Secuenciadidacticaestudiantes
Showing 16,041-16,060 of 41,708 items.
# | ID | Actividad | Estudiante | Fecha de actualización | Solución | |
---|---|---|---|---|---|---|
16041 | 26110 | 7010 | 9313 | 2021-03-24 11:45:30 | <p><a href="/web/uploads/9313/cfcebf1085-odjetos-de-colores-257.pdf">cfcebf1085-odjetos-de-colores-257.pdf</a></p> | |
16042 | 26111 | 6874 | 14150 | 2021-03-24 11:54:23 | <p><a href="/web/uploads/14150/2bca9d2d09-actividad.pdf">2bca9d2d09-actividad.pdf</a></p> | |
16043 | 26112 | 7010 | 9753 | 2021-03-24 12:02:53 | <p><a href="/web/uploads/9753/c8acefd3b8-tema-2-ingles-paula-alejandra-ramos-rico.pdf">PAULA RAMOS</a></p> | |
16044 | 26113 | 3973 | 14224 | 2021-03-24 12:19:33 | <p>Buenos dias profesora le envio mi taller de los generos literarios </p><p><a href="/web/uploads/14224/35f6bb7fb5-generos-literarios.pdf">Camila Rojas</a> 701<br></p> | |
16045 | 26114 | 3973 | 14228 | 2021-03-24 12:17:18 | <p _msthash="468442" _msttexthash="746473">buenas tardes profesora acá le envió mi taller de español Verónica Tocarruncho, feliz día <span class="redactor-invisible-space" _msthash="746475" _msttexthash="746473" _msthidden="1"></span></p><p _msthash="468442" _msttexthash="746473"><span class="redactor-invisible-space" _msthash="746475" _msttexthash="746473" _msthidden="1"><a href="/web/uploads/14228/103200c858-veronica-tocarruncho-701-generos-literarios-y-relatos-de-viajes.pdf" _msthash="4377217" _msttexthash="4377217">-veronica-tocarruncho-701-generos-literarios-y-relatos-de-viajes.pdf</a><span class="redactor-invisible-space" _msthash="746476" _msttexthash="746473" _msthidden="1"></span><br></span></p> | |
16046 | 26115 | 3691 | 14519 | 2021-04-12 11:11:33 | <p><img src="/web/uploads/14519/7a536418e3-img20210324120806.jpg" style="" "="" web="" uploads="" 14519="" d402471904-img20210324120815.jpg"=""></p><p><img src="/web/uploads/14519/10afff22b0-img20210324120756.jpg" style="" web="" uploads="" 14519="" 0b1c6ddae0-img20210324120735.jpg"="" rel="" 5932393cb7-img20210324120735.jpg"=""></p> | |
16047 | 26116 | 5428 | 14134 | 2021-03-24 12:15:39 | <p>Buenos días profe envió trabajos de español</p><p><a href="/web/uploads/14134/c42706ba14-act-1-normas-ortograficas-de-c-s-y-zsexto.pdf">Trabajos desarrollados español</a><br></p><p><a href="/web/uploads/14134/446e33d6bf-prueba-s-c-z.jpg">446e33d6bf-prueba-s-c-z.jpg</a><br><span></span></p><p><a href="/web/uploads/14134/d90a911d57-sopa-de-letras-s-c-z.jpg">d90a911d57-sopa-de-letras-s-c-z.jpg</a><br></p><p>Muchas gracias profe que tengas un lindo dia </p> | |
16048 | 26117 | 7022 | 14406 | 2021-03-24 12:22:04 | <p><a href="/web/uploads/14406/680453bbb5-esports.pdf">680453bbb5-esports.pdf</a><br></p><p>Juan David Segura Bermudez 802</p> | |
16049 | 26118 | 5562 | 9522 | 2021-04-21 23:29:05 | <p><a href="/web/uploads/9522/c0824a3159-mis-ideales.pdf">mis-ideales</a></p> | |
16050 | 26119 | 5197 | 9282 | 2021-03-24 12:39:40 | <p><a href="/web/uploads/9282/ef4d7d1462-lectura-critica-2.pdf"></a><a href="/web/uploads/9282/9d9fa1a18f-lectura-critica-2.pdf">9d9fa1a18f-lectura-critica-2.pdf</a><br></p><p><a href="/web/uploads/9282/ef4d7d1462-lectura-critica-2.pdf"></a>Lina Maria Garibello 11<br></p> | |
16051 | 26120 | 5934 | 14142 | 2021-03-24 12:32:58 | <p>buen dia adjunto taller sobre tecnicas de atletismo </p><p>sofia ramirez </p><p><a href="/web/uploads/14142/bbc2a4840a-tecnicas-basicas-del-atletismo-sofia-ramirez.pdf">bbc2a4840a-tecnicas-basicas-del-atletismo-sofia-ramirez.pdf</a><br></p> | |
16052 | 26121 | 6660 | 14294 | 2021-03-24 12:37:07 | <p><a href="/web/uploads/14294/61b9c7a3ff-actividad-de-artes-2.docx">61b9c7a3ff-actividad-de-artes-2.docx</a></p> | |
16053 | 26122 | 6666 | 14233 | 2021-03-24 12:38:23 | <p><img src="/web/uploads/14233/0978c0b333-trabajo-matematicas-dafe.jpg"></p><p>trabajo Daniel Felipe Avila MENDEZ 702</p> | |
16054 | 26123 | 2596 | 9522 | 2021-04-21 23:38:10 | <p><a href="/web/uploads/9522/d0749b27da-medios-de-comunicacion-masiva.pdf">medios-de-comunicacion-masi</a></p> | |
