLc8ABBzTveMc7msEEY/48Q/mBBx7YHHbYYc1AKWkGSsN6Y2jGYFLRvOUtbxm552Bm336PV155ZfMHf/AHzRZbbLFePwHv+hWveEXzqEc9auT6pz/96fP9Z6DgNq985SvbcSpD+c4779yOd/k8Q/2Vv/rVr27PX/WqV7XnJZQ7uvDFL36xedrTnjZSv2uuuWak/OCDD27rULHy8OChXjAVmDsdATNKfmmxBAE54V/wghcM/1s3ixSIYiYqOhVouKeffvr8/zZ3kUu/b+93M3WzFfQxE4rI1+BBqxe74H8zXz5bJs4cqYuGD000r1nh4KNbj4YPzUwaSguBeno2uecDZoX8aXiWMwPP6dnNAKKeEOVAc3ZuhpFpIAK9Bh9R+z9XDN8u83+e8TsXACbewQwl+Ag44yv0f6YHbhC+Y37jAP5lHQSrsYIMhMKw5H7gaRc//lyz1LiWJUWQoP9dK2aBaynvO2H2HjTjELN8rg4xHaxU/KOCPe1kGLsfgtn+QEFreXJFoVEvR8BM8uSTT27fl/crSJNZ2BEIGnz0X1Yh51YE6Avelz6W66587dq1w//Wx2/8xm+0Pl79yxEYtwui9+decf8MfVf7a5P8fCUED3qHvpvMQ7ltpaGc/dtTwV4G6hwQE/Tyl7+8/datOPjsZz/bnpf1EmisDE/9TTvbP0Sf0D6CGMtrxC1oZ3s+mIVbPcMd+djHPnaeVl3xjFU5nlkkvzrcfffd7beib5S8bQqmDtxlGYOxr52psrCUKwIE77qXbw2N1RZBH3upBKLc2BAWgj6IExFwyB2T66lcLBVMYyFwj1hNENBmrl3I6oblgDqwAqhfjFsCFSHXWRBlpqlYGViQQlDCAELwZheCTVqyQhA0gtnsuKczi4oWSUsJAB+IrY0NuH3g50RjQyMDpN3g3EekNAg0ohAIyjHg2h75Ax/4wMjudYMZfxs8FTTODVIGrACBEgpBCUJpMEOfVxAAD3wF+nQpBFYTuB/hFzCACMyBoCGMB7OMtgwI0kMPPbT9PT4amyMp6wLhYRmogLDBLKYto/y4r42pShjYBLOpW4A7KH+0hOpb3/rWdrDuUgjAfQ3WlqsOZnZtmZUoBIPAKIO1/ykm3l1AkJO65bYfB7wEeAEh7l3jma8XFOX9EWQEHEVFEBTFJ+B/9bFhEGFMiVLmvQYEbtq5MASi977XXnu1/Y0Qvvjii9v3hS6gjShlffDsrvH+YoAEgqcP2tYqHj7j4447bli67pvCh6I5ackiwa+d9PO8xFWfC4WghI2g7JC54447zpvPBRPG+9XfKUz4mgAECGUBiKFkEuq77bZbG9BKcb7sssvaMkI64Bk9C6UvtgbniqDE+H5tUkWJ9b1TwuIZbBBlJ0/wPtwXvfcaoLTY3bNrU6qA3+yaGbCMkwJBcaEQzBIE/3vf+962v+20007D0rm2XUIhmATjJ8U615kirH24kja2QhAwjmhHUDdKtj5IaTKZU2ZiVRWClYWZrzKwjW6GXARozEjNkHzUZhosBNOuRFgMCDMDmI4Xx6WXXjr8dXHA0yCUeRqwZwFCLvMV4S1WYlpQmGjdlK7Fwkw+12HfffdtB5lxoADaznjNmjXDkvVBqTGAZd6EylJgBuW+mSchNwmUUNscb4yByCySopG/F0ruJFx77bUjz2mbaksYNyYIckI41ysrSH2ghORrbN/N4pBBCfBdjZsglBAzREnJvDfESoQNCTt8UtCNoxUVy4GZrzJg5ssIGh+5mSot0azRbGkxwYnTwqzOjI5pLg5C1se0mKhhJjlWB1pt5mmGMQuYwWS+ZlYsBtMmLrJEioK1mGRQZoEE9Pe+972ROkiwk11EXWBeZrbPbqMSZpxm6Zk3S8bb3va2EZP/QoCn2WDJkxVhnKLJGuUdEs4bGhEAmL+Xce0W8Dz5OXfZZZe27ZaS0Gip8N5ZB3K93vjGN84dccQR7bfdB+87X0NwE3KRAAkomdx4pXl+HLQta1fmrT4U+Gm2jt4UEC6JuhttxXJhSQrBNIhof4OEWaQMWnyGZr9mGcsFM2YDgplpHPvvv39rBvTbQkEhuPDCC1szauYZbo+lgjsg82XdYKaelcIxDhQCz8Z8netgoM6+9cXCUjWz2szb2m4CbZLC0QcCnTWk5ClbH19yH5j2l3NFQB+07WLvy92Qn1NOCu2ZXTAbGhR9boVcL8o2U/g4JYc7IV/DYmJcmNZ11AcKMetk5q0+EWewHGD52pAR/hGvIN6oomI5sOwKgaA4Pm0+4+w+2BjJiPgUKQVmwisdBJeBXzKY1QjZLJnL+fpnBZkfxTIIauqDYLxJNMsBcTSzSkAkhoUv+rzzzhuWrAxwB1DSShfAOJgwiAM666yzhiWzg+DAPfbYY2zg5lLw1a9+tVWKBLluCPDDi5MQP1NRsRxYUlChAKtylQGYgQsooQCYHW6//fatYsDnGBCkxjTI7CiQRxARIYh2qWA6NGiKMndkCHBiNkYjWKmkyRHgGYIGze4IMkeA5aAPgsFe//rXt8Ff/N0BM4vQ8oPG/5kGuBHyKoBZ4TnPeU4rjAkp1gFtYZZm9pHr4DdR3wvx5ZbgJuKqYRVyZMSqgYVCgCHF7sYbb2yPDBYCbiszTjSEgiMj0xxwwAFtGm5HBncNU30ZYBoBhpTZ3Fb6G0tYX1ZLbjPuny9+8YvtkUFhlrGwBJcaHzu+Zd/g9prmvaCJQMYczCjYcLEQYMhlIaVvmdZXfJDvXlBeRgQYKi+f5XGPe9zUlrCwBLAwUoq4BlyrDT1T+VwsBONyNHBflvXRZuWKJy4Jrhq5MDI9/mWu/z7gyYUh/iPHgEyrJHIZsCSyNJV1xpsLCo2xl6Jd0giwDhrt1kcT+xSgYQEpafCoexmsTkxUCPqSESmnCNCSSzAzM6UbGAhfvl2BXKLewQyNhQDw4Fc1aMnO1aUQMCtzOUTGwIhLyPEKmUZ0OF8lkzcXRcAM7eCDD27PDRLuW9IAQYwPnnHugwue5QccNCUIe89qli/6PcNvBkLPTCEQKS0oKuA3UdwGOysOCCdlgZx5sC9rYR+NAR0/z8IXzw2ibaz+iFUbAX5c77ELePLPdt1XObM+szZh5/3mmZpBnVABfSToS0SMQq4DQa5P4plnZwbsWIngGjSeMQstPutYzYFG3dQj8sBDpiljDrxnCoFYGBHsGdqhzzzdt8pANHasCikRCgGBk1cZULL1DUrqJBBu3rt2KJVdz4UXBZ7PvjwHgWy+56y46T/el2fJ3z9lgKkeWGByHABBbjZtJQLLV8Azepatt966dSG6V+nSizqYQOgPFAvWPoLKhEJ8kmfxjHnlBMXPapdxoPDGEmAwtpiFi3lhveCz9+5DIbBXxeGHH97Scj9aMUHB7/r+SxhDtIl6ChTNiOyEvse+TIXaQd8U/Bv9HJSrc7gvKQQlDSUATazkQGNiE98glDQUAsqr+mZ4X0FTwrhGYfA3IOaBdSPg2TxjpqlYGZi426HIelnBfBhZKbCGuy9Ln49qHD1Bm4WbD88M2YeXywOu5YNVLx9eF30fTV4iWN7X2miz4kwDBi/1ZxFgtXCO5yT6vkGBJSVnBAwQnCHoSho8PQsh476eBf9M70CjPnGehfM4Guv7PUvJc1I9M7SN/uHZ833LcvdS/+w/J2hDeAa9upVKQVxroMzCdhJPmIbGki3t0EejT+m3niXXTXnO5BcgzPpmpO6lPrHeH8bRB8p7EU7aKoT2JBiMPWO+LxAknkv/8t7Lc/zjWv0x17OLJ4EdAbvGDJkdg09AOYtZQB08C8UBT+3j+XLgb1d58C+vjWWSkOtTgvJBuPLLZ8sloajOeOZcBcGntO4p97/r1GUS8ERfxh3E9X7XPs67lALIdYC4NtOXNOC5Fkqjntogo6TJCPpM4x6eSxkEjTpXpWBlYaJCUFFRUbHaEAoBgcQ6V1FRMVDQh38rKioqNhuEJaDPglBRsTmiKgQVFRWbHbg1xYkIKq2oqFiHqhBUVFRsdmAhEKhYLQQVFfdj0TEEEcTH7FauQOhCpheItJBrNyYikFBAmWCzOO8KflwKcgBgDtDrQ6bvCyqcFhFgaBlmF/qCCmeJvuDBPkyiF6hYbnUcECSm73mPXUGFGWUQYsXyoS+ocCEQbCgA0/v1buM8VjtUrIM+nwMhu4IBFwrvLgcPVmx6WLSF4Kqrrprfm2AaWG4U9M43RmKixSD2L5BbPZ/PGvYy2G+//abevwC9vQask8/niwHhabmYIKuuQxbD5YaIZ0vrpt3jQDS5ZWd9+xdIUtT1LA5KbyQmMhDaA6KLziFddcWGwSySFOVkRMudmGhTBcXL0sFYBg42W7OsMi+JXSjs+uqgFFRsmli0QkA4SjIybfph9ISd2Ww+X+lgIZAYxtIzM0r7I2yxxRbDX2cHFhQCvW+WXoJFIOjz+WJgtk05szzM2uPymDY5EssP5cEa6IVCHex417XssQssA9af9yXnoeR4JjkpyuexXlsdKVJmke5r+WVJ55gm+c9KBGufvBLW669UfOMb32iTC4USzDIgr8BS0hizELB2Uhjz+XJAPhLK5KQNwFYaWAYkOJKgjPBeu3ZtqwjIiTGNdbgP+OG7MWEXXZuGUXoqFo4aQ7AAWKJkdtmXlGNThw8654KPo2/r4xJLUQgWCq4R+fxlnuwDBa7c78ARWQ4pBAFCqKRz2OBpUwRFnUIgA+hKBYVA4qCwbMl1IOmQBEebAmQblJhoU1QIJCaKrc4lZpKRUH9fSgbCUKLx31igEFBwqkKwOFSFoKKioqKiomK6vQyYX2ldOTNhmfsdDU0zm3yZ/5jYJ0GAIf75Wvn1+/Y1QO9eOWgMPfMwPsplKaOt5uxqUrfK3x8w46cpZxp7E9gAJ5Azq/Fzu6/o5LASlPQCcvAcFxTFb62eOWMbH14GGvcSqBMwg59mO2QmUtcKEgrYU0CK4lmAJQB/aV/Nwj2vNglIA3zKKae07S89dBekE86WBDyZ7nMOecGueZ8JVgE8pRzmHtGG0lePsxIsJ7i8tEOOhZGiOKwKfNdS3Zbghoiti6ehATN+9+K+CmQaOfzDGiC1MHcKKJeJzzuSppkrAZ+8wRd6aX7BxkRS2mpn/ShcDtxGeYti/n588p4Fmcbs37vDR8DmZz7zmbZcKu5sAeCSu+yyy9q/UgHj6T33WQm4lrz3HGvDhWeXxUlwLf451maaa1kCxEyB/mn/ggCXU5ioo5wr4corr2zPQTZG7SC9ciDT2D/gla98ZXsOeKkny4PZtmulPA5ItW4mHOiiyRAvE/stSCvsXvirV9wXjZgcfFgJuBJcw3IQUO53UI4HRHn8z/JQXqtuaNQ74nfQqU+Ae8e7zVA/7QN4am98tF3wyTSAj7Ti+nyUu29OUe9duD83VcX9mKgQ8Pf7IAxaBuyA8px20oBOMGbzmY+coJgUdepagtqLDBhwCBM+rTIlMIVAsJf6RLQ/ei9XPQ2aBIV8/QSh9LAEqyCj6LQgP7s9EdDECoKSxjNQdoByYE+G5z3vefMKgcEl00uPjKe6dEXm8/fryMzVeVBTzmQa5z4mNHnwIgQ90zg/X77WRiwBg7J6jVuJEHULyBvv3WV6beE94e9dU7zUSd3DVEhIeA/ywZcKQawOkAM/t5tycRRxjobSmWkoW5QB8QPqZo8IA0qfQoCPPpKfCQi62Isj4Lkynffn2Sk8fdDnuB7yPgj6pj0UXHv77be3PmZtntP3upd9DZRTCCbRKNcPtUfeTCvTEPwGQfclUEIhiCBeewXo4xQBiphNfQLaHR/XUgj49dG6Z7Q/GnsioNGuwYfgDxgTggYf5nR8QsDBD37wg3YfBHUGA7y+4L36pigHvqE+hQA9xT5vamWiYoAPnl3w7eoLlJ0cZGgSoj7qXK5EIBSNCdo86o/evdCDZ1Mf4xzFQr/N9BB9yXuMVMcmAEFjJQSBqf7uSdG2hwClOdJLq1vXtZDTP3e1AUEoYBcfQpLi4nr1CoXAcxK4YgDwiDrkIEO/Ef74+FbwREtAO1yv/qEQaOtoJ2Osa/GMyY/n8U2jiecKHgGTNXLGfQh1/RAfQcPxLfiOgwZMtNCaQHkveKPPe3lwEWpz41OWY5s7JioENOO1A63tkEMOaT/aAIGcZ2+En62Nc5BhrCywYcY4EOquzUGGZhT2txcNqwN0wWxEvQC9gdX/BJ+BRxQt4SRa/Mgjj2zLafMBA5ioWIJZhK0VBJ4x0/hYy809MszQchCUDosnQZ43FwkQlCLp1dMgHJA+1RbRQNhSPNAYYAPK7Rw4rj29E+/GJk4GuoBym0xpTzPCLhjg89a1hKZ75cA6NGeffXZbNwOjgdbzUj5skAQsEcccc8z8YJDBysJXadDP7UwZiXZmHTHYWO6YaZTHvTzLJKAnJEuhbuBUf4pdgDKbZxAUHc9uIOuDAd5+/nnJIsXWZlXxjtwbjcEpYGMbbZVpbPiTA7LQrFmzpn1fyill+iflOYBGHAUaQKOf57iH7bbbrv0uvAuDImuBZ0cXsAslPlEf3yE6fTvaH414DDT6OKUBnyOOOKL9HWL74+DDGoGP+gQfgtzmUEEjQZDNgsJCMQkUT5tBWZETiNUEwbMLlCl9Up1j4ypQHtdSYDMoRDYlowBF/dHbpCnanGLqO6cMoENPUcz9lhKj31LUxUywnhkng4agstkXntpMe6in74HC4VpKuLZUTxODzB+NsQ5NuYlagNJgM6qIGyihj+GtnxDM7q0OjoByY2k8O/idMtAFfR5PEwVKszHWuBQbzKkzxQKNc8q0MTDHINjqWbtpM6AkBR+yBU4//fSWBh+wG6pzwp6V0XOLG4oN9UC5jcO8D5apinWYykJAW6TNZfNO3mkQYpafzf4+nj/7sz+buJrAgGpAzteaNZjpj7uWUIk6hQWDtqjM4Mh1YPbgA8WLpmh2GSDMzOIITh8/Gh9Efk6Dft+mRUA4ZZcBgYdn3za4BlOzNgpUvk/Oa4DGDI4CkLdJ9UFSNMatJiBYzdpcm3dlpOlPuladcwChZ9fGGWhE6ROe2phQ9UFla0jsdtiFmLWbGeTnj1UcEDQ+8rwmWj/xIZd9rw+xEoEFI8P7NGjoK9oaKItZkKKZdB/9ijDKLgPvnuUkBLdZmIEpPysBMInG7CfT6J/ulV0GZrpdfMyq9ENgHQtTsgFXn6DUZesU6wJhEnwIOe+Vyy7qZEAPmswnuwwok2giql998NFfgk/kPAkagsoszvgyrm8GCD9jQ66/byXz7IJvPSxauZ09u37Wda26cUX6xpmoza7tMGlM1MYmC4SXMcPsVH8w02Y9ydYnCoHvj2KNHg91MYvFkzA29mkDfd+s3Zir71M0uAm9E8CfEpWfAX/ve1L7qaNDG5YwSw6eeBHUZvPGzIAyR/QtwK9L8Yf4xj2z96OdKeNxH23uvYD7GOvw0+4BY14eS7QRpUabZT6+47AsuK9JpDYzKXBfY1luM2OhOuVnqRj0+eHfJcHLMBjwYTJFxZFnXH2Iawn0fG0WZrOCDzvfgyA3YC4myVAoEOFiiIMgZspdKihC11133QhvH01sYTwOZh9mdPlaA8mka2n0OcLeLCHHBoAZs9mZQU/9mOfMGqZdibAQuEd+BlYOSsO0SZLQdq0yMEPM1i4oVxmgKRWJDELRAKZOuY4EzKyRBXC+VzZ9Twv9lqKe+WhnSoNBEyhSZsE5ZqAEwRVunzgoB/iE6Z3gmuWqAcJDOzBF5/vm7a1nCQLFbFRcCOFNqFN2WXz6FF4gzHP9KBOUI8LMX9+LeCfmcTyNQawXLG583qxF3jmLDsXBtxWm/Q0JdcvPQbASqstlYjeWaJN8T0I+Kxz6l7bKMQMVs8NMFAJuBeYs5mymrDiYwSaBqZ/5kQk4X2sgmTWYJfM94mAyXCjMEphwaZiZ15lnnjniClgs+F75YDNvB3N9diN0wQDDVF5ee+65544dyKYF/gKQKFLeG017OWBmVD6Dg0l+Y4MyyWRpBpfr9sY3vnFIMTtwDTB5hgk/jn322WdIMT0ohMz8mY/joosumjrfBMgw2sVHXEefS2qp4G7w7lkc8j21zXKClcNzUbLPOOOMYWk/BFPn+sWRTdZoLr300vaZmLwzzJAp4xQRY+hyKTzjYFbPHdD1HNn9NUuYbHz84x9f735M/tlqULF8mEkrE45cA8xoNMg4pjHtLuXahSJcDHHQ2Jlms1l+WphpMRWbKWWehPU4F8O04Cs1Q828mcZYUrgFxqHvWhacSddOAtMxv16Yg/ld1cnsddagFOVnMKtncs5xDhsLrEDM1mWfyqbiWcFs0b3MTvO9fDMLhYE13BNxMHWL98kuu0nAh/Uo8/FNmBz0pYxeKsLsTyHN9/UdLwd82wQUhcyMVGyMb1tMBmtjH8ItEYeZP8uGb4d5n5DjXvUbnixZFHjPxqqKP9cM14IAQC4mFooNDeb7/BxgBp/dCLNEuBjyYbLBbZADDSuWDxMVAoFlPnzmnPAhOQTtBdAYZPjU+mj6sJRrpwXTZUT+53vwtRNmFAJCtIuGr6krjiGELrPiNPQBAsR1Bt98XV7S2UfDPcElMU6oExqeA798LTOxZw2feRfwzdfEkQUFs7BBn2BmYuZnNtgR0tqC0NbeBswun2amyfdAH8F5QcN0nWnCRL8cZvmFgrLCEqQ9cx1LYUgAUHgzDZcOIREm+i4afShoCED3Kt+Pb6YP+rHvigAzqBIw+FBYKTOZD4GzEIUAH5ampfIhOPGh8OQluH1Ar03Q5/su5FpKRb5Wn+NvDjdHRqwgYA0irC05ZBXjAtD2eDJh40lIRjyBd5bv4eCPpxAQbCYh3AHeC0WDEkngew7uhnAl4Ech0DdcC/ira+bNlJ+j7JcKvLQJ/3u+D8HMjL8cCoG6u69nyffUTgtRCIJPxAdEPIH+n/n6zbtbLvfHpoqJQYVMotYvi3QV6BUws4/GREMIlTQGy64PLYOfkvBzbQ7Ocm0EmS0VlA7RpDRz/ruAcmYxpioDPNfF2rVrR2jMevjfy/X/rh1Hz6zZBYFr8bw5MMpgT8kAQXpBQ8EIKOcy0OmZL7tgCR5hKmo3z2KUcxmMGzTM8rtm3/zJEU3On4m/uhkkDYra0GzGOVeCAZMrQaQvs2eGPhM0ud3Mxgw0zJE+YqsMShrl7sXcurHh/RK42sGMLkBYZRA4fg/hD3JzWGniXVCm0HAPlTSyPqIhyOJe+lygvFcGRcBKAnkEYiUCaw7lHh/fQ0A5lwFhk/tbHzIfrsLANtts05rW8cnBhn1A77nUzQDOBTcOAkTtXeG+ViUFIjBtHFiztKdrTz755GHpunIZHbOfOuB7tIKAEhr9ED1TP3oKg+eNCH/7MJT0QDnTbynPzt/2tre131rQCFwUXe9dE3z4q6fvhyXGtfpbuBLEUGT+ykXdzyqDqoA9lhHPpR4B5cZQz07BmSXUn/DnIsnCn1uOFcUzTgNuGQqcMcv7MFZoW1bN7JoRM2RPGv2v4n486NBDDz2OtksAm6mIhDXwBghlAz1Bp/HClKNBfdCEKfM+GoN6SeMjRkMxMIiU5zTuPv6uJSC6lAo+TMKGIgK0aTyD3v9oPI9ZkVmNTmWgjHtIkuJDo6H7UIPGdUFjVqBTqYsI+y6eXfTahiJVgg/XdZ7XhxXXCTJyjY9O0FwXjcFImxmoPJ8BBD0hG+eupdy4VlnXtV0wYyd4gj4f2jniIrRf5i+xi4HIubZQbzN8s3vv0LvNQKNMe7tn3EO7GRi1s1kjGnwyjXt5X9rE83sWfu++mA2mZDzLOpQIPpNiMzK0A2uMdsjuLm3lGfQBQacGJ4qc/4NGnRyeTWCggZDC1kcT92LaL++lz7jOO9GPvWfn0c6ezeHduzb4oM33wsO9IPPJ0Le23nrrlg8r1jg+3g96fNwzI/h4P8GHkqn/6Rf6gvMSvjOKuKV5eMR9ox3wdC9jineQz/O98rUUWdfl1UcBz+Db8jzaE71vLOhzfYxdZqLo/Rb0cZhQGKv6eKpjyVPd41pjSVyLznnJv2u8AbR4aiN/A65T5zh3AP7otJWxPX4ztuIR9/eb/7N7N/P01/9oIeqQ6YPGc3l2ykDcz2Fs8X0Hj5JnwGyftSX4gPoaK+JZ/A2+8Sy+rYr7sejtjysqKsaDRYZlhRWpL+vmeeed1647N/PqsypVVFRUbAjU0M2KioqKioqKqhBUVCwXuIFk1Qu3VheYu9H0mXsrKioqNhSqy6CioqKioqKiWggqKioqKioqlmAhsK7dOn4bW4janQRpTq0fRy9Vate5iOXNGdb9Wuer/ctljl2QbEjA2kLo8RclLiK863xWWyRvDOjHlnwFrOjQr0SwZ8iP4HnzElkQcYzeks+AvQnkfijB1J/3PpA3AE+R+bk8YDWBZDT4ZxeCcvkhSljJkrc/DvhWYptjEPGNZ+ly8C2rj+8rQ3Q7eitmgsaqoq7tj8v9OERqo7c8Mm9zHFsbl7C6AZ+8CqSPvtwWuaKiYsNj4rLDPlgrK0KaAJlGkKMXdY1eDvxzzjmnXdNuPb219c5XmkKgTayNJ1gMbpaYSRJiYMxrxmcFyZisHcd/GgGvfuglupmGXjIO78D6act0XEs4WvbkXXr/lo1tarDcVUIXy/esKZfcxCGvhWVHhHQsXZVMx2/WINudL2gdhKelq5areeddPOOw7ImiQYkgZClbctBbx2/ZXJQHCHH5F6w2oBBoa/kqLEtUl5I/UEwsocKnj956/6hzPKP8BBR89fatZb6Z3hI/eeElUwqFwPp4zyEPQqkQUHrQGy9CIZBA58Mf/nDLW8IdypN2dB8HZdOSPH1O/WX9s3Y/18nh+bSL56XkVFRUbHhUl8EYGMQPOOCA+SQrsX+BAXlTBMEoRapENRnKCauyfFMBYaz+BI7le3FI7CIDnGQ2AQJVohebxWRah+QlkiHZehpPCYUogCWdg5CTV19ioYzY/rgsLxHJiAjPLv5m/GvWrJnnQ3GTlKikt3eGfkrRC1AC5PeX/yDTOijfhDaFfBawljt428uEQI89Di6++OL5fQ1YIyQxkiUu6PNhbbjtaFdCWuqKis0VVSEYAzPwnIqYhcCsM6cZ3pQg0Y9ZZ+ni6StfqeAasO97mPxZCJwTOpF4xMEMLeFP3myHhYCCl5OUxCHxEXpWMjNWPFlfSjoHwSdTY6RbDpidK5cqdRzwp2z08WdhyHyCXl/MdOrMusaFEVAH/ZYVINM6WC/QWwExC0h+FLy5nCTbYYHwPytUWNJYCFhcKDZBnw8WGVYNihj41i677LI2FXJFRcWGwVQKARO2mUnOBV3uNdBFM43gNDDzMUbGKHxkeBvHp4vGIRVwCO9paAw6k+4VNLm8S1Eo+UyTz73MTY+nATNjGpo+5GvVh+Ck0JR16yov75v3JpjEJ+fzL/Pdl3wI3Wk3wwl68StS8rLYjAMhY/tjM+VpoA8uhL4LMjXqz/rIuL0GZgXmdTPrMPlPAnq7e05Lv7FAAYp9BLKiUFFRsXyYSiEwYFsrLX92HPJDZxAOk2i6wBcpx3QEchG8MrdlPuIPMigjzJKZxsG8TzADYcFHXtIwpVJcIHz2+Xd+14wuN0G4EmIvAoM/msxnGrcC022+Zr/99hvZ3wBKGmZZSsE0iJzqDn5bwpkPWN76DOXHHnvsSHnkWo9j3333bQdmMANFLzd8hpzyZXnkXY/Dlr3BR0yDPQvk9Z8Ggi65BmwCw6wfKVJXEsQIcD0InDv//POHpRULhbgJ4wnrAYVnJWxoVVGx2jFRITAbIyiYGkUMx+H/ABpCoKQx4BP242aA8oubUTHBWolAOBgEMh+zA4MsPmYNfMKEQaYRkBizfzQEBpNlpmHSDBoBUF00TLQ29Ygd1MwyBVgxzQbk2mdaZpLFR0Ce3OuZj1mwjUEEJZYg2NzbbDpfY2Ya+ePReM6SRh51wmaazUXM8plp5bFnPp80s1fu+b0DSlO+L19xbHMcM/UuPlGOjz6hvTOf7bbbruVDWfHO8Z1m/3xuAnvRC+TzPryD2PzKXzN7OdIpDHFkt8KGgvcXFoJpLR/TQFuZ2cvJn5/RBi6h4K4mhOtBUKLVFgJAq/ugomJ5MVEhsOWuGbqZvNlfHAb2AIWAELG5xM477zx/mDEaxKcdGCkEZtaWbeV7GQwpFkywaAQrEZ6ZJueKpxCYERPa42jM4AjyXGfKR1YI+Egtxcw7if3Wb/1WuzuXwZlC4Nmtnsj34jvFp0shoCgR9oR+vkawm6h4CIWAxSPXz2YxBsZpdxuzYmTvvfeeejmh5yfI+dnzfW2+wjJixh/bE5vFhQuAlYFgIpTFIlAIKJKUkvyMLA2C3igWBLlARu+pD9lNIEIdbUlPacOHkmBZXBy2ab7ttttmKpingeh9QYd9cQaLAV5mypTl/IyCID3jhnBPbAxQZFkKWPOq+6CiYnkxs6DCxboMNiamcRlsbCzFZbAUjHMZ8JObndqNzTbHyikK3r/tS9esWdPSzQIUI24FChoFbpybgNKWI9e7VhlsCFAGjz766NYNRhmbtOJgIWAdyc/YtcpgtSG7D1hJqvugomJ5MDOFwCBoBp7Nw4TXgQceuGITDpmhGmDLOsfsfyWA+TnXb7fddps77LDDpso7sBRYg57vS9C7L0tDrErIFgKWgLAQzPJ9C4LjVmDpmBRIyFxPaMThGdBvLAuBnA7eE2tOV/KhxYAylp/Rls3afrVaCECAIcugd/mKV7xixY4nFRWbOmamEBiMzRazeVgAnyVOBrGVCO6AN77xjevVmUk6fPkbG5IG5fqxaOy1116tKXU5Yb/wfF9Bk+6b/f1iKKyXZ2mxqoPJnvl+lgi3AsHHBSCWoBTw4VZYquCPpYazUiAsBXzLW97SCrOlKgSx7HCpgt/yv1nw2VDgdvzWt77VWqD0Mf1QX6ioqJg9ZqYQdIGv+6CDDmoD1jYVxAqCSEa00sBXzxwtRmJDomtlAWXvfe97X+saIkSZrQVpLgfMtLkA+M1LFwCfMhfGUl0D+EhGJOBzpYEVRmIiAaxLAT4nnHDCzBITLTduvPHGNtHTDjvs0K7CqaioWD5M3MtAMJcgsBLKRbDzYwog66IB1gEmZwFmgu/QM6EavNeuXdsmgQmYSQkc64LZ/Ktf/eo2yE42uBKuZbLG03N00QgkFPWORu4AQUpdeNSjHtXW2UwqaMzUResTSPzZXTQlmLnRlHtD8IurQwQuBgQb4u85CV/nXUGJYAYviBOten3wgx8c/nI/BDWecsopbZuL1jYrRC8pDfN/PhcnYEYre566yfrXhWc/+9mtIhAQO4LPr/3ar7WBnwF9Qv31kS5sueWWbaAiGm6GcYGFAcF56LU5S4S2FdxIyKmz8i54xsgt0Lc3QQb67bbbruU5bpWCQD/Pzn1CUXPOTZGFrcRD+Ki3/ueca025slgm2wXuEjyl9J1Ez3ITuQXK/Q66gJ4rxnvnHgslSKZArplx8K4jdXEGZZFFRH8r36fvzbOPU7S5ojwvNxl6z+t7Ve5dV8tARcUyg0Jw1VVXNYNZQzMQQs1AEDQlBoNi88pXvrJ56lOfOnIMBENz7733tjSDwXg9mlNPPbX9Dc4///x5euc77rjj/LUZAwHSDD7+ET6DmeHw13VQx8HAMULzuMc9rhkMzJSblsZzDQa79WgGAqS57bbbemkGArT9LTAQ2s0uu+zSvP/97x+WNM1g4GsGM5bm7rvvbv8fCNqWJvM5+eST29/GYTDLH7kmjsGse0ixPs1AUDWDQbv97fvf/36z++67NyeddFL7f4mLL7642XbbbZuBgGj/R7/HHns0J5544nrne+65Z3seuOSSS0buOxAezUCYDn+9H3/913/dXjuYvQ5LRnHppZeO8Nl6663n+fzN3/xN89rXvrYZKCHt/9Pisssua7baaqv59xi4/PLLR+6F5tZbbx3+ej8GwrtZs2bNCK1joDQ1t9xyy5BqHQbCbT06x7ve9a4hxTr88Ic/bPbee+/muOOOG5aMYiAMm4FS2dx8883DknVQ3sXft9iFgZAcoRsog81A0Rj+ej/uu+++Zp999hmhdQwUumagzI/QHH300e3/gYEy13ntQIlrbrrppiHV+jCOTENT8nUceeSRQ4p1+Od//udmv/32W6+8oqJi+TDVbod8d2aMZikZgsoskzNT6qKRY0AkOliXzeyM3uwxzl2bgY9ZcWQBhMwHumhYH/iYzULM8PpoLNNCY4ZqFqLO4+4VNHzZUS6Iy6H+stt18eFfn5QKGI9yLT/ka0samyx5P2bI7usZ1aHrXlHPoOdrV0/0nrPrvO++Zmmet4wRCJ7eY1ewl5lz9slnPq5VfzPhhQSK4SnAzHN5L4Gue5U0wB+vzuVyQMGA6pbp9dMuf7sYk1zn4OmbkO+iBD6Sbk3Ln2Wtj0+mV2fPWG62pT7a1reWYX2/OqCPDYf0qXyvKB93bRf4+7X/JJrSMgYsgDmQVx3U3/OtlADfiorVjkVvf7yxwOza5Q4AgwrTopiFPhqmfmbJrsG2oqKioqJic8UmpxCIPZABsIT13oceemh7zhLQ5VPPNBUVFRUVFRX3Y5NTCLgemF5LlO6JSTQVFRUVFRUV92OTUwgqKioqKioqZo+JCoHgLYFAAoXGBQPOChEMmIP4lorl4FkxW+QAQ1tix3nNSrfyUQMANx4sVRakacxumqZ9D8ZnS543NNxbfUpsyPqog3bQHg94wAOGpf2Yhr58rkc+8pHtM03DP8N7Euw77tppaJYTExMTidyXXMh67Hy+XGDqt/3xZZddNixZOig1MvyV2yhXrBz44GIr5Ni/YEPvQVCxOFhZdOKJJ86dffbZw5KKDQWbq+2yyy5zt95668j5xoDYLnktyuPmm28eUiw/5EKRwIySOg3Q2xWVEO6DDfry86A3gVkoPvzhD8+dfPLJ7QS1D/YmmUSznJioEMg8JxGNCH6CVWKRcvnhLKEhJF+RDndWCJ5dcQUVKwM+MIqmpY75vGK2YAW0gdek5EMLgeWd9m2wlHe1gsD4+Mc/3i5bXgkg8CSAstOl3UjNcM0q43xD4t57720zhUYitvK45ZZb2qXeZuLLDUnaJJGbdnaN3u61XfR2KpW5NJKgxSEWTbbPe+65Z0g5Hcz+Lecd1w5oJHPbEG3VhYkKge12bVA0aU19RUXFygeFgKVslgqB3Au77757Z/bC1YJQCFhJVwIIDEKW0DrmmGPaiZvMpTKcLlf68D58+9vfbi167uv+5cHit6GsBK985SvbWbycGdMAPasKd1cJbStzq+yj+Xm23nrrNi1/XxbWTRnLupdBRUVFRcXmjUMOOaRd7r0xfOLLAYnvKNUmy6sNDx7+7YU9C77xjW+0ppJpUO59EHsZ5OCwcs+CLpqMMhlRJCDKyYWmocngb8t7EMTeBH1BUSV9gHnKPvxAC/7Sl77UnveVQ9ceB5nGPgV5e2MatrzuglsCJY2NecwYMg0IgHEvpihtJCkT02KAv9H7QPP4xz++DRzFh2krUO5fkIFe3ViQfCDOac4COPG0DXCAefPqq68e/rduJ8OSpg8CX7/whS8M/5ubN+PZy6ALmX7cXgayM+JjPwKZJj17GSNT0njGcsOuvK9BplHu2tiPAP98rb08fvd3f3f43zp/vGu5uPJeBoFynwI0+Nt10uzftfqXvuHc/h5m8PigCeDD7+9aMyBuNXVDH8h7FvTtcYBG33Av2QmD3pjxmc98pj0H2RDdK+9T4B16L85jzwL1RBO4++6729lYAA0+4/Y14HLC8zvf+c6wZG5uiy22mNtpp52G/3XTPP3pT2+3Vwbm4LAGKH/pS1/anitnRlZPu3uyHOBjG/BA5gNdNEBA4qM9whVhlm/WCnZ5vOKKK9pzQO/ZswUAzbvf/e623H3Q44mGFcF9BYwHnvrUp7ZuhUAXzVOe8pSW36xQujC4GNwzQ53ULaA++iN4Fr/nWf+nPvWp1jIB2ku7gef3btXf+8vn2gq8G+8I0Gt/NF1Wgi4YU7VRCe/Xc3kPAX1O3+uCvucZM73+bhwGdTYeqJtvPlwUL3/5y0d2u8XHfT1rINP4fvAF36dxF739Rny/GRMVgptuuqndWW+SNmRAIUTsTpZfNkFhQONfjAh/pphMozxoMvAk4EqeNsNB7wVSJvpoDM58RBmRZthzZXqR7egNOF0rESgEdpsjTAmIgBdGKCnPNAa7bbfdtq1beS+pieNeztFQpILmn/7pn9rffUiEiw+IEMuD1zQ00g9rI21AQErWRJHICgH/nnI0Oop3Q5D6GyD0tXc8V4bfbGrjN4JIHVxLIdMuhFGsGsjPCJQwygCaSSY+sSv5WvfCv28lguc1cKuXNgiFgMDLfHzc6kBwq8fFF1/cCrPMk6AraQjUrGyiifqgu+SSS+buuOOOuV/5lV9pN3HSTwk9CtE3v/nN4VXr0i0TgN6jvuk5tT8abY0nfvqkNqS85fqjUTd90vsTH6Au6u9eBgK/BU2kFKb0GCh81xQC9/Z+KI0B+TwIXm2IPt830hsbrF7wghe0QcDqSLlRT3wyvXYx0KmvvoGekqBe6knh0Lb+R6P+XXzQ4ONZu5R3K6LU1XbJ2j8gHoUA9yzeuUEY7xtuuGFIsY7G+0Jj8OUXd77rrrvOKwQ20CK8xUwY29zLZm36W0D65uCjnVxT0giidT+CyffrXvoA83UoBBTr/OyROlr9o396B4SjCYjvnXJAOOqbfnPfHGSoTQlYfHxDYDKSJzt4EXiZZpZQB3XOfnLv0r3c0+/qFDTGJnX23ilFfjd5Mt6CtjCWaD8CnmKsDZ2LRXMt+ujb6PVB9N6lsRR9qRCoj3YwxoXyAdpfPbPFw4TLWKrOWTD7JtwLfUbQh0ISUB4KQbgl9FvvhxwB46nxRP31Ne8XH/IykGko5n53TkmQdp2y4dkWrBBMC537He94R9v4gl0Cyu26Z6A7+OCD2zLai04XEOwnQtWAGTu2gZdpxYEBM/NUHvT8RUcccUQ7qJU0cd88M1BuxQFhmukFTAb9W9/61mHpKDQygR/aJdDc9t9//zayFQScoLGTnAHV/u1ecL6XD1f9Ce+99tpr7qijjmpfVtAQqm9+85tbQW1AtxMds1ueFaHZd999WxqDVxcNoURATAsDs5368DGgBZS7l50T7YjYBQOwgS+uNTBrT8/4pje9qfW9ab/cDgbFaAfLXcfBjDdr2qwmrqWVa78u+KD5V3fcccdhyVy7jW7MJoBlJeoQ2+uiscV0wIAQ9/KuAQ3egaChDIm5AbsaGqANBoS89tM+ub4sZTJo6j8GOhHMzKtoDFTeL576pH5FqOc2RBP3jSycLHQGEt+bvk7gBM3b3va2loayyj8aAxW+aD1H4Prrr5973ete19YbfXnfrqyfFGSWB4NrpjdIq4OZn/sAYazP4OM7N6B5XjTa39bakPmgCT4Cu0oYNPU17WwXzwBlZ4899mjb2bNQLPzuOwtkGqCwvP3tbx8ZPyhQ6qXd3Mv3rZ2jXYHStttuu7XPou09r/pkGv0h2gEIe79ny4IdSvOzUy48O+X/pJNOassExHk/xo+wiAFh6fncN78ngpbS4RlZMAk1v+fvr6SZNUxKxGNkGCsIXff80Ic+1CrKtlVXPwJPjIp2907U1zdmxRtYKaBN4r1lUMIodGjtxAno417jYILKNYDeSoOA/uPdqkvA72SdybOJXsDKApYJ9BnK7UliMpX56BNZUaLU6pOeN8aes846q60/ns4pflZk6dMB5fm+djf1vOSkb9OkJpTKjJkpBD5UZk7aTDb9uCntWkUCBqbsMvDyPXgeqCF4mp1mnrRfPJUHDQGfacwyaE/lygLaGHpCOtPT9LvoM7y48j6EJWHiw4egMXswKDMPq2++xgvUedxLPW21G1qvGZdBJ6wHlAdKAQUgTEbgo3VfAzMaz0QbzfdZaCBo3MvAEuY18EEShu7VB++Xoucj0raej/LlL41Z+3rvtOsA4eODnaaeZvZ5wLMxkWtZgvqgDc2wc8fXTtoy4Jnw0dYBGnRuR+1CudM/AiWNPtxFE4qV370//SWbjvV77aIt9GeWDL+bAVM6mPXMMMxoCU/3wDdAAHPFoA/ofwSLmRU3AeXJMxD6AbMHynvAOyIQs8vArJ3gVTd1cES5d0HhKWcYhJZ+X/ZF70sb5MHSuzEzU09Kv3chz4kBK/j4VvI79v3qj3l2lkER1Z6eL99f+2m7sOqEhcA3FPB+CBZKIrgHwW/2apwBbRDmYvfSPsryvViY8NHunqmLJky4gbgXwR7w7GZ2AW1iVpnNxWbGXeZryrY6+D3fF8xC4z6Ej7FEHQOEjSOvvZ8lwkKQoQ7xregP7u/Z9Q+TR9doH32D+4AwNUYZLykt+m9Xn/C+g0e0g/5sApgFL7hf6VbQtviXwpMymt0B2lS/8QysYQH30g/Ke6HXf9CzAAb0E99AwH3VheIX9fct+Z71B3zCQpAVC33bO0YDxl3fe4wT+dvPmJlC0AeDlxki+Ki82NK8rzw3wiT42PfZZ5/2vPTlbmowi33961/famy0PIOkzpstKJQNsz7KQwZrQFm2VBAwZoYlX4reuHv5iPMMqAul2R+YsMcpBD50faZ0Nyj3UU8LAsAAW5rc8aG4bAgQZvp+NmWDQUE7sL54p2ZAhCchadDxm8ED9PeyDQ0oIehAXIIZ97Tw7VGUKCtZUJXfpMFFGxpsKFVmHJRXg95iQJkwwx4HSlD5vAa+hSZAMnDH4K0tu9wK0cYbG4SHPm+Wn59dOQGQFYKFglAJwULge5+lW2G5FAHwXGFaz0JSeSgEBD5FxnegX7PwsRiFwGeZY7lRbwKbYoq+CwQf+qyI9kEbxKRD3FFYggnkbLlhgo+YnL74gFnBuOsbycp8CZMQro/S7WpiNskVW2KDrjIwW+RWIOCYwuJgkjGr2ZxhZsjnzcxPOcigVDHv5jZzMO9nF8EsQNniz+y6V59WOS182CVfB5N5H2jXljQZCPM1XCRdM6M+4MN8T8BkPpSw0jK1XKCdG9jy/R2SMcXgQ+niLjDYrFmzZiTeAPjry+sdoXQvBhRA1+uDmWc2p0O4A1gwmEaZIZcb4i9yneII8+liQLnUtmVbhqtnY4PiRdmirOT6MbML8J0VwjUQrok4uBmWC1wDFErugHzPPAECEwzPy3rH7B0z3QAXAGWUKyFiA5YKLoWojxiRTQUmAORGbk+HSUF2I0yDZVcIzHTOPffc1kUQ5n0vNzRVh5nQOA2ohJnLeeed17vF8aYEgopQEv1uxmRQpjD5CGjNkF0VcTBPff7zn29NR4uB6wkis6QMmnR5LzNA92JyXQqY5TNf1hAfPBN0H8zgzeb4oPO1NOdsJp8EFoJZ8FkKmDsFzeX7E7JmHKwUBEBkTTMgUaC4kfKqgjCFx8FVI8BR/1ksfE9M5+EGiSNbHbwjdWPCNCOjHEaA4nIiTO1xeF+sGNwkCwF3AKWaMsMSwK1Q8l6o1WG5YOZs5u4bzfWjAC81yI8pnsLPnRBuBTzzfbLbYhZg5Vi7dl1iImOaMc+z5HvmGT7rgXEpzPXek3fHnM+1QbH3DsUisCYYQwjAUmlYKDx3ro8+YpJWKuUrDeEOyO0pvo411FiyEMxMIaCJ8IEyUYQPymEgIUw0ah+NyocPPiPoDaSZno8OTx95H43B3+DFl5lBuC6EPoPJl8k2X0dgmaV3KTQhyAnZfA0ezOTuxcfIHeAwCOjkeDHJEvaxIoF1JfMQ0BQKARrPJCYh07gmUNJEXIK2DPTxMaNyr4WY6DPCl+9dZb5Rh3EKQVzLL5evNbDzpU0L73taPpTYTMPVIVg0+xFLGn24pMkgbCm+lKp8ndkNhUCbU5aZ/gg79RQ/YFCiKIQyoW/k6yMuoXRD9MG3x5SIT8QHUDL04fKZ+GkD3pGUqvotJSRoWG4ygj9LR+alnbVBVjLGIfhQ1jIf4whhQQh0gfBgeqbk5OuY37WtZwoaQiXTlM+SET5+SlDEGeBjIC75aNMQ3gRLF8009zLQ52siLmEauK86EPqZB6sAgUswBw2emSYmItMCH0Ko5BMHpdZ9gdDVLp4l02Q3BdM9d4Bybact+MiNj9pN/fGjAIgP8E79n10QswC++oy+k+vqXaqX9x+gTPrf95pp9Rf1L+Mb0PvuSnq8F4Lg4/vKfKxK6FMI9F3ffte9ZhZDYKAQBcoUJPI/oFwUrmAzFe+iYTnwsksIJhJNy3SU6ZUzazGf4cmM2UXjvkxPORhOuYAQGmumFwGPnkDuA4FY+nMss5J/2ksv8xTEioPyXgSv+ruXc9ovLTpoWAnkhffxOCgEootzABQaZny/u3cXDWWBIAHCJWh0Hu2mDgTBxUMXhfXkQaOjBpS7l/ssBgYMsxIfdW4H5dp8nHnO4MFl4MPM10ZswbQmVHz4Ei3l6eLD7BbwHnNQpY9aW2299dbDknU0PrxA0DBjdsGsmkDXtt53gNmapcZ7JKQoLaxDaAhVflT3da7vUR5y/ZW7L9P6NEAvkpnVwQoCpmlR0+rmvjlyv4whCJdBtgwIJM3xCuIZrPrBP9eTgqOe7jUNKI/cixTRzEc5PgJxu6CtRG5rZwpMwHux4kYfNkh20YwbjCmm/NZ8zMzU2kq/5TphBhfpH1BuWaV7EVrMue6Vacb56SlDVpVQ9PKzxwzbtzwJgtCMs+6rrgGmeWOluuHnvKRZaAyBccwMXTs4SvjGrRIiFJ1TEET+ZwHuuXwjwB2QaYzhov0piHios/tYjQBM/cYo7TZL9K0yEF/gvftWA9xNLNavfe1r2zElcMABB7TvKwf8gXJW8zVr1qy37LBvDOmClVEmk+LQIvAVlAu8972UoNzrX8YT32/GgwYDznE0ITMXH4qB0eAZ8AIMFl6KgSCfZxA8ZgDoDTphumAG96IpBmgIIi+OUA0agRk+IoMa36nfBFiZUXXRB0+zsT6eaERpo1EnA5VnyzyVBb1AnaDvAi2RFqqRI2LV4eURSl64+xjY/a4No27+dt3LbCnXP2jw1MZ4aku/6zQ+4nzfTKPtSxodkylaJC5Ta/BRR23OHEfDdBhAPDs+Ohaa4OPd+OjLTh3Q6fiTtW1GlLs37dmgqiz4Rh3cS9v5zXvDJ877ruVz5/u0vLO8b8BzoXG99g0+nqOLj3pQzLSnYL6giXpqW5YsM5SSBh80Bi1wH+85Yjz0TcqftvXe4zr3dni2oPGO0GSeUX91x7u8r+9SG/pNfbVbRpRTOjIffUg7UV7VTR8I3r5B7aKv6Re+Ye8zfg8aPPVj/M2cKHqeR1nQidNQT4OoevpN3V2bEeWT+FBcu+AbimdR37hO/6YsUEz6aOJ50fmdBc+Y5Fydoz7ehe9Bu5lIcEPFqoq+e5U02p9i7tv0rCYq7p3v5XrncY3D2KJOZvbxm/NA8NGXo27K8vV+j7p10Rgn0Tj8Pgl4ub7kEwdlIFaZGRfRQ6aJejn37OpGGfC/tvab78O1UWd//Y6/MUB7gPbUT/yvbeI8Q7lrlQe995oR99JPvBf0UR+KrfoEPFf8j1/Q6qvGgLi//q5/+wbRe8ZMH8+KRn38FucZ+Pje+vi4rzEg3xe9b8nzUFQpPPp/xsTtjyvWgXZv7ShN2CC6ksASkN0DAbMZswyzwA0RALapQztGBjrreLuAxqzNAFR396uYBLNts98SXEUsi2bmrEQVFSsByx5UWLH84IcnpMqDi4Opv5wtVlRUbBjw43Z9m2I+mPTN0ioqVgomugwq7geTcbgDVhKYsZm3wlwUR3YrVEwG8xozOldFmPpLoNGe2R1QUdEHVlfm3vLbDNN/mM8rKlYCqsugoqKioqKioroMKioqKioqKjZDC4GlRSLJRTuL9F8qrD6wblYwmqjjTQHqy7epztwg1qVqE5HteSOgilFI/mOJj8hwwYWWDWnDvoj3lQBJi6zpjlSrfRB5vHbt2nbte2xhvLEgP0Xe8jiDS0f7l+4aK2r0YdHpeTOigHwNsZ1xCZHXsRJnGnCtupcVBzmlbR+CnqvJuvlJEAGO3rP20QdNXh6cwS0haQ9YHmtlTB88e16p0Ifggx7c3z3ca2PCcmbvX73KaPyKhWFZWs/gYpMUyVYWAnEMfUmKZgUKwfnnn79ezoDFwrp/0fwExEqHj0ZSpEg0pL3V2wDsGXKSonEIPnllg6Q2llHlnA+zgHtJGpU3DdpYoBBYty6BUD5fyfCeCNeuVSgZljrqF0vJeDgreN+EjcO3KjOdXA3+l4+iqy+ovyC9PkVCH5cLI/jkIxIWTQsC3lp4100DS8Ji4jAJViXIgSE1N0HXBzwpcHIIlM/jsI6fAJcsCD+5PGRELekiSdE0QOcaf/HGM+fi2BDwPJFlMaBdlyMx0eaIZVEIDD6SivhAFwJJVySZMIhtKojERH1r4VcSCG3JeShq0kmbEVmWKJGMJCAS1UwDCWtsMSu5S0D2OPnwWZpmCQNADGYVC4cEPhdddNHEDXGsZZawqNy/YGNAsF3kY5dgxUzceOJ/yYVyEqmFAB9bAgfvOPCUbGa5wAIhqVFsvzsOliP6FqdNzSznQfk8DqsX7FMQSoiZsyRXJR3Fxtr3aSAQ0jXT0i8HtIvnomAFtKtEO9U6sHQsm4XAzGmhu8hZJrfcFoJZQyIZ5sucpGKlImb2ZlPqLLkOC4F3JWlKmaSiDzFrz7NOfJbTQjBphlvRDcmoJCwpE4mVMJhKbjRtauHlhGQrEY3PDadukjP537PkLbTB7J+1RmIhqbdlecwZOwNWiOTEXXEwl5c8Z4m47zSuWDPfhaYoLp/H4XlKPu7fRTvtqil0C6FfDnRZCDyX9o0kPBWLx0SFgJBmFnJkAV/mZCfIpTbNCAEf5aEo5OtKt0LQKM/0WVFYCJ/y2i6Uz2IwCXrCs7xXpiEIJ9GXgjNf20UD+BDefXz6kHk63KsU0lGHKO9yAZR8uoQ9mlyezfv5PKOrvMyhj2fX/gK5PPjk66ZxK+R7lXXgjy3vyxrSVV6CGbmszzgzNHo7L2Z6h3uV2wmXefkn0eT7Kme1QV/yyfR80uqTr+Vey3TBB4JeqlXnf/7nf74eTaCLj7iVWYFCICU6y4F4DunC9ZVZgfDJ9e8S2F008YxM2VKzjzPNB41rKCgrYWmz+sTzeF5HnHchXAlx5HT0cW0W5NBV3sWndAegifJ8XrFEDBqzueqqq5oTTjihOfbYY5tBww7a9X6ce+65zUArbI/TTjttWNo055133ny548UvfnEz+Aja3wYCuHnmM5/Z/NRP/dRI+WAAaXbeeeeR6z74wQ+2v8GJJ57YPOQhD2kGWn5bri6vetWrWroXvehFzaBztHTKX/3qV4/w+cAHPtD+FvBcr3nNa9rfXvjCFzbf/OY32/KB4Gu23HLL5u1vf3v7P1xwwQUjvHbYYYfmnnvuaX8bDHjNLrvsMvJ70AwGoubCCy9stt9++/YcBgPqevSD2Uv7G1x00UXNC17wgpb+ox/96DzNYEAbUqzDQDg3u+222wifk046afhrPy6++OKRa7bddtvmzjvvbH/zLL/927/d/ORP/mSzzTbbtOXe6YMf/OBmMJC27R+45JJLRvigv/3229vfPOPznve85jGPeUzz/Oc/vy0//fTT5/kMBuRmoAw2e+21V3ueMVC+2vLBLG5Y0jSXXnrpyL3w/qM/+qP2t4Gi197DvZTfdtttbflAgDeve93rRq57z3ve0/42Dh//+Mfn6d/97ncPS9eVa5tbbrllWLIOn/jEJ9rym2++uTn77LPbtvvDP/zD9lydnMNA6DV77733SH2OO+649rcuDAbA5g1veMMIveM5z3lO8/Wvf31ItQ6f/OQnR2h+8zd/s/na1742/HUdPvWpT83/fswxxwxL15U/+9nPbr761a82V1xxxQifOI4++uhmIMSbffbZpznqqKOGVzbNlVdeOULnu7npppva3wYKUvOmN72peec739me77vvvuvRBIwvmc9v/MZvNDfeeOPw1/HwvTz84Q9vPve5zw1L1ofv6GEPe1jz2c9+tj1/6EMf2p5n+C6Uf+YznxmWTA/3zvUfCOxmMANvdt999yFF03z+858foXnGM57RXHvtte1vA+W+OfDAA0fGnBIDBbd5y1ve0r4DY4MxZddddx3+uj7Qv+IVr2jHmi5cfvnlzQMf+MD2/evbzvWjaTFQ8ppDDjlk/nm++MUvNtdcc838+dq1a0nf9vsIHHroofP0joMPPrjlA6552tOe1lx99dXt/4Gu8re97W3r8fG8oA8/6EEPan7hF36hOeigg9py7RrnFUvDxM2NzPLNpEQpy/dsJjXoDO2MPKJNA8rlvWd6BPmTRa0zAYpqF5WNhyNAQ7R5RPCyu5l9CuRvjlm+621ewfwZNNJ95shYmrXNLvAx27XRBPOiAwYdqX2OLl8/X3r5LAKGzJjtU8AP61kC/FdmIGb5rAsx4xfYIpgHbaY3gxb84x7oreqwWQZTV9zX9UFD28WHWT9HU7O0SHWKhoksw/Nrf9py+SyDwbF9X3JZg7zi9mSQnxu4O+TmlpDH7A4fdSj5CERkJUIH2hKfyHcuwlsebmmSBx9nO2Nm0syI8jwDUp/yXrIvulf4dkXIi9eIe0nowtecNxgx67ZFL165HLwDAVHuHfcys2Vq9n+fhaCvvAT/tPrEXgYBM1f8mbIzwkKgzTxXhnevn1gFo86+gbJ9BMWy0MhZ7n2VNDYF839YOLxXs+dMY1UR/mEhMMv3fnx3eAoMLu9rlYU28f2h56MWPc/dFLRBY1MXfOwWWfK5/vrrW5pyc5WFQF3x973bqMV37Duy2ZLVFX7PKw78z2eed9f0TXStSgD0gu5867n+yrUbeI/OSxoQpKn9X/ayl7XfExddHwZjcUujPyzEQiBgULBkF8QL4WWFBf7qacYdGAjb+ZUIXTCWgOcyVrmX68tZPmsI3upctoGAUPcYZyFwfS6XTK10cXED5RUX4hjENHATqKe+7BkrloapdjvkJxcwRhAwvwtI87EzzQV89JQGg8maNWvaMpnyIpBGYJPgHUEpOSjIwEUhoEiATVQGWnLrDzTIgd/sgBUIpcHHHxA9bAcqG8X4OAczkHZnLZ3LByzohF+tSyEgdLPgMkCiJwQMym984xvbcmZ8Hy1hpPOVcQMUBfUwSOX9DuwlQNjrwKDelKPBrKoNcgKCHo2OTrGQJ19ZDgYbzNrb6GM0pULgw3JvglMAVoBQ9SzMtqEQuF5ZQLt4Z9qZ0iRYkEDNu9hRDAeaezuIh0LgGZUFfMT4eO/TuDcCFII8MLmHACj3DIWAYiYwK0AAUz6yoDbYUwhcUyoEBgx9wnvWl7UfBYdiRpAvFepjQxv9NmCQpBCEb7sLfhOgGfCefEex65l37lnOO++8IcU683TQUOQIHoJEAJ6B2zJD7eD6DIpa7GlBUBH4lJIybkBb2eVNeQ7mpFS4L0Ug8u9TsChv+rj7oZGaF1/fqF3/tE3e4VH/1/9cuxSFwPcocNmY4dsPUAzU0/iRhT3hLWiPgAxQsvsUAvT6lO/DewgY42KPfDTGNHXxrgPGHH3YZIFCMA7epzbVN0PhnRbGo1BOMkyg9AEIhcC4khUCk4hxCgFQGqJ/5h1AM/AU+KsP2GgoQGnVBiZlERfinurs+yPIjVuUljz+Gp9iIgf46C/eq74ElAP9rGK2mNn2xxsShJzI+Ny5zahCA/cBmg3ZIpOiYqtJ27pSJLISEfjc5z7XduZACP4SBJSZiAHaRkc6tdncQkHBokyN2wqWUDzqqKNGZhVmhNYmj4Plg2ZHAc/iw1uo0LP6IM+kDHDahMI1a1ihkLfddS91zkpVCQOLmRFrS0Cb9cHsJbY/lmuDskXZo3B5j7nNFgOC8D3vec/I0jJCd7lBKdUnWYFiO2MWLYMv5aBv1YcZuq2MbSVMsVosXOvdlQpqxg033DAyeLNGeL99StJygTChgOfnJahmgdizIBAz/tL60wXXGs8IT0rUQmCVQQj+jNIyJzATf30+UNIsFSY0JiUBwj5m7YQ85cqYbNzWT537Rih1uf+w9Bp/AvjoMxXLj01unQYN36yFVsk8FQcXQ4Ap3EyIOZvgMNs2gxJJn2E2Zp0z7TzzYv0w68gw+0fLFUCQL2VlARMrhWVcVD/eBvZcLxYFA/i4wZcFJF+z2267tYNg1tynQZjx47AUCp9ZJi4yu2c5YnXK96LQhTujC5QAViWKWb5u3HI0S7/Qs4IYFA04ZkzeJ0VxKbBRjcGNu2Da+swKnouLjqJmVshVxmLgubpWFpj9s9SZ4Uqqw/KylJUF06xiKN8TwWnGN6sESIIKKYdx9AUVdq0ymFUysfLds1B4xmkSF7EQEJIUY2MbMztFzjuK8z4Q6vl54qAMllA2iWYpYAHNbWCPfpYD96KQ+2s8pgxCaSHwnN6fvpT5hGugYvmxySkEtOmLL7547nd+53daU1YcWbNmLTCb32OPPdoBQH4DCVfKlQihEBBMmRdXQwwUZthMjzfddFOrjDAv8tsuN3xAPqhcL5YOSg4LQx9o4vkaa8v32muveTP/tCj5mIXiEybnxcAM3kAdZn6zagqB95XvxQ1BiPTBWmS5H1g98nUUuT4w7TJRe6/cWEzahGdffEDQT7NyQd8Kt1euj3e13FBPz0K5JIC4u+K5tG+G2RghQxlynVlp7FO/nND3crscffTRrWtpKTv9+XY9I4UkfPpxyEhI6abo5Wj/5QR3XH5G1qi99957rJUrQBhSqpjk1V+8E3cQC0OcbwrgfshtYPKiLE9gKCHGNu+FKyYrJcooQFwDmQ/lioWjYvmxKluZ+ZTw5CM12zQA0bz5RReKcBPQ4rkJNmYCIr5aiWP4JacFIWBwyj7WxQAfH2dORrRQmAGJDxk341kumIkYbMRghPvAzJr7oMs3SohwAVAYVzK4wMyIxfWwKlEA9VHuAzPnDG4C/Ycyzdq0scBKIXborLPOGpYsHBR0CjNrDx9+18FqaFLAgrOhQeFiyqcoTgJFMtebCZ3lhtUnzjdF3HLLLW0SIZa4gMmW52JxpCxxY1Rhv3Kw4BiCCDA022beyWAC1LmZ29EILIsVBAKOBOPw1zsyzNh+9md/tr3WYCHYiwDq8jGiEQhEODoCLAcBGibfGu06wHyb3QrAfyhg0KwqP4vZR2jlYSHgVuB2CNDqPVeGe5qVEXyODNrytCY6JjICSXxCGaNgMO+yEBByZiTMcOV7MQuclKkuEAGGZiclHwGLZntBo01OOeWUVoP3cRMyIsy1gfdNKKHJfPhUIwiKaRCNGW6mMWM3O7caxSwvaAyw2twAuf/++7dBgo5AjicoEasS8M0BbhTGxz72se1s9cADD2zN7Q5gBhb0lwe0Lghi1If1wdwPp0kDTFiV7WzA1F/1tz333LPtfyWNvobGTFhbo8nPJViP1SArX9lCwE0TYPXJ8Szaavfdd28V6vK+3vO01iY+ey4rcTwlH+67aftkF7KFgCm6C9rW8y/WQsAdQ6CxauX6s0i4t/eOhgukpAHfaV5R1QdjiSOAv+/Ze2BOX+nQ/lwDYfLPYCHI415pIcjWA89KUS/bEm3EELCkBA3lqRyDK5aGiQqBqFcCJYQhYW/gN3MS/BEweAoUiehQCoHZmOV7tHiCHA2zZh6kaPmxEoFSYNaGRqfhB6UUGLADBsugyUGFYGZklhRR5mjM/piJ1c3HSdDjaUAKhcCsNwcVgt/QGHDRG0hDkAG/Kx8/X3fEEzAbui+tF33gta99basQQNCXS5ByuYHSPfHJszzCQVkXfFzaUjR0jnbWdp7NoC8Ys4xdMGjl+hDSFAt+ZrO4gH5A+EcUPYWAxUU/IEwI6aizNuPPRiPKPAIGCQcrF9RDHULYZ5qAemQaMyWxIALCCG990r1KJYAy2BUT4Pm8B4OImT8YyGOVh3bBU58RGOj9R38mSPHU9yPmIJ9rk6hPDiqEPl9+gCDP/cp7FPAYK1K8c0vfDLgB/NBQCgAN5ZcFB0RgxwoR+1NEHQhP9RQsmgNGzWatGvB96i8EuZk10zvrWkAbahMKiGWc6MtYD7M95fqVfkCxEMgpQDbgW8HHqoxJ8B68A+2S0VeeUdJMoi8hgJdCYIKSV9yA34wroTSYnOTVPX73jowRBDzBlycU4xCxDhFR3wc02ngSKBuErTF1ISC8s+8eH8I/lJc4x1vf8+1Y4RIw7muD0v+vHhE3kOH94GM1UQ4qhKBHQyFAQ1EPhcNks8YZLB0TdztkMqeNlx2a3zf75HXeLhqDaZR7aWawOdLfgJKD/YLGQGsAi/MumnLFgDqouwEn0+TyWEGQeZbPElA3Az/68l4+RM9lYBT97zzzz/QGxxDCaDN9IMrV08AbqwPwD2Q+fcAjL/lTz+BpYFI39y3rEzSBko8BTp0zjZgA/SPKg793TbkLmvDDa0uKhecy++miyUCfadxLPb0798Kn9P+rZ9B0oaxP8AeCUf3xNNB7Lv1I3xh37l752ozgU9bHd0EhIbRCkAN69c9KBFpWrMAkGt9NBAoq9x7VQZ/KfALo9Qf111/i2mwpA8IeH/c1Y0MfgjEQKwjUMcq7+Kj/NMLZtd5XSd9XnoHG86qz9xPnC1EKgLvQM5UgoNwfSpoQ6u4l0t5vyoJ+HKahXwjPqJv6LEQp8H4zf243ZfhAnAdP93CvgPKgzQg++JZKAZR8ApkejTZQpm/FufpWLB6b3fbHFRUrAaEQsEzw/1dUVFRsbNRojoqKjQAzaK6vbKGoqKio2JioCkFFxUYAFwK/ulUXFRUVFSsBVSGoqNgICAvBUpICVVRUVMwSi44hKAMGJyHTW5a2kGs3R0RQYQ4AXE0ogwQnIdPrp13n0/BZzRA4p8/kwMBxiMDAxdBHEKKgQm4P982BhBsTAszUban1CT552aIg0C6e0wQeQgQDCqzLiOC9HPSHp4C5shyCT1dQoTqX/CEHAGaU9GWdAxEMWCIHDwZNvpd6qm/QZAS9++WAwa6gQsATbQ4e7KPPPJeCqH9531WJwcOO3f64D7Y/zlsbT8L5558/T+98xx13nPrazRH/c7j98TRbHm+KsOXx1ltvTRkdlozHZZddNr/9sfOtttpqvfPNHQPB1W6fe0za/ngcgt72x9Pgfw+3PLZFcpy/M21/7Hwl4Ec/+lGz//77N0ccccSwZHEYKJvNAQccMLIV7zve8Y7hr6Motz+Oo9zyeKDot9scl3RbbLHF/FbagT/4gz9oy7/85S8PS+7Hv/3bv7Vb/toqOGOgFDa2Cy75P+1pT2tsNVxioOStR3/ooYcOfx3FNcPtj8vjkEMOGVLcv50x2gB+7uFeJabZ/jgfXdsca+MuWu03Cxx22GHt9tX/+q//OixZvVi0y8CsTMIRSYKmAXrJUCzHy+fLASmG5UjoWmK1qYBlwBrmaZLAyAhmvW+X9r5SYcaf0xhPQqbvO19pkBhHTgi5BsC3cvHFF6+XmGtWYCGQwGnafm/GL3HUtPSsAXIQyPORr1Uuz8hSUhHPCvJ2yJ9heetS6mOHQJs/WXos+U0cvkt5LPQ50OY27ZGEKtPFwWqFXiIjuUlklbTctaSz54GkVjmZmlmvPCryueTygO/d7DWA1r1YMUr+1utbty+nRUAeF9k7S3qzcImBJAQKyJVhnMl0cZiFo8dPneNvQB1zPTNYCNwn00t+FbzNyPU1uTX8n/c1YNVWf20c9Plg+ZZ3xPVLgfpY8i1XSs4vsyqxWAvBoGM3T37yk5s777xzWDIe+P/yL/9yMxgk2/MnPelJ7flyYDAIN0984hM3m1njQBlofv7nf74ZKELDkpWPM844o3nc4x7X3HDDDcOS8fjwhz/cPPaxj22uv/769nww4K93vtJwzjnnND/xEz8xP8MbKC/N9ttv387KlwM//OEPmxe96EXNG97whmHJeAwG4dZS9/rXv35YMj1YF1j81qxZMyxZGfjoRz/aPPShD20++9nPDkvWx9///d83A6HVDITRsGR9XHLJJc2P//iPN5/+9KeHJeswUOaagZLeXHfdde3/rAgvf/nLm9133739vwTLwTOe8Yzm2muvba1iP/ZjP9ZceeWVw1/vB8vBTjvt1Oy6667DknVWscEQ3R65HMySB0pEs8suuwxLmubyyy9vHvjABzYDoT8suR8sBwOloHnNa14zLGmagSLTDIRrMxD2w5J1MLsvLQoDAdu8+tWvHv43CnRm5K5bu3Zty3MgiIe/Nu117t1lIXBvdVaXLni+gTKwnlUABkpS86AHPahtpy5oM22qbftA3g0U2866ZZCRD3nIQ5qPfexjw5LViRpUWFFRsVlBamqZGKdJLV2ChUSGTlaSacByMhBYK8J6Mi3Mwlk9bHA2DdCZiUd2zU0JUutLic7SUzE33V4GzLIDzW8km1/kew+gYVbK2e18DFKiToIAQ/zztVIUT9obnGvAzm5Q0uMpra5sZbEHeKYHpi55+HNAlW2OBzO69lxq2LgWmLU8o0Af1zJL5QAjJrm89wDTG5quAJ0AkxmeTGqZPsqdx9bFTHYDbbw99xHmLY3R24vc39iiONODDHOeV3CPQCn8s5uBacw78y6Uo1cfqWgDUvPmfRqY6/DMNCWY8/FkYg7YsTADjfoweQcMouN2MAQpk6Uxjd0RZXbEx54FAYO3PSACXTTAHOx5JQvizlLnSTT4/Omf/unw17k2jXHe5RCNdNLcBfoohCsBH+me/YZPuBbAPgWT9tK/8847R9wP+HDj5eCtkkbWTveVwngSpDe2URhwXUlHrZ76Rf6uZW2M8tjSWMpku4wGBCK6r/TiAmbRy25pz4VAVzkXgNTHAe4JfKTbXihkt8Tf5mBM9ItZ4eG7X0ig2kLpS8jq6Hml5GYedy5973LCODSY8Q//m4yF0q8kGPO4Wrhy9Ilyv5vNDRMVAv5+/jT5vPPgqDw6uhUEPlwDT6bxgRMUXdGlAdcG/zywGmQsyyIQDcIZfiNAbWzjA4+yoAeD/rXXXtvmcbepDXo7pAU98DMakHWKSFGcaQyweKo/fjqOehp0+RYJBQNU17WQabpWCkgPzN8mD7pBip+KYENv8LJDI8EvlqCsv/rgHc+rrjYWMuAarNFT2nJ9pKh1jcGZX40CwbcZdbP6Q6rVL3zhC20536L6ECJB49kzTzTBsyvJDkURLzzzHhbKA0GjHTIN5caGSvGMXaA0xOwLH75d99KuAYocPt6jVQnauqRxrT5EedCvxbj00RD6njv46BcBiihhG33eN6Cf6mehEBD8hKVc/t5J3Cv7J93Lu/TsBG2G2Yz3y+ec34XyUNqDhhKcaXxL+jShW/ItQSEghDyL/RL0K7Nj77lUCMyCpQKnxHTdV6pqY4H7ajv0vr9SIVDuu7HpVBcffREfiuhCVhCYGBibKLMUAfEB46COxg7X5T6gfCkrFxYKCgGFW7/1DuzHMiuFQD+3R4DvLD+j8nHf3GqC2ATfoH1I9Gvv17Ov+tUEPZjoMrDBiY/HtqnMQnHYvjLQR2PwOeigg0YEfQkDI+3MZkj5Wh+83ee6rrU5jr3czSozvS2PY5ZlsBEEYnMVyottYc2K8z3kkCd0beSDZ2xzHL/7MPAkBCk76G3Y4zdBNDZFMvuj1LiWMIhrg8a2w2i6QADaPMaHjl5AENqLL754SLEOhIMkNhSI4E15sMlUbIWsU7veBj7qYQMQzx30Du/IgH7RRRe114BZX/xuQLdBi3frf7NYmwrlLY8zfR9NhgHYDF6a3nydDZQCQWPgyzQGXptPZSVhHFhnbLDiI898CDTLaQ16rD82mipp/B5Ao9+aMWQadQkEzU477TRCQzmyyVQId/3SO87XsmRRxsxGWKz0czPrzIcCo691BTGxOvhm7EaYr/FeYwdBNPo/ZSPT2CBKvzvnnHNauknwDfvWfNvTgGKqn3ln+b6sdaxV0255TMnQt7yzzMf3qu3PPPPMIeV0oBxrT4qMb3oSuAZ8u7aM1nfjOOOMM4YUmz7CNUDpys946qmnDik2D5hQUERZ7jZ398FUFgKmXoNzNgvlHQjRmE0QmnmW6CNkAjY49cG1aGjtmT9efSsRDLI+bJubGFCZ0VgBlBOMYCZhVkbIUSooCmYcZioB2j8/YuyQZyYuatqAg6cZnDwJLABMlHb1Ywo1SLIqMA2brZjZuEfZRtqNGyS7WjLMAN2ThcTMyQfKtF1q5+4XVgKDatSNJYFiAGbohJGZPJeG+lBkPFeAQiTyNmav4Pqos7bUTtpMmfZV9+zK8U6yy4BVAc8+8yslhuDSX3LbZIsJhYeFySw5RzZzKyxkBQE+npkymO9lhp5XJXTR5H47LY33ps6sGwH9yf/aBXICIooa6KNmn6BMm+b3AFxXmU+GAcs3g2++hjIbs/6g8X1FHwEzTe2qT00DM1R9XP276lKC5SlWH2i/AAHP3aTP+jbtfOm5KTYUQe/G5MDgTKkJPmW7GA+02bQzuOwmoAT6bqeZ4ZsMuC/3m+8qg+KtzsaNDQXKI8WSgqhtKKJLhWdk7ud69I4zTGaMMywIqx2sop7zhS984WbvPphZUKHBgkDx8cVBkBB60w4+08KAKuUrwWkQodkx05qx9QkmIBRy/Qh+vAhApiKzOB8Gn6WB3Szt4IMPbgcQ8QR+N0ibNRCUrA860WJBAWAZMVgx92svs/McGwA+WrNOA1PULbZZzsK9hAE3Py9BjleX+2ISDKyUjHBDxEFxYyFZKgiqG264YYQ3gda3nfFKACEXbpw4tNGkLY83JNQn109MAKV43HcyCzDP5/v6TikC7kt5pRBQaFgx9H+K9sknn9y6bLIbYamgGJkB+7YWGjdAebG1MctgHMaE448/fkQJ3BDgKmAlpAyxhFGcmfqXCooV5SY/I5cEhSC7ETYHUBb1SVv253inzQkzUwgIGSa+bN5zyAdQatizAjMrrZk5kil8Evgly/o5RBwH+EDDHcCVkGHGQ3sMVwKBu1SYARlg/N1vv/3G8mQ9cH9uBebMSRCQ1/W8r3vd64YU08NAZLCgCGVeduqbhU9Tm9rzP/N2eLfLHUS1WBD6+l9ZZ2btlTK7YFkq6+fgblpObLPNNp331cc3JCghhx12WGt1WOzKgpUC1houMVYUikoZmFuxNFhxwJpofBVcvTliZgpBmOiZ2eIgRK6++ur27yyB33nnndfOKp75zGe2pnvm8EnJiAQr5fqZ+TPNMv1yHxA+XB8iqglfVo/TTjutNcGj47c0u2KuFyAmdiKvKlgorEr48Ic/3M6Y+CwdLAB5ZQCYCRAyBjMDm7rx1U5KRhTm1jhYP5httdtCwUJg1mdWnHmawXN3LBVmY6wembfASTPaWVgglgPhDsh19l7MhvvcRBsaLGC5fixp+vhyC8byvlxu+h33UsB3RlirC2uQOJ/FrB4YBzNg/Z6FzwSCRcd3OwnGBIp6JCBaLJj4IzHRUuFZWASZuGdhIWABMPnJbrrFwPWbskXBu/GOWCJZZ/VXE5TNERMVArNiHxSh6IXHIQgvgMbASBhnGtoWMzVh24e+a/nJ+twN/I1WEDDdqxfhTKjy51IWCH7CJXzgoawYwPM9DFBWDfj48WS2d/DVG0AIfzz5i5k1w1yvs5gBGVhdG/57Qi3zZ65lOeGS6AJrAJ4GSaZ8MQp86Y4MftOoGwXAygPtou589AS/5wt/f9TH31wffAWULUYhCIGtLTNPAybB3Qd1Y2bVX/J1OS5BjEYXDfcElwQ/+DTAh8BDn/lwR4TroY9GXwlMS6N/UlYyjch/SoxnyTT6dygQ4lIiPoDgRBMrTuLwzvtcD8FHH8jXBM9xNAQUJX25FIKIOaAklvc1FpQKgWBSZZRNgbnaAoKPd5b5eEZtNk0cQMYWW2wxd/jhh7fvNEzuJhF9YDKW1c/S3Xx/7cvf7HuFENLeU6aLg9Ivy6D3b9xg7RLrUdIJwvT7NNH96HIdAlHexd/zos/8jSXcOeUzUjRKoeg612e6ODwjPsbNLoy71r3UOd9rWuDpWu+xizfFybsZF2+izp7fu+auYnnx7WyumBhUKHjFYC3yNC8p9GHFS0RDIJU0fIFm7eP83LR2wsu1BGhAuYjerg9EgJpIZhGyomIBvdk2egIYT7N7wWHM+3yVTJZBD5QREeex7JA5fu3atfM03Ad4qj/fY9QTT0qHawnnuNZHkfmjEYOApgtm+oSselI4CE/0YgvMyAP4m61k/q4VKe551S/qho/YAsvFdPJcHwOpOlN2KFwLgWvNAgxumad6Gljw7IKgLM+obn3LDvtoaOusNp6RZWMSxHMQgtrT8weUS/+qnQh6NO6VaXJ95J5QHxYYM4dASRN8Mo0VBKw57kUJCRqKEx8wFwMLglUWH/jAB1r6oPGOA4Jmua26+j8hT3jik99FLDUkdNCYcVNOMo1yfYBCuxyg7FiVQJHL96Vcuy+ldxpQPK14ofRmPsrx4QpZKFzLIkHJ5z7Q/n31iVUG3ovI80AkJooxjaJMqcEz1zNgsiKCHb1vjjkaz1NOOWVIsQ4UIN/tpNwr4Fsz9qHPUG7FD/76bgahqN1yzFOsMijpozyeEVzLctn1jMY3Yyv60roJrqWEEbYljL3qnO81LeQgUU8yhrm/xFve8pZ2VZS27YPryDLvxXe4ueNBg051HO3VLMaAIiFK1jxp6ALuRNJrsDAB8mMZVLxQAhoN4ZBpRP7Tunw0YbpDT3OL8wjoK/kzy7uHWW4JGhwB5UUb4Ep6sxO/q49BmRmypHcwvxvYRY9nnga14KnTlTx1XrOb8lp/49rMvy+QKXh6djxLeoOo9xH1x18Z3gYm7Rd1ozTgY4blmUt6h1mSASFmV37jciEkwTsigAwslD3/G0TR9PHkKzfo6Qsxu8vQ3urG1YB3XKdfuMa12jDqr25Bw49ncFIHddEu6NUDnXN9J+BelKouPp4Jn6hPSdMMd4+LyGp81DnTQEmDj3oFTXmv4EOpNuNXX9+D3/Ut13bx8WwOdCX0UXy8e7ziGoFn7u27oxT00YTiBN6nfuH9dsG70de0GaD3zj1LXJvP3VffUW9l5X0pWiUyz4D3PY4PBbgLrGCUCO+ofKbMUxsSZJT2LviO/ebdxaobh/5oXPANQPD0P55Bl+m9D7/38YyDAmxiFcDb2Op6k5cAPv6PsUZfzOUsYrGqJw40+OuHgT567eLbjGeEeEZ1ynwdnjHo/Y6n//EE8iR4ldfGvdSlD+qOFu8MPN1Le/pb8va8xqTyugwWCn1JHXyvfWCZMsEy8dTPVysWvf1xRcWmCLP8bPoPWHHigzdrNIiMozG767P6VGxcsIgIfjUrZWWh0FVULAUmAVbQsTyyBLPOrlZUhaBiswLTZjbxB1hmLAFlqTHDnESzUpdCbu6IjITM4JQBrsKKiqWA60pMEHcuCxdryWrFRJdBRcVqglUAzOileTGb+vtomPCDpmJlguk5zPLcIit1yWrFpgNBi9wK4k3GuRVWA6qFoKKioqKiomJ2eQgqKioqKioqNl1UC0EHrOO1/JC/iN94lrBm17pXUdDVErM6IYeAJaIi8/NWyCsJcmgIwAtwg+iTseIEShpuFGluM42cFpY/BtDg07XiJGBFhfbJWTmtsCl3PpxEY8WP7zTTiADPef7R4GM5bqCkqaioWIfNLobAQCMrGh9jX755kehS8lruxGc8SxjARKtaEjONQiBhjShXviuDrfpLmkJ5Wyn58sdBW6qvpZHqv9Kgz6sfIW457CwgUZP8CZJdWc60khCbBomavvjii9uENQ5C1VJgSyAFTPbRCKjkow8aCcKs1y9p8OkaRwT9yclwySWXtNfGdd6DJXdiALwLAlzq8HE0+HTR8PeWfDxL0FASgk9eWldRsbljs7MQyGwY+cD97QKhK9mOQa8vy+BiYVmbRBoUg2mWrhmQDbgSh5ghyUao3tZti35d6ZCUhXKl/s961rOGpSsHMlu+7W1va61BkgbNAoQSJY4CFDklVgpk2tN/WATyfgaRCpuglNFP0psuGtH7BK7kQ2jkOMhbI6Oh8Aroy4mWAjJzWsFhWaD8FgFZTW0JrQ7eiSRYaExQAmgkfULDimfvi5JGamLKGBprzGMJYu57MmBKfT4uMVFFxeaIzS6GgLC3xe+4XPMGcgPjrJWBxYCFwCzHrBPUX0bHlZIrfxLU30zObHklgvC2TK0r78BiwbJEIK40ZQD0bYmGuMLyCgrJr1hzWAvDiqDPZRqJfhZC04WwEEgula9jQTIpEdFNOYutijMNBT1o8Ik0xgulYfVb6M6HFRWbAyYqBGU+9zjyXgbABG/f+0yThVbO+d5X7mByZOoDPAnv/Ltrc3mmD4zjGUAT5WXdplEagibfJ+fnhxDemabk2UXTxyeX9ykKfXzKXPlxbS4v78u0Oo6ngd/gjo/zoCmFKz6l0M30jklKQ9xrEk1XHcp7ERIlHzS5PBSFfF3maRabf4uDIHQtt1QWiiW9e8W+A5k+zkuawDg+04CJXNpeO3+uVLCESc08642OAmIIpJHuy84IXfsBOFgYAyUNdwRFpKJikwWXwVVXXdWccMIJzbHHHtv8xV/8RZNx7rnnNgOter3jtNNOG1Ksw2AQawZa/QjNqaeeOvy1ac4///zO8o985CMj1+y4447N4ONqf1OXV73qVSO/f+ADH2jLX/3qV7f/v/CFL2y+9a1vtfSB3//93x+5Bs03v/nN9reBgGu23HLL5qd+6qeawSypLb/gggvmaU855ZRm8NE3u+yyS3veh6DJ9zn55JOHv67DYIBvdt111xGan/mZn2l+8Rd/sbn55ptbmoGQaXbbbbcRmve9733tb/DBD36wGczqmic+8YnNSSed1D77YIbT/ORP/mSz7bbbNnfddVdLN1A0mt13332ED/rAxRdfPPLbNtts09x5553NJZdcMl924oknDqnXYaD0NXvuuefIdfpJ4GMf+1jz/Oc/v7n99tubSy+9dJ7mve9975CiaU4//fTmwQ9+cDOY9Y2UZ3rH1ltvzXU1/HV9XHbZZc1gZtvcdtttw5L1cfnll8/ze8973jMsHS13/PZv/3Zz6623tr8NFN5mu+22ax7zmMe05bfccktbPhC8zd577z1y3bve9a72N/jEJz4x8lscxx13XDOYmTavf/3r2/PA2rVrR+ie+9znNl//+tfb3waCpXnDG97Qfn//+I//2J6jec5znjNPE/jkJz85wmcwi26+9rWvDX9dPNzXt+eZ83nGQNg1L37xi9vyOF+zZs3w13VQ/pKXvGS98sCFF17YDGbxzec///lhyToof/jDH75eecZFF13UPOxhD2s+97nPNR/96EfnzzOUP/ShD20++9nPjpwvFPjmdo7jHe94x5Ciaeuaf/u1X/u15tprrx3+WlGx6WFiDIFUjfxxoovt3JchilpEsXIzLNG85SyTuQ7N4GNuU746d0grCnaHExRUQhIYZnv3FfwzKdofvfz4g4G31/zLVCj6GU+mU/VwbrMSGc2ibmYmyuUQHwj54dWjMDvwvHnGAAKpXMuc2rU1sm2UtbV6iiHg58SHzzlDgBs+fuMrjboNBp52gxEm2ygTxGVmgmcXHzQ2JTrmmGPac8FjfRCoiEYb2p2uC0HDH2wm5zxy4weYbpWLUudv9iz+lwdePbVPF8R2DATK8L/7oY/ecMMNLQ8m5S6cddZZ7UYzaBz8w9ovb7iVob8wS2tP7yGu4yNnOVLP8lrBnWhYVuwcGQh6efb1JTzljedPV87S0gX+b0mR0PuGbKhVAo3+71lYpbrAH7/QWb/vHU+WvYA9OmwIo865HFjmlHuHZ599dnutjb4y0Cj3TGICSpSrEjLEI+gn5QoF1i88WfTQaH/trf+VsJeB3RzVkzVloJi19NkaMG6VQdeqBIhy/dNY5pzFqgvie7gkKio2OUyyEBx//PHN4AOdn4kGzPaUm2XCYHBpBoNDO1uP4+CDD25++Zd/ubnjjjta/nGeYYaWrxl8zM1TnvKU5vDDD28GA1LzrGc9a0QrN+sdKArzs8nBANkMBvaWJs7NYDLPL37xi83Tnva05rDDDpu3EAwER3s9mNmbwcascSAEmmc/+9kjNCUGA19bv3wf9ANh284yWRechyUgoDxbCPBR78xHPQdKWTs7ZCGIcwgLwSGHHNL+H+jio01+/ud/vhkoXa1V5ud+7ufac2DhMCM+6KCD2v+B1ednf/Znm6985Svt+U//9E+3loXMcyDcW5qbbrqp+dCHPtTO/lkvSqsAS8iNN97Ynj/ucY9rz2GgMLbWgAMOOKD9P6CctaEsXwjOPPPMts7XXXdd+z8LByvKfvvt1/4f0OeUv/nNb563EDjPGAiAtq/kZx8oVK1l5g//8A+HVOswEOTtOx8I9dYqMFAWmu23375505ve1P4W5xnKWaj22Wef+fOB8jxiFWClUP7GN76xPWfp2nnnnUfq5L76A6vCQmE27/5mt74zVhv9InDllVfOz34dv/qrv9oMlMERy4Gxo4umz0LgOYwBe+yxx8h13tG9997bWicy0BtjWKqOPPLIYek6/OhHP2qvy3z092wheMADHtB+h5lm3333ba2Q5b0Az4Fi1dYvw/j2e7/3e215nLPIZfgGDzzwwPb7rajYFDGzoEKWAVHvZjpx2NZyEmIL1zhsWdk3m5oWZqWZp+2Py9nOUiG2wuw43+eSSy4Z/jo9zDT5MzOfgRAe/jo9zIZEyWc+gwFx+OvigKco7czTlrwZdtQTET4QAMOS1QEWF9Hw+dlFr3fBkraBYtXOOgfCe1i6cNj6VvuaYfaBNS3X6XWve93cPffcM/x1YRDIZ4tk+ztYCcLiYeYfYGHxWxz6EwtChmWVJU1ePVCClUcbWXabrxsI6rmB0G9zH2RYWWCWz0IyEP7D0nVg5TPmZD7777//8Nd1sFLClseZRoyCOIrbb799SDUbsF6wUA2UgmFJRcWmhZkoBJbxxEAWZleHrUr7QNgYhJi48zXMlXlL28WAeTDzHGjy7cAxzV7j04DZn3CwXWu+z0K3xZSkSBtwUWQ+BqyFQKIjAzlTa+ZTDt4LBVcNoZB5WoZm2Vq4CAyCTPi2yV0tICgsDeVayc9eLptktqa8CSajDMR2xosF95o+NS6/BHdGrpM95i2b7HI1TILter1HwjivMgj4Dv0Wh30BylwN09BkTLPKALgJLFnlYogVB+XOhervHWU+JY2tb0uavBJhlnAv7rvVvGy7YnVjZgqB5B98mGaUcUScQBcMPtYCW7ecr2EhWOpyIPEEmScfttnHQgV2HygEFKAdd9xx5D78xwsBhcC6atctlQ8FxSwq8zELWwoM7Gb+mafZj+x7ktOsVohXOOOMM9rlefnZ87anFFoz8y984Qvt/xROwnq5QSnJdWJdYiUQDzENxJ6UKyBKLISmjKGZBSgN3/rWt9oYFjEJXSsO0CyHUF8KmqZp85eUcTwVFZsKNos8BMz7TKOCByuWBgFbrAQG480ZX/7yl2fiJlgqWCkE/rI0TQNLRAU9nnPOOcOS9YEnmuw+KEGRP/HEE8fSLBbj3AQBCYiY/e+8885hycaHwMP3v//9rTJZUbEp4sHDv2PBz23AKVcZmC0yFZtJMfHx3TsCLAd9sEJhn332aWMP+KADpdlyIWCGNDiLkM88gSmTS4OJE417iAAX1bxQWK1gvboZTI7EZzkIoLE+/Itf/GJ7BDLNc5/73HaGYzVCXpFgxh9AY+WH30XC+3/vvfduZyFWfzAbK/NMhJQjwJWwWFgBYe9/PutyFQgLwU//9E8P/xsPpl6Z7K6//vq2zUSom9FaZVC+I+4JUdxdmGaVQQmm4de+9rXtSoHyXlaQmFUzVe+1114tjRUl+KuDvq3/5j6cfc76aVgI5AIImMF79wGrElinxMWUdWDJyln2xoH7hgC0yqDkw0w+zm+fEYmJxNSUfLxzbqZxNN4nGq4iNFYZlDRcJ2iMCaL9vYfYg0A5P7u2LH34lHaWAN9IWAg8b0asMuDqYJHUJxwZLArchhQbWRcpDaXiEDQlJJXihrHKID8XYe896xtBw/VRPruUzeNiQCoqVjSmWWXwkIc8pHnSk540Eqk7TR4Ch7XKooflIYjzjDIPQRyi69Vl8PG3uQcC6F/0ohe1Edag/gOhPkIzLg9BQO4BEdyRh8D5YIBvf4scAwvNQ+AQUX733Xe3NAOlY708BI4XvOAF8zRdeQgcIt+/8Y1vtDQi8NHkvAIiqEXKj8tD4EAjSttqgcg9EPQipnPugUsuuaSliZUgC8lDkCFaPZf/zd/8TTMQuhskD8FWW201v1okMC4PQeDjH//4xDwEca0VIp9YpjwEGaLgy/JPzigPwRVXXDHCx6qagfIz/HUdylUGVudYXZJRrjLINP/0T//URvSXqwOUW9WRr8s0n/70p0d+y8dAgWoGCkBL17XKwCqYDDT777//CI0VTJNQ5iGw8umRj3zkyOqDmoegYrVhqjwE/NPyfgt4CpghPvaxjx3+t279Mf8ZU2KGKF+BNmbL/K7OzXYCsgR2ZQTkozbjNxM2w4g0wujxUUezL/ftosk81SHoA5mPmWvmaWbjWTLPEkFjFpJhduUZg4+6MdNmTEujPmawQYM+rDSsNo6Spo+PemZ6Mx71L3lqF3XLNJmnGVDQmyVzxwR9oCzHR91kyYvgQzQ5X4SZn7pp8y4Ez8XQlPcyw1O3kkb2zSiXMdCzlxkN41r9rsuSpc/qM55X20c8jP6V6fFRTwGE7lXSQ1f5OD4LQclHgJ7nynz46XOMwEJpxBmovzrmYL8oz/5/lrugKXlm4O95xbdM4gODMa59j+NouiDPCN4B35e9G1wXq4lKmggqHBdUWVGxkjGVQmAp0WCGs+So9YqKioqVDMprV2KiQE06VLGaMTGokCXA/ud5Vl9RUVGxGsHq8LWvfa1VCvIhK6L4l6oMVKxmTLQQMMEy4TGFVaWgoqJiNaPLxQDVHVCxOWCiQlBRUVFRUVGx+lEVgg4IIDJLEFzWF1S4WEQwoNmGgL6KTRcReChoNQf9CWj1fvuCHzc0mMHVswxanAWmCTwsMU0w4KxoFhtUuFS4r7qxLCx2PBW0qG1db9O0iorlxmaRmGih4CaxTln2xVnj85//fJtsxc5tFZs2rJyx30He48C+BpLqfPOb3xyWbHxYJTIpGdFiIQdA3ltB3odyP4ISJh4nnXTSyHV2qsywiuN973vfWBqKe0lz5plnDn9dB3zkl8g0H/7wh4e/Lh8oi5IUnX766cOShUMsw6677jp32223DUsqKpYXm52FwIxGkJDkNjKhdYFmblXFOJrFwvJNefLxlwhmEiQXkqhFAiXvRXIi9Xe+1NTEGwIGM1nlIpnMaoGkOrH9sWRE0nR7LxIQibXxvLbvXgnQZ6L/fOQjHxmWLg0Erecttz8OWJH0e7/3e8P/7sc02x9TYLq2NoZITGQZbR+NZY74TKLBpys50SxAIdA+rDKSMsW5fRmmhc3hJM2yIVMNZqzYIKAQjEtMtNrQtf3xhkS5/fEkTLv98UpFuf3xasHZZ5/dPOYxj5nfCvlv//Zv24RT5TbHKwESH0nmJVnSrHDfffe1icbWFNscK3/JS17Su/3xhRde2DziEY9ok/pkKH/4wx/ell900UXtueRAGcof9rCHteUSc8V5hvKBQja//XGcZ0jSpXygmAxLlhcD5akZKAVtcrGFQDKugQLUJpGqqNgQqC6DioqKioqKisl7Gcjlft111w3/ux9bbbXVyG6GMr0xi9mbIJBpvvrVr87nxO8rB5nemPJktBOghWfOMif/OxNtlAsQQp+Dpfje+HIDfTSxl4E89rEHgDz0crFPchlwK6hDDqiyp0DeqbCLJu9lAOECEIAU4ErI7gA0dkX096lPfWpbZr+D2MtAEJegKXXOfOSdtyMjcD3kPRUEfXl22epiP4ZMD3zkeArKCmgbW1TDrbfe2vYPfLx3Gx9BpgF8BrO7NutflHMlBD0IwPMsfW4Fbq1p9jJgbtae3mnAngV5p8JpaJibPXum0e/s4xBAM5httn9j/wKuBH5t9ZzWZSC7p/rI2y+bo/bM18rDP5gJD/+ba2nwf9KTnjQsmY4mg58/7zsiMBK9nCObMyIxkfbLZvpwAWgnrpDy3L4GAiq1oYyu2WVgzwUQVyLmJGgERaLJe2HYMj7cCpIgHX300e0+LBUVGwITFQL+XwFJhE7OQ+DDsc94lBv0CdXcuQX9BA3BgQ8/5qMe9ah5hcCH5KMIiOq3jSyhQoDYItk2qxHtz3fJ/yc4zwAqfbLBU1mkOlbnzBMNngReQCYyG9Nsv/32rXIgI6N6EpQ2WOFrtQFOn0KgbhSZHDxGMBBW+BA6NmjhZ84BhFYYGCQC6Chcd99997BkXZn6aivAF82Tn/zkeYUAT22w3XbbtfdDYwMhPtqAOmobfCgExx9/fEsrnbC2cg9tGG3lHSoLft5luXkPGjzRUAgIP+9G2t/gQzkJGhCbom6Ejfb0jiiC+R3pE5QBg2ykN87gqybwttlmm16FgFKqP6nzt7/97WHpOsWMYFQfdYl3n2nElmQa7dtF4xniufRFfc2zhkKgPQlafUf5JFB64176knfj+XxT2rWrrdBoK6tUQskVu1DS+PbQdEX8l/Tuh6frZr0SIYNyzm/vuXPb5jTKfTRZsUZDqJY0+jwBKl9A0zQTaUoQ5B//+MfbqP5SIVDuGkqhc2OgPkPRprCKb9A3tLd3x/evPUMhsKHXFVdc0fYV9VI/E4Q8IdIO6uabpRw4Kio2FKZKXdy1l8FVV13VdmblOrDB0Uwy72UgoIewReNclLNzu6SFgC/3HXBu5m7nO9q32ZIApUMOOaT9XUCS2b//DbgE0amnntoKChHE8o37SHffffeWHtDgaZD2kePpQzviiCPaZxV1LNDvlFNOae/rGdCgF6HchViaSHAGCGh184xmYBdeeOHcwQcf3ArygDTQBhOzT5YAfAz6lIAAJcIgwwJAESB0nRP+BiHPSTBZCaH+Bp0uPoSMWbj62FLWdrXO7YxnkNRu2tDug4DWvdHce++97fvSzvm9B4228m7f+ta3toOgdl2zZk1Lw+JAeOOjj9gRTv0pAwS+d2SvCrs2Bght9fGuPVeJvn0KMrSrqG5tHooT2CnSQKwOBKG+4LkyDWX2U5/6VFtnVgF1QZMH5KDx7BQvO+nhyapCoOozdvF897vf3bbJNMsOCWX83MuM0PvDk0DUttrK+7UzaACN+lFcjzvuuLbM+8xCFY3n1E/wUTdtF0GFJb0+7776g1nsJFAM8bSvxQUXXDAsXVeuf/q+c3mAUkVpUv+8GkG5OvkuWAG9JzR5l0I0+gEaVsYuGtkEDzjggLb9CfF4l3fccceQYq4df+xmiaZUCoyBnotCcMlwzwIwvilHz1rnnMWK8qa/2QXRt6nNTUAo32i8O9Yx575R44n3gD+FwDfL8hfwTVkpoR+arFRUbEhMFUNgECdkDaBxMI+ZtYUCYCAgDA2YcZgVmv2E0MTHgBPKAJh95msIfGZXQjxAeMR9WQJYDMwi/e+D5DpA76M12Ji1dfHMigeeBHXkAjBrL+s2DgZcwjrfx/9mn56XomPAMmBG3R0lf7R9fEK4q5uZe2wqBDYZIhAMOOA9TOJjBoOPenhW7WGQirq5jxk2epYMVgtKRckzaIAgpIyx+AQf7xmNmRi4r/fknRk0DdLeVdA79C8CP7ucMghaQnKckCUs9EnptjNvwsMszUDdR8NErC+qMxpbG1N+8rObyQUN6Itm1XlGrZ4UqGmUAfAeXvKSl7Ttpe9SCvzPPUGg6ev6SK7rFlts0bpe0AT0tVzXK6+8srXgZKGf4R1kegoTN04f/axgZu8Z1Z/pPA4CNYCGIkbR6qPRLiwx+k2m8X15dmMCGt++Ns40viM0S31WFhjmfYq992JiRGnJlowMVrCnPOUp8zkFwkKQ3wPllTKelYSKig2FmQQVEn60fbNCM544mMz7kIV3vsYg7KNaCgyumSdFJXahmwUISzNEFoF8H0JkIQg+ZtyZT3YfTIM+Ptl9sBhQMih1mSezJ8EcigjzKMtAjhlYaSBIDjvssF5XQxf0T1aV/OyE7kKE/TQg1FkHzBT1U4J6p512mvvd3/3dIcX6oLzsueeeLU0oDWaWua4sclkBDvBb99H3KWOzBsVzt912mzv22GPnj3KJYheN5XsB3wjLmfbLNBReVk1jABr5Dn791399hIaCEDRLAcWMjz9b0KYFixg3Bmtafg+UuIqKjYWZKATcB8zRb37zm1u/WRySavTBYPWOd7yjnW3la5h8fdRLgdlg5hlHdiMsBRQfAwtBmPkbpBcCAtyA4rrMx9rjhQAfZvaSjyQxSwElirk/83RwJZgNrWYwDXs35bMzuZvhzhIUjKOOOqqd7epTC0lqxHpAuLHE5XoyUz/jGc8YUt0Plh2xPIRhSV93M91wEBdiPOKWzO/hLW95y5CiomLDYyYKAVOvWQfTaTZtMtH2ISwEZiz5mmzGXyyyi8EhTSnT3EJn8H1gETGTm+QOmIRp3QqTwEKgLV2X+WQXw2KQXQxxcA2xjKj7pgIxMny33tm04A5gUcjPTvgyU2d31lLBty2GwEyf75yZnNk4rxgowc/Nv42mz61g1toVTOh7Y+Up6Sl4XfSzBqsVhYQC0wcze0oOd9dKgHFDXEUOrl0qWAjEbXEj5PcgvqCiYmNhKoWA8P7e977XmrjiMLAIWOJD5o/lS+WTyzTjBs6IJxCLkK/JMQcLRfA0mGee3BmEmJlXxAqgWey9KByEBRNrvk8Zo0CYLpVGrEDQOCKewN+ID0DjmVyX+aBfLPp4Wi2iLSmB0wAfM199gV834gm8q8xX/9KP+pQYfn2z2vDfd4H/Xp9Ut8zbbCwEeR8NIRvugEl88vsZB0FyOeagCxQ5/mz+e9+S+AHXUBQiRoGCnOsR8Q3jaPCgvJXwvcXqg0xPOHXR9yH4cB1lPt6R9jM5COUj+9QpZeIVmMbzdfoxpYRlpo9GOwZNucpgsTQlYldDylHQm0wsJeYg84z4AIqAOoTrIA6uo4qKjYWJyw7BQM68b8AK8HOKzNfRDeSEh2jePAszi+z66MBslg9QZLio5ADlY7EfhXpwXTC9ZZ4sFSKBLTs0WJmhrF27dm7//fdvI6sXCr5bQtnz5tStZuoEHViaRPCJOs6zITSEOVj3HjR5NoSG4AQ0cS80os7NVvgb991337b+JU0AHwJjMRATEDzzzEg5l4H3zg89CWa8njHqxpfPDWGAze/IAOkdCQDsglUXZ599dht9nYPLMuSAIBy1p0j/gHKmfnUm6NGoT6axAiJoWKnUWdvmiPtMM018hpgA98GnL021SPKoj8h0AtY7Fi3vnCtBYFxuK+XiDpibCXbuIopKpmE58B0ROhmuPfLII1vrQqYnvK2aEag6DYwFVulQDjMf5d6j1TqULN+jb86MHwSgUiQ8L/9+wLOwepghq7tIfjTGiAAa+4uMo9FuaLwjNFb6oMmrhawyCJoSvk19VDBtPBf6Sy+9tH0vi4Fv8O1vf3urxImL0If1czz1DRaiAAWhomJj4UGDTn4czZfw9gEJwMk7a5kRmonwyxOoYdry4UnmQnAZZGjjIsgNbkFj4PYRu45iYCCIcx8JHzXt2aAW1wjU8bG4jpLhN4FDziG0bQMsPv43CKExkONp9pJ58o0azEW5x33RqLdn8LzB0zmeArfwNLst4To8PK/r4j54qbcERRQeNKL4SxqDIhqz4T4afKxXzjQGa4f/PYdnRIvGoNt3L3wIXANpnINntASRkATPHTTaCk8KmrLg6d1

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