16055 | 26124 | 7039 | 9692 | 2021-03-24 12:35:36 | <p><img 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GtHeGwxJxvUyZhPIIrP+df87FHydQIE+/DZoDROoDdGAE3w16etpJ88Io/nf+z+p66tbv3q/lcvIBrDNvrMKdCZg4y6kv41Gze34Lhq/aZW8o+Mgf/5J5OHp98YcwumxvKDUh8bAljMw1Y6+IkPjEXG4BvHL/Er/2jz6cX3pnXg7Rhk7vjZmlxDfO0EbrLm29Z7PvkPiv84KU/cc2/d2jJA99Wtp+5q23S26I6ekJ24s47dJlva3TcCtfvCvRbw7W8CCHZfuU8EdSRjIeirkyeDJ5Cq42esfnrxjCFDFtEbHhCgTwlMZEuPHB7y9wkkqNMnWMt4KMkDDgI3Gf1sNibz4KFk1NhGFxvUybGBjHH8oJ8NZNKvL/85sDZ/cyhz4pElp042zy0lXjKK5PQrbSNm3a4HGWsJiLJObUQOAS1K6zaeDNACEMkcAS+26JS21fC++rd/32SAJUBGVijgRt0WW7baAJ9//d4Pmtzf//O323hgii56s22n1A986VO3HajU1h+ZgCgZKduBslDffuz79fQLz7dMEmDU34ZLpikgKn2zoOmCjNSZBpp+Xj+tJ554vP7nn/2P+uB731mf+/xnG2hav3FDjYwN19p1a+q6665poCmZpmzTKQEnW3e/AJqAJFknJNtkiw5Ysh1ne07dmSZnm9R/59OX1JCzTJvWti26TSMba0NA05bJ2jQ21s4zyTQ5zwQ8qY9OTdXM3g4YCZgCRgK8ACuIBEDpxwME1DvwdLhlkfrgSZZJkHemSaZp08SWBpYCCJzLSbAXyAOMApiUAJR5A6TIAALAD7AEyGjrBxSiD3hhG2K7vuif2W/r5nh7CHqYelgKOh6OHmy256zdWGtMpgjPfHR7yMkUWTs5bdkjstoBUPqNUwZI0Um2yzLd1jJMtueOAQH+YAVgD93D3VkxoClZJnUy/KzkS+uiH2X91stHSvPzoXnZlXWxOUBKHTlbBcCRMzbBV4Dx8PBg4isBhd+QBwsS4D1QPPy0BYv4lTzfCiJ4zc+9//0KJvoENHPSZUyIrgR3PA9585gPgGGfsXTsPuB/lx0JMv63vv9IlwEhSzd9CdQt4MryDLZyAzqt3/XmU3oTqMkLjO4ddfMiYCAy1qed4L9s9bq6funyWrR4Sd24fFXjZ72CPX1Llq1soGD1hqEGoOgCCgTyENARENGBig5YrFy3sYGMm1asbv0r1m5o219Ahjo95G2JaZtDSR8bAQv95AEefXSyQb91qisDhIAh5NrxpXW4dtZNzvrIGuc+4aP8rQXYkc89Ej9GTh8dfKOO3AMZq577I9dU6b4Q1Nyvgqt7EShF7l/BUV3QTNs4vJQJvMrUBegE3GyXpN/9mCCsTk4Ap1/dfYqMO+68XzvDeEeduPveuu/RL9ft9z/YturubOdfHp3dmrvv4S+1s03ZrgOg6AA4BOAACiAhdqZMABfEyaKAjowlG0BAB1u1jdFWZs1KOukwb58AgLTpztx4dNApq0EOYAhwSraDb10vupHrZ3782KWO+NS14k9tfjcmdprPujLW9UZ04pGlQzt95PN8w3ff5JplTOZSmivrNZ/rkTXTb736lfoAJWXI+q0dPfq1v2mgCDgCcAKYgJwAKCVQE4AUkBTQhA9IATrqzibl/BJ+xuHpk0nKWSa61GWVUM4yAUfOTWkjgCnbd99+7LF66vnnZs8z9bfhApqUs9ty2Z67cKFevGDb7nQDTT/92Wv1wgvP1ZVf+Gy95x1vqc9+/rN14/Jlg+259e1M0w03XNcySjJMgBOwlG06W3TohiXX1pscAM9h8ICl37rsnbMHwYEmIAnJNNmm++gHfrN+77c/UsMjG2vVmuU1Or65Ng1vrKGx4do4sqmGxkcbYAKWNk9MtCyTbTnbc8DTzgOHanz7zlnAkICqFGgFFSQ44yUAd/1dZkQQB5ZszckoHTx+soGmG1asrg1jkw0I6NfXyXT/o0+gEuABKEFeKfAr+wENSACSsuWmrZ8cPQIdHrsAFTozBsCylkODQ60JbHkoT+/cU2NbpxtgoBM4tF46jJXNYlPLYg0AY0AJf5CNbeTZZIzAyx4l8IJPt7HGsZNfgCUAiR9tvwGWSr7aYosAONi1t4YmtzYf6uMH/jK3s1vrRsbaNuXKjUNtGzOZOKVtTaUxyBaBLU28AFPrxl+xYVOt2zza/vcuyAqEAmgCuOCqLjsg4EaGTxOklfj6E4gF4wRtAEBbsFYHLtTJyxrgBSjgAwX4ArT5BWTz0WHsirUba/3msVq1fqg2DI/X0NhUK9cN2Z6ebHb1dd68am3Tt2bT5uaH1UPDxW/WjtZsHmntpavWNLvYwnZzscP6AQO2BHToUweqkv0wDmABnBbftKzJC/5k+LRfstO6AAb3JaABlPTBCB4wEXCmnz4l0KGkE6ChgxyAQcZ8dJOhRwACJmVG+qDEODwgIKA4ctrq+gQY+gEO9egTfMhEVj19gJJ25NnFPmCWTfQh85OLHm36yOIp2Rye8UhQDCgKuBYU2atEAqbAGDujzxwJwAJkgiV9ArgAq78f1M2nTS99gqVx6saZS3n73ffXLbff2UCS/3TJMjsMfv+XvlIn772/gCYAyfmlO+59cPZsk3NODoebl26Bug8UTl4ELsxnfjKC98VBHk8fPehinQn4KSOjnTEBAErj9QEOAU3K8IGGgCZ14ImssQAEuficz/gx/uVvtiJr4utcPz5FfRl1RCcd5EN0R4d6+nOP5HrRGVBGXptPybNDiccX2llP31/xh75kl/jAmvvgUfYNcAKasi2XjFMfNOUwd7JMgFDoW999rG2rOauUA+PAENLugysACXjqU7JIySQFHDnL9JMXX6lnXzrdSnVnnP71se/Xj555uoGm50+fbmWA0y9klnpgKQAqoOnlc6frVYfCX3mpliy+pt799jfX//qr/1U3Lrt5FjQtX7msrrvu6rYdd8WVn2tbc8402Z5DDobLNDnb9KaPf/jNA9D05vrER4Cj3xwAJuecHAZ/ayPbdM40AU0Ogv/n37m0ZZqAJgfBh8c3t4PgQ2NDNbplsoEmh7+Tadq608FnD88dLdMkOAvkAjAKYBHwBeYOIHXZG+AD4QFB2Y5Tpi7TNDa9ox0El21aJ8AIsptHa+P4VMs+CdqrNm0uAUtQ77cFsPQJYsvWbaib165vAe3GVWtqycrVpVy+fuNskFu6Zl3jGQcI0IFnrDpaO/gftuB288o1LTgLaivXbqgV6za2OYw31w0rVrXxi5etaPPgo7TNvWjJTW1+8ubSZx42aycI67dOpXGCsrY188mqTcOtVF8/yhdj7SyY82DL1m2sJSuteU3z5/L1mwrxK/3mYxd/XHfz8rp++cq6afXaNr+5zEmODGAFGJk/vgOiAD2gM9cB6BHEAQUAIQEZb2gAGJJNwBubmm5BbOvgcKUADTgI+IBAGzc22XRFN70jgy0s14M+8gK++ehI8BdcQwKvACcQ4wEBI5OyNrJWQIItEoH4WG3Z7nxHd1Aa2EB0Ag+CLj25n93/gGP+BqZ27a7JmW5bK+BaKTgL2sZqsxUlOxK92oAAGUCGD8zNbuNTCtrWhEeWXg9qwEIffQEnASJkkTYi01+TdvzEXjLp5wN9ePoiyzZ1ICi6k4FhF+DBZnYJLAEbkU1f1qUkY5w1CVD0G4/odv3YgMyhn6wyfHLWT4/gZm4yKHOQZYc5EkwFTH40RrA1LjxybMBH7KQjATylICx4KgVM/ATn8JQJuvr7wfWeAdg4duL2Onbqjrr9gYcaYDp88vaWYXroq19vb8/d+wgwIYtkmwcQkU3qDoVrowCMlLEjdiWgW7OgDpywhU0J8tpIn+CuTp9++tRD+shELvWApX4JKGXO6KYHnxzwgNTpCT9z47Gf7ewNMOF7vo3flVknmVzr8PSzO9fd2D65/q69fveDevrxkPuBDnzyuf7xt3bWaD62A0P9tQGEgFIyauohPL7QdiYJcAKgbNcBULbOgCbbZd6ek0WSbQpoAoaAIkAJDzAChPC19SXDpK9PyTTlbTkZJoApWSagSaapD5qApYCmf/vhj+pHTz89e9i7D5i8Idd/gy5gKWUfNJ07f6Zee+1CDW1YW+9++1vqj//kj2vpihW1dv26WrdhXQFN1157dV21YE4BTQhoQrbm8L09d/OyJUCTt+e6LTggyTkmZeoyTc4zAUu254CnS1um6cO1ecTnBtbV2vWra3hC0EP+59uBJoApZ5qcawKcfIpgy85dLfsheCRg9EETnixJSIYkW3dAE5L5kCVB2raYbM/duGptrbAlsGGogQDgCRAAoDaNTdS6zSPlf/sr129sdeWwMw4TUy2wC/YCuYAv2MveJPjLkmjrF/gBEG0gT+YJEJCBkW0SEFtWy7bfzt01vWd/TXgDz1agDJXtLOd1du9tuowznt5seeHRTZ+67JEgyx/JGsVv5lM3pzHk+sSXM/u6t+34nT8DRPVpR54uNgChocg7i0S/a8QGcsa1tc7saPbn+uk3h7Kbv9vWk+3KluGewZkswUxQEkgFfg+XFvwEcGekbONa0+69reS7PYeP1sHeGR/BTjBSCkiC9g6HtmXQ9uyvXUB203WgtvuMg3Njew+0QGiMoC4QqrMl9ZT6EQDgAK2tOYdoDxy1JdOdNcK3RUeHQEx/xrEJj09kEBFf+c+Aa9f+UzDYWkxANybj2GRN+tgQ0KHNf3hKbX3mxjO+vz7tAAC28Vn8Zq2ZTxlAQg8d8Y0+PGQe+vAyXj12krHu+EPJTuNQbFMazybjBRNAI/axBZ8cvntEX8CVEp+cOfXTFZ1kzWd+emIPHhlEh8BFh/kFSe3oiI100WEO/QmAAhwyLkEwQTJlwBTbEiQFc4ETEEjAjh7BU58Sr9k1yO6cvPveusPY+x5sb8vdft8Ddcf9D9bxO++uW2+/q07de3+dcKbIeZkHHqqHv/K1ulfGqZ17eaRllWSaApRuv8c83VkcwMCcAUDaARF92yInmMf2gJOsSdBHdOkjm3rWbmz69Aco9AGSOgCgT12Z7At94QUwBWjhI/aYA2mbRz1rcN1cS3KITdaKyCgDZvSl37U1NjJp5/7J/aF0zZE+9wIePXjG0U9PdCmt7eI1WxueMttwAU4BSdr6tB32BpoAJnXZpmzT9UFTzhwFPAUcAU15Gw4wCqgCmrQBpwCmZJecjZJdApoCnICmkG05lEPgAFPIG3Xf/dGP6odPPTn7dlx/S659VmCQYVLvZ57alt35c/Vyo/N15sKF+tnPf1Z7dk7Xu9/+6/UHv//7dfPNq2rduo21cdOmWr5iWS1efF1dffWCmjv3irryii/U/Hlza8FV82vhgqsaLb7u2lq69Eag6W112SUdMPrkpe9soMi3mAAlWaaU5AAm9OH3/lp96uPvqaHhlTUyvqnGxkdreHyiNo2MNNA0OjXWtuTyjSbAydYc0IS27+vOMQnOgrESJYAELAki+pUCjf5+dglwso2ktOW0eWpbA00Akre9ArBsPdlqsiXW31bwUG+ZBucgBoeagRYBDFABDoACpA0YyI4ASjJLbGKr4Kce+YCmzt7OfuebtHcdPlI7ByAQmLBuYEhGxjj1gB9tazcOT2ke4+KX+JBcZPr9+ECNcQhg6bbojrSzRWQBIbTzIODUHW6nvw++chZJmj8AyNz080vmVmenvlxHc9AVm5V47CGrLeg65CqAuS4JasoZW4a2Tve+sWU7O479gwCoFNTSFjizfj4wJn6iy5uNO3vfPhIYoyNBtB8s2Rj9+5xBGwRZZfgCMbnwUm/tgX6+5hs+iK/4AoDcOQAUQAVbkDqwpEyWid5kcqyTz/gu/tNvrLa6IB8AkT48div7YCMgJ2PIBMioG48ip4yt1oliSwAK+7ImuvDjK/MYk7Y60ALACCqxO3KZQzs2sifyxtKlT914fShzs6VvP53WELAkeAli5gdS8PnIeIQfWf1kBdQEQ4FOPaAqAIxMAnNktQXFPkBRj2w/SAvwmU/Q99CtyK4AACAASURBVO2lE/fc17bcnFuy9ebcksPezjSdGgCd2+64p83x4CNfqXsHYANACmBSopN32XLqsidAA9syvzXhaeNrp0+ZNQAAfWDCToFd4MYHVAJWtI1DdKcMoCGX8XRoAwohfep3D0AnGSCKXnz9qRsboBOeNtuthb9DeJHNWslEThlfuFeM6/fl2hkLFAVERabfb57wA6rw6I897LU2ZdacrTd+RdabTBNQpE5WXx9UBTzJOAU4JcsU8GSLTtbJgW2gCAFPySj1M0x9sNQHTbJMABPgdDFoClhSZqsOSMq3mtQBKZ8c+OFTT82+PSfTFAqAklnqZ5wCnk6f9z2nV+uV8681+ln9vE6eOFLvf8ev1X/9vf9SNy5ZUWtWb6wNGzbV6lWr6/rrr69FixbWvHlz64ovXF4L5l9V111zbV29cFEtvGpBLb52cS1berPvNHVbcEBRskqAkTNMMkpK4AlPponMB975K/UH/+WyGhpeVWvWL6+h4U21cfNwA03D4yM1tnWibc/5TpNzTbblknGa2eOtji6AChgogTYBDU8Q0U6g1Q5ASHYJKAKibPXh2WK67uYVbStOH77+7iB49zE/oMkDPEFIOelAqdeEB1magBelYI+AGQRAkWMbYhN7UydjHBChL/3GJHBbSwAF3drAGFl66BNQgRuALOOMiT5+IReQlXEpkwGKXHQGrJiT7rSViBwyLvPiR1aZbz7lmlwsHx3RF7vZRq9xGaOOL+i5FgnGStdJ8Nt75FgFdJIP4OAL+sgKev1SQGy6BqDcfK5J/KMONO0aZEoSNNt8AxAUICRICsDaARDagqxAGiChncBvbuPoxdPXxsuiHDnW7LCWXB9ramuzvgEoMcZ4fsg2HzBibbJxWW/AFL56wInxkY/t9IX6a1JHbDaOLqCArLH6zKeuL3Ppj51KRIbN+qJPm13RlzVGRpn1GA+UmDOgSV//OqjzKxlgSD+AEmDDDjLWQAap02cu95o19G02rzF0CHb0qgMpSmS8thLoEQzTToBLEBUAI0efQKxECboJlvqMFyj7wTJB3Rj8BP7IyigBSsCTMtTA1CCQB4gYn7rSG3MBTcBSn8xLJmsxXx9IqCP2J8Cn3zgkwAvsoQT9ACH9kU2Jl7mBAGP0Cf70aCP19NNnnNIa2WEMOTxykdHP5vBcO2vLdch1ynqzxsiwjWzINSaDyGScfroCmNwr5tImow8v8wZAa8fnWQeeeUMAEOKDZJGU1hvQZOtN3ZjIWbM6PgKmAChAyRZdtum0ZZn6lO06AAlgQgCSjFKA0sWlvgCn/y/QFAAFJNmuUwZA+bjlj55+qgGl5155pZ1p8rZcPjGQzwzINPWzTad94PIXQNOr7VtNX3zo3vrw+95Wv/1bn6mbl66uTRtHa82adbVq1aq6/vobauHC+TV37py68vIrGmi69upr6ppF1zTgdMPi6zvQBBQFJCmzFRcwFdAELAFN+t/79n9X/88f/26NjK2tzSPra3R8pDZu3lwbfWZg0iHw8RrdMtUOgcs2AUy25bJFZ3sOyBGUBQ0BTF0QVBfgBDftBBZyCTCAkPEpASRtmabrl69qW3HawJJM1KRX1gcP7Ty8PTSRNiA12vsEgSxSDisDJYAN0JM6W/GU7I3dsV0761FmLerW0GV1fjFjFD6gRD5k/YhPgJDwyWtnLnw85cUAIf4kH3uSccp8+gJGMgeeuQElctHDfjzyeGSM6a8vuuiIntisZHeAghcDBPftg6xPgmcLznsP1q4BYDaXuaPT19R3yOwMztPQYWzGC6rmif+MD+HP7OnO8wRoGGdOelAAQAK7oBmeIExWKdgaa4w5ySegC8Kxh5zx7LGG+FCdT3YcPFyHj3dfwyZHh9I9mjNMCfRAVOYxr3tZmTVYU2yhgyxiQ+zVtiY2Ivy+jDq+kg51wIPerBdPH8I3b+aIPnxrYLtxAU8ZR3/moJ9OdvGtenxMPjzydNEN3ABMSrr5oW8DnZGnF7EFj/4+ZS5gB9GpxDcuIEgpuAl+ygTEBLwEWYEvgVjAVkcCYfrUBVNERqBLcBX89SN1fSnVb73z7jp1/4MNNPlwJbDU6N7769QgWwFQ0GucOaMjh74Bp+O3swt4EPw72wICYmvsp0NdGbuAEm1zxD4yCdgCerI+yZQE5JAPqAloMlaQ19ZvDB3Ro9Sv1E9O3TgUfvqsGZ8cO43VF+CiD9+ayeb6Ze25ZsaTJdOXV0d9vmvofjAHyv1Ctz46c53VA+CiV5/53dvIvAE+/BrfBigBQbbjACGkbY18EXk87fCArXwKIG/TyTAly9TfqgOickg855wApV+WaQpYkmX6/8s0BTQ525TzTdmi+8GTT9UPnnyiAphkmWSW8pmBgCaZprOvvz67RafdgaYLg0xTB5q++Y2v1WWXvKs+9fFP1pIbltWG9Ztr/fqNtXLlylq27Ob2gcsrvvCFmnvlnFmScbpm0dV105Iba+mNN9WbZJHaT6MMDnyrA0wogCmZJueagKYPvedX64/+8LdqdHx9jU9trk1DG2t4zCu/4zU6OVYjU2iqASVgKcBpevfuajQAD4CHgNECWG/rJEE7Ab4FlAFoApRsxwUwAUUySrbngCNnmoAnoIlcsky2eBLUPDA9xPMgF3B87M1H32SJZGkAIPYlcxTAFH7AEtvZKRirszXABS9rUeoTMBHZgAZ9CaQBIlmzvoAsPP7CS/DXzhg8bfb0fYpvbPTEFu2AEKBIEM/1YE/68dVjv/lC+P11kkkfHerKzJk5ArCa/dYwCIAJbgJkeO0cUrbxBnPTaZsT4BI4UcYYl7HOQslSsYsNuafUt/p+0ODcUQCHcQKveyQ62dQP1uYRaMkKqupkoiNrUKYvpe23+JZvrJ/vUx450T0gBXr3pTmUMkso4CjAgJ19W9nG/vhEGSDCnlDW0AcngAa9bM2Y9GecNpu06VZHqaeki8/IsTk2sVU9gCp+0WaT4CB4GMe35ouM/ug1J1vNh89epG2Ovn58tujLuozBQ+ZAxpgLCXAIn00p2Xb0RHeOSb/AlsArYAJTeIKV4JcAm2CKl0CsnrYxiDwSRI1Rj7wy/cYJ4Mkw2ZoDoGzNAU/I+SYyiD2x6Q29gjwA4CCzzIf1dODJPLeeeiMTItDjmTdrYWPsoDt6Mx95wbofqNUDWCIXG7M2ZQAWMIUCmgKUAgK0zUsmQElbnR4+06duHnrU8dicaxffZH3WZixSz1ojFx+QR/FPwJY5yNCf8bmnlHgBT8abx70V/e4FMsbn/mNz1s2PAA9yRgnh9UETHn3GRV6p3QdfvtEEOAFNsk0BTABSsk3Ak7oyb84BTqifcQKg0C/blsuZpnxWIGDJ9px6P8sk0+TL4D988ql67MePN9AEMCXDBDjZhguIaiDJT6fkLTpfCz/bffDy5XOv1ktnL9TP6mf15OOP1e988pL60Ps/UNdee2OtWrmuNnqRasWKuvnmm2vBwvk1b96cmjdnbs254spGQJOME8C0YtnyDjQBQ7JM2YJLG1iSYfrI+3+j9f32J97bSr899yd/9Du1ZdtQDY/5GZUNbXvON5jGttiam2iASYYp5EyTTJMvKTvQK9ACJQEogliCWoJwgr2AFwKEgCRl6gCSbBOw5I0v32kKqCIDOAFNCS55sHp4h7b69EDvcwJAUcCQkq2hPmACTmSlLrZZO+PVsxYBMwE8axIwydKlX1ufUmDt1/H4SUk2Y9TZFT8aE5vwMn8fxKgDPYJ2Sjw6dw/OOunDMx8Z9QCstNlu/j7FPmV/fLIrsUe/TJJrghKEE4idOdoNfNx6oq2NLjpmfWL8YJxAK/ChBGqZqG29zJ9raH3NJ3v3154D3RYWQOJeCGgQONmQ4JrATTdef64EX2P19WX1hbf/cAeurAFlDfExno+hCrweoLJLbEqWiX73sLnptO7Mmba54w+l8WzAJxO7AxZSZl1KAIGcPg9spbb/ZNCJyPEPe3Kt0pd5jNGfA+v62avUR67vK3VAScBIsAjIiX3GqNNrbRfPGV70kqcj9lqLOrJOcgFE5g7AUncdlHygdE2QOhsFP3YGPCUICpiCVYK5QK2OL1gJ3gmugiVdszQAYgIp+QTuBNa+bnpO3ftA+1ht/zwTwNTavXM55kfmVXbgodui84FLH7QEmmSZtMn1A37GGcuW6FJHCc747LJOPPNkOygBP4DGWshbY/RkvXQYj9QDGIAE+pTmiA795KJP23Ux3nz093WSC5ihQ782fvrYoh7byKGLfaGfLD4yT64nG/r3SdrKzG9s5NmtzvfIPeiedA9aL38GLKVMpglgenTwtW+ZJnX2xwfG8wXgZIw6yht0gBPQ5BxTskrqKEAqQCmZphwCz8HvbNH1M00BUEr0y0CTDFNAk+05Z5tkmx778Y/rsSe6TNOzL79c+eyADFP/TJOtuVnABDj9EtD0+s9/Wi+/+Ez9t9//TL3lN36zFi26oTZsGG6ZpuXLl9fSpTfVgoXz2gFwgMkW3eWf/8Ls+Sbbc7JN7SB4zjIBS0i2CYDqb9F99IN+zPc9je87TbbnJqbW19DIuto0vKnGJqdqcpuv+47V+LbJmtw+084z5cOWs4fA9+5tB8GnGkjpflojgEEwCyXgC8SCSyhgaWbvLx4CB4zyyQHgSeYpWSkgS38etO3Bve9Q7dz7xts/W33cbhBQ2SO4BjiljJ2xLW+jsZn8G/w3toECYpRZi1KATJ82HQ1A9MCQfryUQAo/mCc6Yps2+1B8RWd46hlHlkzmo9dBbzalL4CIDJ4y/UoUHvvSJhsdsUMffcAB6ssYq90C7cGjDcQkoCYY7z/md/GOt+sRwGaMQ/V7BgFQEExwdJ0FeL//FlDu+vAFfyH+cKYpQCQB3dgEVTYlSMcmfeooYMK8KLICcepk6I59B50NGviun8HLuvYfvaWODl5j37p9d23f3b0N17KiA8DR9A+yO+yPPWznM2R+baQeit3sARYQEBDwQTcih4/SpiugxHjz4JGlnw48fcboA17x+3XysVMdJTAo2ZSAQa9++uhNPddNf+wwB4CZtfbH5lqRzfXCozdzBhyZP/YIWiH9QJM2+wQ3wS9BT12Q6oMkdUE0JCiSMSbBVvCki+7MIfgmQPdl8fq67nro4dkzTcCSr/0719R+W+7eDqgFfJjPWG122Z47dbcPMNpe7EATwKStZBPb2KJkh/lTWkfWgm9tdJtDXZBGgrtAHV8oY5OSDuOVxl4MUqJLoAcGgAM6MiZ2GEcf+9isbf7w1GObfv62RnLGWKN61oQX3ep9OfzMnzGRxafbPWKc+yJAW9vcuX/6vqWHreRzP7jXjKWP7dYQ0BjQBPjg84u34/hI6VwTW+jUz4/8ZhzZZAEDmgCjZJoCkvrnnPBkn2SbLs4wJdsELIUuBkvhXwya3sgyvTB7EBxg6jJNT9b3n3iiAKaLQdMvgKRkmFJeBJpePnehzr96oX762pmaf/lf1lt/8y01f941tXHDSK1bt6FWLF9eN920pG3PzZnTgSXZJtt0DoUvWrCwHQp3ILyBpmzDAU/AUt6eww9wAqb8YK/tuUve+6v1Z3/yn2t4bF2NTmyuianxGp0Yr+HxsZqc3jL7yYHJmel2CFyGyWFwW3N+esIXwQWzlgVw1kgmRFDvBXk8lMCb9vb93VbTzH7bYV3GSZYJKBqf2VUr1g/V5sltLQvVgQJAoMvkOMMy7cyUc0aD/7Xvdl6ofcixA0nOLgmoARwJsABHR51dXZary1gIggnI/UxGHxy0ID/IIJHvwENnlzVq46v3Za1bH9CBtM2ltL7YGf+8YWd38Jk9AQxkApzMk+BNjznx1GODMnKRjUzklAFYdJBD0WdO9YCmjNNOvc0hOFq/ID/IGAmQLSgKmrf4jbxuG4t+45uOXvakH6gFx9Et0+2zEbZWXVfX0vqV2rb2gJFkUIwxH2AgAAvS2gI03f0grB4KSGjBGCgSyL2pOAAP2uo+j+AL8RevQ9v6gKgDg7fGPDi3OXc3+Gr5AWfIbE3b2jpyS+2wFWsr0bazr8DzXW8LOnV2G5e18WnAkgDN5vhNX+Tw0u/BbQydMnJAUGTVyQaU8IWHvHazt/dWX8b2bSITm4wLJVi4Dpkj10MZvjoiE/vok91yfdidNfXBERuMwwt4Mrc1I+PYIFjFFoEMJRgKcgKtwJRgKEAFHOR/9YJdP6CqJ9C2Urbo9rvqCIBmvgRz4OruN7IwCar0C4CNHn6kgSRbc/ldSVkm23a259jDPhQbABj3l6/YsxtZh6+A+3zGkeO+J9St3Vr1sU+A76+zrzO2scl6kXkClsiyhQ3qkekHdDzBnS5zRQ5PgE/2hM6sKzrpDc/aUNrxt+sR4IBnba6vNWlnbeZH2rGFPjZp80fmi25zof44PtM21j2lTafxfdAUfuaPr9kWcm/qd+2BJj4IaApg8iacvrwRBzSRZxcZdT5F/ECHLTzyDn/LKAUkZasu23Y575StPFt0gBIg1D8Mrt0/w2RLLu2cb8o3mtr23JM/qceftjX3bD3xrAPgfrD3pXr6hZfq2ZdeqR//5CezoEmWyXZcskzZouuXs0Dq/Pl6ubc9Z4vu9Fk/3PtqrVt5Q739zW+pz332ylq7dmMNbR6pFatW1ZIbb6qrFy2q+fPmtSxTQJOs0/y589phcG/TvSmAKQApW3TAkW25bNFp+7glQPWhd//H+t9/8X/X2MRwDfsu0+RYjU767MBoTU37yZRt7ZMDtuYClrbv3Vu7DhyonfttiXVvA20fHHBN+t6D0IMVKEhATdANGNi2d1dtP7C30e4j2eqSfTlUk9v31or1w7VpvDvT5NtNAqugnGBJn7Y5BHPnmGSYAi6UZAOcurbA74xU90aec1RAms8YAGzaSB0BVLJcyXYZmy1EpZ8vYZvgby42eiONbQ0IDECMPnYqAxTYjJc1xdbIZQxggEdneNakTgc+nfysjdQFbzb0+/CNMyciqz/jIo8XcBN9KSNjPH0AAsr8yrb2gU2ABHIeia0NUNx6osmbJ/oAH0FRAOwHaQHTBx7z3Su+yDXlmwlfTpfdGwRb957x2gFDCayyJQmsFwdwsuZWkjkgwzI4P8bmgKHUp/ftb7a73nhZZ3yXH1jW795kc/r4Mm11fNcFjz+APXawMduN2gENSmsKMPFAZjP7AQ0Agow6HuBAHt9Dn/6LMznkyJBF9JHnzwC3gNDYRD8blfFfxgeg0du3hd7IK/Uh47NG8wVMsZPNmYtM1m6urC91bfJ8Exu0Bbe0+SsgQjBMwFQGBAhICVKCEhKwyCQI689YPODm6O13lJ84uuXOu8vvRQb4nLznjXNRdNMl+JtP4LvzwYfr1rvuafLJNMk2tbNNA7uMi70JmNbpOgUQJZDzh3Vm7er6ApisP7oCIugMBfiwEQE7SuuNTFtzzx+COZ3KBHl66Oer6ACaEJ/SyRd0kgnQMAZI0aazTwF0zW+D39QjG7tyjbJW7fAix76sJddRm73aucZ0sAG5f+JHvqQr/tYf/2ZeJTKObK6HtVi3LJG15/7SRnwT0ATkBDRZH7uNZac2/XgyUgATeaVskjI8/FAOjMs0XZxtShZJdglQAoyU2tm6S+YJWMqbcuqPP/NMIx+xfOLZn9QzL71Yz7z4Ysss6ZNp6m/L5RA4AIXyiYFZwDTYnnMQ/OXztuper9MXXmuZpqrXa8vo+vr1//Ar9Zd/+Ve1YvXqWjs0VCvXr6/FS26shQuvrgXzF7azTDkMLtMkw+RcUwNNwBDKFh1QlE8LAFLpw8uZpve/81fqr/7nf6uJyZHasGlde3tuYquvLY/VyMT4LGiyNdedY9rbSueaAKcdtrO275p9jTop/G079rT/XSew9wN0C9gHD9XWPTsKcNpxcF8BTYItcLL78C0NNN24cn1tHNta+2+5rf0enf7oE1wEYLoETn1AkcPfMg8o4EB/ZI0DhAAj339CQJN2tgADmiIHPAFIbPOTJeSQL5cDTW/0vQFQAmTYJ8gHyLWsyCBIspk9ZARKpG4N+dRBxnZ2d0E1oCHrM1cADZ0CcAJ4AAl+6mSNybjwI2OsD1YisvFvX3fGmAu/P1bdOgLayLKf3XQHfBgbu5tNMhGDLShBVIBuwNsPlvoS9+Cas5s/c50BZZnNjDFO4EwAFtQFYDx9SNDFTwDWF8IToFtg7/kydgNIfJMSOLJm4Ci/JZhrkN8LtD72K/u+wyNLjs/0K7OFx9Zkz/gAmGA34JFgqfQwDlDSFjCzfmtF/GNNHuDq3jRVkuv7IoCDPnzzsiE+xdP2t86vxuujWxmwxY7MpY8NF/vY2Iyny3rpZ1fIXHQGROnPfHRaK0rdvOrIWtiQUuAiGyABOAg6CaqCpYAmYApEATYJ9soEqwRxgUuwNMZWGsAE7ABL6m+ApvvrjkHw7ge/AACfHIj8HQ881A6A3/XQFxuYOjnY7kmgZzebBWq+sKYEZbYg63YN3Rvk9CP1ZusACGQdAQnmwGNjAASewC6Q4+nnt+hRWgc54wJmyOkLjz+RrIjsCrnwyAQ09e21ltjc18UO14MfXM/+dcQja2zWgpe6OXMdY6v+8Prryzg25J6mN35Vz/3Ehj7Fbn5nj+vmutAf0KS0Dnb0QaSsUX4mRT12kldH1hG/4fMrgEUeMApwklVCfUCV7TlnnvoftwwgSjYpGSZ8GakcDvdFcEDJ+aV2hunZ5+qJZ59toOkHTz7Zyp+89NLsVpy+7z3+eOF5gy5AKWUAVLJPANQseBqAptMXXi/bc2fOna2qn9XumbF686/9av3pn/5F3Xjzsrpp1cpatmZN3bD05lq08Jq6at6C9rkB2SVZJhkn32oCmG68YUn3nSbACEAKSAKObMf5ThMwlbfnZKHIfug9/7HmfOHPGmjaOLS+prZM1ojvM011W3RjW6eqfY+pHfzeO/thSyDKFt024GRX99XiPNQ8+IAm2xEXB3jBpQv2B2t6364GnLYf2Fcz+7uMi36gaXx6d920akONbdtdh0/cPgBT3ZaXoNICS+9zBgmkCc6ZV3AV9LUTZIGkUMASEAT8BDilzLZht4XXvdmHJ7sENKEO6HWv7gt61icQCqrsMq/58dmjzzpRAimesUo8oClbURkf4JW1kaM/vqBPPXMrUeZKXfAHXsgaj8wdOUHd/5CBgOjG068MILM+7YxVx0N42oj/rcE8xtKr5A9ryRp82TugQCAVHAVmr+QrI2eMLWE+4hN62nZwD1Qk4LonQ3jJmCSImwdfgBV8EsBTPzD4UWLrCGiyNnXr8IFQAMp6lHh8F/BELv2uF3/GN/GDsfGZa8Rfbet58BkNoMEa/OckGZiABrYLmB7meNbhoawdEJXS3yUZ/eT4lW46+kCEvgTcgDb+j35l/JZ6wI52CNARcJT8bUy/Ti5881sbGTztXJeARXxj+IL9iD6UOrsFs7QDlpSp803AEllBLwEzQVPwRtoIGBCUBCl8bUFLwEL0CIS+3H387nvallqAk+01wMkXvcmaS2l8X2fkbc+1Tw3cc18DTLJOd2ULb/A5AOsUkK0jgVxg1sYXuLX5QX/WiWcsOXaQZQvbU88aBXk2Zq1sFdQFeGPMQc+JgY7IGUO38WSUdEYXsCSTwq/p6wd/14MtSD162G5e43Jt2KPOjgAdYzKv0hg6ELtiJ3ljrYtt5PTjp258eObIvcOf2rFRqW2OzK+MjP742NjYxZcIGGUX4gs8wCcgCHjC0597hh/IaiN2Wo+Mk6+DA03JMikDomzdIaApwAkQysFwB8JllAKagKU+AVH5kV5vy2WLTsbp8Z+8kWnyIcunX3ihASTZJZkmXwUHmHLwO0ApGSbtPogCmvLJgWSauu2501X187rjxMF677veWX/wB39YS5etqNWbNtXqjRvrxmXLG2iad+W8BpSApXyv6ap58xtwagfBASLnlpJpAopkm5Dtuf62HbkONP1qXfn5P6ux8eGa3DJek1MTNTw2XOPA08R4jW+dKttxDSDt2tVAkzYgZbsOaNq5r/ufpwcnSuBzPkOgE9SUCeodb3/tPLSvth/YU9P7vO22uwUTWZ3dh47V+LbdtWztUI1s2VmHjp9qYAaoaQFy8Dq+4COAovAzH57g40OTSJAVuIGhPmBKlgjwCfjBC1jqb9MZl7aMEyKLZJwEP/MnKFovu9jSB28BMwIleaROLuOVQIGfY0Fstx5ETgAOaMra6RWUEVtih4CvHlBkrgTp+JDeBHRjBX0BP2uIzXTpD2jAZyu5zGds5JTeSCQT+8x9aLCFGdDT1mK70dm2wev5Aqj7qQGm9o2u7gvrbA2oNJ5u54OAgAReYADlXhSA6RNwlYKygJKgrRR8E8gToJ1LYq91KOMXdWvWlh0Ano6euqOdRQGa9BkT0AQguYb4IX3GCJJ8yv/WsmWQWZNlQzJCvnbPD9aTNWRNyZxYlzUABx7MgmPWRTYgxIPf2lv2buBrcvQokYe9ufI3be4AGfMYz1fmwgfo+DvjyegTHAQ7subXT6c6Hjl1vFwT/Mytv38N9UXOWgFCPPao41lH3w8BS/EJvwR0JJgJNkgg6gfQBOgEKyWeMmRcgqsvdwfwOJcUIAQ02boTOJEAZ54QHd6ec/Db/QAo+VFe47XvBtIGQVJAz1qtox/AE6T53NpyrflEH74S0aMMmEggx2/2DECFYM1OPME52RB+AAysxZj4yrwBDvrwE9DpyuFl/AAUwZ9+cohNbKWHjDb7YlfqbFHPepUZZwy7UMabM3Olbm2xsX99zB291pT7h8/4XYmv1KeeeYzDj0z8QQaxmSx/xh8BRe4rIAr4sT6ZI2/PkWVrHyipo9yLwGjOKgUwJcMEKOVweEBTf3suoKn/wUtgCYCyZdcHTgFUABQCnGSbACNgCdmie/K552YPfuv7zg9+0NoBTUogKdmlPogCmLxJBzSdefV8Cs259wAAIABJREFUvXTufL18rvsi+OmzQNPr9eWH7qqPfPAD9Xv/6b/W0uUras0mPxi/uRa3M01dpmn+3LntHJMtOsAJgLJF5w269p2mAKa8HadEABXQpJR5cqYJcHrfO/5dXfn5P62R0aEaGdtcMzuma2p6qh0An9y2tSam0XQ7v+QbTYAS0ITU25eYB69D50Hnoe7BttP/HgdnkASQFjQHoGLHgYNtW87W3Mz+vTWzPx8uPFj7jp5oGaalqzfW6NaddeDWkw3EJOgKzuqCTwv0vXNOyc4ELAmwQIVghNgBOAE/skeAkjZSDwjSr67sy6tHJnWljJNAag72IfUAG3YEILCbLGIbm1BsVJJRWg/QZD1KYIEueoEnRAc/NF8M5k0QToDWx2fmwVOyMf10mg9PX4K9ceaKrD66kyXBz/zqAVRK66OHzVmT+fD09a+nftkiwTNgx32UOn7WraQTCGk+2LuvfGZCYM+9Fz1K92UCdr9MsBWYkUAr+KrrE5h8NsBasi62x36ACUCSSQJ+gCelQIdHjp+QOput31qtgU5gK/La/D3R+3Hgkcmt7ceLlUCOvytrYCcKSPAQZzNQgpdAGpn0KYEIcvTxjzp+1p0xQKh+fPOGMj9+HzSRTR+dAXMCiLGZ27g+6XPt8IxzDVH06c91JRNdsVNJt9L4ACbz8gMbQ3gCGD5AIXgJ0gJrwEwCkEAaUJPAlCAleCfoGqvdAvq9D8zeA+4HFPB0cvBqvHkynn7zsaH9xpzfmRuAJltzJ+66p/0obw6CkzVGMM79ah3IPaDUp56AzifuZT5IEE+ATxDPGgJa0lYmULM7a46PkukxDo883/IzWwJc6AAK+E/wF9zV2eN60IvImyfXyPVRpy9+Mxf/0QNcWIN+unLfB5TQR55d6uZkh7GhXDsysYG+zJ35o79/T4XH3+TZiIw3rq9DPXbG/2yxBn5kW2xxrglQwlcHrPTH/9oZRwZZD4Alo4SyFZetuXYwvHfeydZdPkeQ7bl8fkBbximHwfuAST3ZJhmn/HBv+6DlM8+0A98AE5AENOVMk4Pg337ssXrq+efbN5rynSYlAp5mM0uDr4I30AQ4vTr4COZZP6XiIHgHmv7pG1+uT3z00vrMZ363rr/xplq+bl2t2rChbdUtXnxDzZ8zv31qIGDJNh3QtPja67pPDsgcAU3AEKCUTw4o0+dzA/236j78vl+rOV/48xod21xDwxtr28zWGpkYqeGJsdoyM11TM9M1MTM9+wO9zjU5AC7T5NMDuw92DzQP4DzoPNScTfHGkAAh6CawJnjuPHR4cAh8T+045BX9LjgDKXuPHq+RLTtq5YaRBpp2HuiyGIJKAk4AiEAtAGkHKAmm6gJQ5ieHBK2dB7usUkBSgFEfBKWuzxaezJN6XxboCoDSzz6B1BwJ8NaO2MEHARZk1QEHYwRUNkeObICF9Qxv2VZ+ZJgMIBXApC++xcsau3V252P4AT+AR4nCN968KDxBHiCI7fh0sjsgwDhz6kPRTya+IBtfkLde6zJXZLSRD19uHWQsBNFkQhpwGgBDb1rSxwe5B/jA7w32AVayE+1e7H0sU1sQEXwTaMPTDk958Ojx2jdYC/usRck3QFG25rQFR+AHyRakT+n68g1fspn91sEXAqTx/KGNyPg5IFmmzeNTNTyxpdW12cq2AAxAIeBEYMTHS4AUWAMUs07BjA8CitRDAR7mcA34NPMZj+I7pXnw2BawQ0fsMxcZvNilHZ3sYzcd7Mx/vJT0pR2ARw7PePLa0Y0XIJH1C2oCmhIJWkg/vnoCtqApaCWwKkOCfgIWHjm8AIXWlsWQlXn4kXZd/f0cOXV7A02uMwAkkCb4J0jTJ4i6h3L+yeFv95E2fQFN5mFH1iOAx4fug/ibPuuzzvACZjKWDFu0BfQAFnaFzAd0sFFpboHe2rUFbuMQXyjppY/e+JR81pvMiq0nOtgZHa4HH9GB9Csv1gUgBDiYy9roCRmH6Itua7GOjKPDetiG9FuD+ekzPsAnNuD35+r7kh38aT5147XpiB72IPrwAoriU2PZATDxLVv1KWNjxuBZT/rxbenJMKH8gC/wpJ4MFLDkjTmA6ZeBpv5WHdDUPwguw5StOXyUdvuw5SC7BCABTcqnXni+bckBUN/63vfauScgKW/Q5WB4QJOvgV/8raYzF863g+C25mZB088v1Pe+9Y369Mcvq49+9ON1zeLr6+bVqxtoWr5qdV137eJaMO+q2W80AUu25pxtygcuZ9+eA4yApBz2lmEKL5koW3ayTpe851fr8//7v7ftuZHxzTU6MVqjU6M1NjVRMk2T09tqYtt0+7Blvs+UA+ENOO3YVTv2dA84D7H879ADb8uO3S1YCAgJGAKnAN7o0IHaecg2nbMe3XkfICQHwTeMbmkHwoEmmZwEcIHadtvQ5JYWYAAOgQgJOPoFeKSOl8AO9JgDYMr2WgBSAFBk8IEhh8XbjwT7iYsBeDIeZSz+7sNdFgUYYKu1mtf6AzACHARR9iUIC/wySdaQsUp+MsabY8hWl7VnnQFQZPDIm9+c9GsH0CQoC9ICubY+c5InmzH6EX58x2Y8gCFj9eMr8VJmDoGDbeZwLcyBImdM/LBr8DMjAT8CosBte8pWLztyPaNPhsn197q+cYJ3fzwd7sUEWwE3ICKBPYFX0A0BEfuAiXZ2rduOtBbrytqSTVICSzIKgpy260r+6ODMk3WyPdc2vgaq4r++T2x32ZKz9tGpbW1dAQ6xm40AQ0BTwEjaHuge8NZrTEBF+s3h75V/9NHXsmuDQ+Ppi8/4CQVg0WlOPH5nH1l8hE8f3QnoArwgrq0v/NhuTjqUyPU3X+rpw8s89JuLbmvufNLNe3GQEqwEVnLpS0AX5AQsgTTBVFBKcBX0BVXy+Op9efW7BbEvfaWdRZJ1dH0BJvfHbbboem+BkacHCaBkbMvlDFRAk/KO+x+su+7rtgUFVteUHwVna+JHPkxQV886yanrs+5+3ZroMH8CNrv44vZ7usxSQF78Ilir48f2AKJuXAc2Yl8CPjv5TnDHS7aJLuP0s4UuddeHTanzNyLPRtcF8DLGvZR1KdllLn1ZM56x5jfO+FxTfXQiY/gqpfFsUMa/6n1+bGRv+PxDB98idXJk9NFlPqAntrGHfXyDL8sEPCHj9bOd//iCDPmUMk3OPyF1gEmGCWjSVrc1Z1uuv12XrbmUQBXwlAwTsJStuGSZApoa/0e+wfTUbJYp23PZogOMZJj+5bvfbWAqgKltz53pvvbd344Dmt6gC3X6wvk6feHVAppyEPynr52t55/+fv33P/y/6tJLP1YLfOl71aq2PQc0XTV/Yc2fO78BJd9mApq+8LnPt9JPqSy5/oZ6E2Aky5RD4IAR8KSN9CGZJt9pwnv/O/59zbn8z2tmx9YanRipTTJO48M1ZZtu1/aa2r29nWPythzKoXDl7oMHa3pPB1Q88Pc4zJxtoMPH2v/+ExQFOQGenCAZSkAOYAkQcX7Ij/YCK/u89uy1cweCB8AFyAAeBCG6BB5z0acNOAhM2mTMq+zm6wI3+S5gdWeAjDHWuE5X98YTuwXmqUFgEGTaQ3vw4G5B2f+SD/7yV/DpC6gJgDMvMie6GAywk8+MZTtAJdsk05RtOmPYRjbAhGz8kLFK6yKjT9CXNcGjA984cpFNNolufcr4FXBiu3H4mYduZD36AQcAQj87jY+8MmRMm5edg61epWDItwEPAqZvPwn2W9xLg9fmJ2e6H27WTuAmK7AYr04fCoBIUNdGruf+wZacB7AAjOc7Sq0NBCXYO4uUw9aDg9/AEgqw4r/DvTe3nI0C7AIufJdplzcMB1kZ37PSdjaLPe5t23TTe7qXAtzvuVbtu1GypQNQIkDGNutiWx7c+rJWcwWokGFLfKOPvxNg+a3d14PMjrm0m08GW2H0CtbsdU362cHMaVwHYrpzRpmDHbE5/o4v6Mt4enNN1dmrL/1kERl6cl3o1hakErAEK4FKO0FLXSAVjEICmd9wS4B+4BEgQaYJWLKt40BuF4Dx1O9+AJgS1B+pe3y00KvkDz/aPjTpy9zdb8DdX3fe6+08GQhZGxkOgc+5HNma++rUPba3nDOSsbDV4/tODiYDMn6H7UuN163PjxF3gRTAsLb++t0D1oevzh8BVtrxBR0+gJn15+dY+AuPP4Aa9YAOdf0BSZHDI8Pv5uJnAABAEfSBAwFe0Bf8A6DMQdZ4pfXEVmuyDjJ0m5McPTIy9LoP4wNrIxt5/XixFwAxzviAlQAyY8gZozQ3PyH2mAPFf/iRwY+/A47I4dEVvZFTWkvuMz5kT0AS36izk//oIcOf/BewpI8OAEumKVklJfAEOMkyAU1Kmaa8VScjlW26/k+qAFU5y5RPECTLlC25fhkg1c41DX53rnur7tl68tnn67mXz7SvgtPpW07Pnz5bL5w+Vy+e8RMpF+rls77FdK5On79QZ2zHXejo7Kuv1blXX6vzzjedG/z23Dm/Rfdq/fT11+rMy8/X5//yT+vSD7635s29sm66eXkNjY7XuvUba9HChTVv7tyaM2dOXXvttTXnyivrcr9FN2dOLViwoK53pgkgApKAJ1mkfKfJVp2+ZJtyOPzSD7y5PvDOX6lF8z9b22a2NNAEMI1OjdXUrpka2zldo9u3tt+bk11qvzW3e/fseaaZ3baGuoyKB7rgJ8A2IHO4Dz7eAC4JwGQbQNr/xnkibVkeWSWgaemadS3YCr5+i07Gx5fCASdBttPRAbCL69rhCe4o2YmAJ/10s0m/YE9vAnuARsCKQO2QsuDhoZ0Htm9U7RSUvfl30YHhAAtzAUzAF/2ZG7gwLiCQH9mjTKBkE9tl1gCmgCY8MubImOb7wWcHzEMmYIWMeTO39ZLJePMg8oAV3/R5GRc+G/XTq6Sv+WAAgqwtGSt2sC1zpR576LA9x6/xb4IjMCTjIijztWC/ZXDeRlbJNpP+ZJgCmAT4BPsE4gT9i4OutoAOLCEPYUFGmfpskO9lS2ypyAzIJqhbL8AkwwA0zY4dfE+InWNbpttcbGOX9bmvdgw+sWD9QCbgxK+j0zPdvTsA/z5+aR2IfnYFJFiHuoe5B7c18Ys5Al6sSz0+C7DBExj0kw9IYmP8qDQHH6mb3zjZMPOQ5X/XKuPIk4l/2cd2cwWc5rqQIRt5OvirAeXtu9q1z9rNk7Xpj07rFpAEswQmZfgCGdIvCMlICMYCT4ItMAOoADZA050tyyMrJEDZ1rGdIyPVAR+yAU1kHnzU21CPzH6d2+/AASMn7wY+OgCkHdkAJX1kgaUAKSVeB2wcvvbdH+BPFqN7xV1AtUY+5TvXJeDDvcDn1qtfHwIM6O0AgnNWzhR1QM2cdAvqfMJP6sq0jTOvEplPyZfm0acumAvsAQjqAU/KABala+E6sRWxG1lb9JuDLNAFQAAj5iOTtdLBVvOTx9evHrAFkAAedLEj1944ZL7cK9GrHX3s0qY3xGb9AUjqadPHrlwLOvHYGJ/yDUAUUMQ+PMSf5HJAHC/ACd969AFHwBCABDD1Sb8+vIAn559s0wFNAUv5CZW8RQc4pQ4sJevUB0625zqg1H2C4PGnu9JvzwFNTz77YvtkgbNPABMeev70uXrh9Nl6+czZeuXc+QacGng67yxTB5ouXLhQZwOazr9eL/v9uZ/9rM68/GJ9/i/+pC55z9vrqnlz6qaly2r9ppFau25DXX31orpq/tyaO3duzZs3r6644oqaP39+ayuXLl1abwKYkM8LAE3Aki26ACYgKgfBw3/P2/6PunrB52rHrukanxprWabRLeM1tXOmAabxndM1taPLMmV7LhmnHd6i2/vGmZYEfAEwYEEQbQFxkKkQpBNkuwALNLxxxsg5IZklWSW/PTc0ubWBKGAKWLId1r251oENOpDgQndIGwnKSnMK3IDLxaCJ3fj0sFt/9GUtkzt314TAPHiDyQM7D+/24JbNGGS4zAlAKANqtM0jGCrJBjCpsy3+Y4NxbJJZCsAA3lC26OgyThl/Z210Zu14dPNN+Mk2sSv647PIKHOt2IrIAwXAgTlRZMxnDqWxkZVtIhNfxA94ZJWNZMJ62SBBWVAVdAV4QTwBOYE0QbMBqt7WDr7xgq7xxqbtuuGlLVCj8JUCj7kDnJTaHs6pe0BmS0WWKQCRf6zZIXKyHpIBA8CID3VmbqU1JesTsMKvuW6usWuTNoBOX+xRskXJbvN5IHtA4/GN9adfn7oMnvkCbmKrPj4wRl/udXWkT5k1GQc00Uc2Y6wtfqUz+pXxsf4Q+QAs/cha2Jhso4wS/bl++pA10kPeugMi1AXrtAUz60fqglYCd4IsIATMADUBS8AMECQrlEyTvgAnIKdlmR7sgBUZAKT7CRNndDogRI4u45Tk6PRzJ+QbsLrLORiBtwMw6kASik4gK7rwrM89gHKPWpt18gmQlHrug279tuF8Z6rLNnXArANueHTwS4J6fIZnzoAGZXxtjD6yfB/QBBChgCR+F/j7PHoBEOtgL510qweA0BldQAPQETljrZ88XYgdsdvYZHKUQJeSTfqsU70/1rz9dfZ9bT5zxWb3NtnMyxf0xhfGkiVjjfoC2pQBgmwCnAA8pE3WugGfR7/2N7PAKv5V4sswAUKyTLbjgKcAo5x58qmBnGkClLTJOfydbbdszQFM+WJ4wFK/JN//od4Ap/wGnZ9Qefal0+1nVejxbacGll4520p9L7xypmWaZJsQ8BQAJet0/vz5Onehe3POBy5lpn7605/Wa+fP1nVXXVGXvPcdNeeKy2vxDUtq1bqNLdN0/fWLa8FV8+qqq66qyy+/vIGmK6+8sgGohQsX1vXX/5JMU0BTsk/ZvstZJwfE3/v2/7MWzv+rtj03uXW8Jqenuh/p3b6tgaapPTvage9tO3e27bl8FRyAApp2Hepe+/eQ93D3YBcw+6BDIE07gdvbcwBSzgQBRb59lEyT35y7cdXalmE6KFD5H9IJr3J3b7glKAvM0S3wJtiwQ9t8ASN9kBI7ZE3YjbIGdf10oKZj774GmmQ4BGQP7wTiFrAHcuxhWwCEubUzDxBkHjrZpw+1czmDjI0xiJzD3/oAKGApWSY8FOBkvqw9Jb/QHf+YU50fbCO1wD74HbisM2Nilzbd1hUCuNTj4+i3nozPOLKIjviZHYid5sncfopH0BU8UQK0ukwCPyO+l11KW9B0LYzV5/ogvFACrUAs4CI8RCbB2kMvAV6ZgB55DzpBSJ8Hn4xSDvvyCcAUUOm354wPADOOXUAT22Nb1mcd+tv5rMEZtYB8vo2ffP08oINONrMr8+R/3R7Q7DSXOdiiFGDI8Kk5+YDvkoFIwGJL+vrXxRh66YhOa0LAnzmsTR+/abMtNuOr053rQR+Z+Nn42EyerdGNbyzZ+IytdMQX1ijY8YFSwBHAUPiuHzlBNxmJBE1AJsAGuAlokkH64ldsN/lWUceXYQI8ZKQe+tLX2rhkagKEkjkiF139zFTkA5qAKGO09QFMyUYl6wTUAHid7nua/6xHgBaYrdO15Bft3CtKPuUbQdgcAXV0sg94Mi9/xScJ/sbwVwCAOUPm1A8QkSeT7SQgAB8IABCSKUldG9hgq3np0c51y7zsMT95uukjE2CSec0VUJUx5pKJwafPeHVjzEUO6csYfWyi33qAJCXK8wAv/nUP+tvQ5o8AJDrIITLufTJ9ffG3+RGbYhe5ZAjZRpZuenPdjQGwrIkMEMZP4fGJ9QNPwFfOPgFcZPPGnAyS7bhszcky5YwTwBRgFbDkG035cV4/0Nu+2fT0s638yYuvNNCkpM9YdVtzyTgFNL105uwseJoFTecvNNB0/tXX6zTA5LMD5y6U7FP97PVav2JJffDdb6svfO6zteTGpbV63cZauWp1LV58XV29aGEtWLiwbdHJOAFPtuuApsWLF3fbcw56A0fOK+UNOpmm8NVtzwFMZD747v9Qc6/4ixqbGGnbc1Pbt5ZM08jWyRraOtmA08TMTNuaA5Rs0znP1L7R5E26A12WQAD0YBfsE5wFTrwEyTz0BUqgCUBCgFPAUzJNfdB0zP+YBSp/7H4ewlmXQSYppXnYEPDDjgSa1IEF8kp9ytQTnNjYr9OJGt/vng2CtYe0AO2h7U1BB4bpjF4gwTq1zamtBHroZyedkZOFyfeM2BsiH2CklGkClvRr28JRj346zUmfIM73eLkmSrICOyAH0JDP9QtYUpILBfwoZVSMzdqsK2vFU898/EvWW2jtnM5gexLfOEQW7dIeHAIWGPsBUeAXNJUBUAI5ci2UAm3GKPsBWD0Bmm7tBPK0PcgCPNQ9oMJLkPeQwz98S/ewAz5lmWSc+r5qvh0EcUELecCZa+PIeFtL7DYnvjW4p1o5eNnBdeGj3IfNV4OMnDWwLzYFjLDPXB7qwAWd+rJeD99bT97RQI77mYz5rVEQoJMMfnzK7/Gt60CXeawL3ycRst1nHIr/yYYXe9mDyJibLhSwhIfiG2vIetmpj86UxuELIAKWtSeQCzrqSkFTmSAbHr5ALNDIGAE/yoAjwAJAwf/q336zZYdkoxA+gKUObKUNfKgrIwcoZRzd9CkBH6Q/YC1lB4q6M0/sAGy6LJC32h5t49jumlkXH7iOWaf7w7oSwMnxJTlzIAAJUMoP/uIBUtrxUR+MZR7XjB46Ed/n3uNzPLahgA5jUfrZhzKeTvaTUXefRL9r7u8jf0/kcn8pUZ7N7gHj3Re5Z/SZixwfGM9ec7iX3OdIn+dM/ibdf/5WUvob2DA81t5uHRqbrPWbR1vd267a/saV5Izxn+3+84su5D8a+Ru0JvOyQ8l2vKyB7f7WrIXdIfLuf2vif37l6/je9aHDuv396SdHBiDkZ/cHoAWAKpPNAraALARY4SdbZZsvB8oDqAAmGaacf9K2PSebJLsU0AQsPf/K2R6dKYApQCllt00HNF2o8xderzMXflov+uzA2fN14fz5BprGN62p97/zLfWXf/FnbXsOaNqwcaiWLLmhrrlmUV214KrZLTqACXiSfWrbc4CR7bd8/du3mGSZAKUPv+/XW19AE0BF/pL3/lrbntuwaW0DTQDT+LbJmtwxXcMzW2py9/aa3rN79jA4sGR7LuebgCbbZoK04JyH/MWBVDBNQPfg7+S6t+KScUpp+w1osj1nm+6oL9sOfuNNtsmZpwRngEEd0RkwYq6Q+S6WS1bAGH3KUMb1+6yn/ejqIHjnBu4/uI2jC2gQNJXJrgiodABBwBHgxGfs1meuZI7YS5f+ACb9QIfM0/j09qY3/frIxyeRNR9iA7vU+4GdD9hpPvYo2dyXizw58sCOEngib67I9+1gC370kWU70Jd7JeONa2NljAaZJg+rPGQ8xOLvPMQ80PC0PUg8OJB2+HkA6VfPA7f/kPGwxNfvAeWhkjIPGW0PJOM8qDyMPISOnjjZzjF548mZJuuNj/jND/rmwUaHcfSsGxppD0p2sdfc5o193hTkI9eNX1Kqu45+NJjdHp70BYioh2c+D0d99FuLByUSPJFPGaCs2ZhuXd1ZIHU8463dwz/XwfyRNV6wsIVGJn8TbMkDnh72ZYy2cXh047ORPD79rnsfROHxF/1Zp7GxKfdCgjHf0xmwIHgkYKsLlvyhxFcCCF1mQYbKQWhgoztTlHaACuACVMgCARiIDN6hW/jb/M4QAQXeZrONA0g4UwVoyHQJ7J2svn2HZSdtsTrvdbx27LVFKjN6tKZ3Oc/nJ4WcF3MP3NJ0+Liwvweg1d+MICxg51po4yN8W9uoC+p7ms6pmV01Mrmthie21tDYVJtrYtuOBobpcS3od52NFezdO/mOGJCgHp46MtZ97jq6bq4V0o5etqvjh6fuvjNWvzLz6osudiFtRNZ66XePuM+Qdmxwr4X6f5/uL/cjefeSeyv3fu5TbXUlfer8qp6/sfQr3V/mcE/7+3ff4ZlfP75+GSD3HvASkjUCNpOhc1/qw9OnblwyasCOerbpZI5kkrLll6wTAAT82J4L6FEi23h5u84ZJ9tpypx/st1HxnYeUs/5KPqAJ+PJexMv23iyS7blbPnJTmV7LsDpuZdP14unO+Bkey4ZJ2/MOQguqyTTdKb9jMpr9crZC3Xu7Lmqn79eO6aG64Pvemv9+Z/+jwaaVq3dUBs3DtVNNy5poMn5Jdty2aLL+aYlS5Z0H7eUPfrI+3+jASLbcECTrFIAlRLP+SblR97363X9tVfW+ORITW6daGeaJv5fzu7E27Oquhe9f8u9IzFGlERFEQSFSEyf3OTm5d6oNzfjJTE2MVF6gSqqr1N91enPqY5qaSyq6AoECpS+V1ERGwTpJCJ9NRSo843P2vt7akPuG3njnTHmWP1cc821z5rf31xrr22LbuN0bdg0XRPbNtfMJVvbBZe8TDnXxNvUgFP/9txwYbe4M4hDbwLjGcPOuDCq8TIljLcJaHLoe+GK1TWx+ZK6nLFpN267kbnzNoU/PgwJ3vqNYZEmkzDGWV1xec0T0Bt+wCQ8lKVteONDZlcoxDC0BXpbZ4zFASr1jBM5EL61/x6efP0iwAdwSJ+RWZn+gBchGWzlAVjaqz8EXNLxWGVceOnbWLRJOnlCRj1AKF4geQAbPqGAo4RAEp1JN0DQn2uS1k/kF+pHvpDeyGrcwiHQ05d6c88D+XsjmEWQbhO3mInLs0hlYbX4pJ7FTB2LURa8GGJp9ZLWLsY3IMCCph8G1MKWcnlInjp7HPjsrxm45uZb2gWE3Vbd/qanHXv21p6eRxZJiyrZ1oxOzB2czkJtQVWOfEKFvuiqgetLOnBtTuUBTfhkHGSy8ErTX8aVhZnc8owfRR6LvbNIeJEDKVd3WF959J1fxowbIxqDtnTlmlq+el0zmgwo46muOuqqJ82QGr9Q2dDIApN4+NUuvnhkVS1YOtLi8qSF+VXvl764vpfiE67ZAAAgAElEQVStWtvaLrFm9LenkzvyZgwMrOfG2MUDKFK+nedzx+6a3mz7HQjvQIt40pu2AbtAOhAAEPBQ7KzJjS4D5S1kyBn2K1q5epu32z7mCXVIHtg/lp7Z0tUHiICXTdsAf2e1dre0/OnN22ps2hbo5pYH0Oh3x2V7eiAF/HTrkzENdeCZAjroW76450Tas4HPriv8WPA/Y9sUIOh4+z/ikfDM5PnwrHlePW/i+b8Q93+jP8+efCAhHo0YegA1AEAekCsNDPD4iQfcxlsmT5+pI1QHSMBDPXn6QvKBCmXiylBAR7ashHinH+X48lKhAG08kyaHuHoZrzx1hfSQ8gB4IR7a6EtdeqJfITnIOpQ3cWX0YhyAEZJ3c3+I/ubm4Tz2RuId/TktwMj2I7AkDizlbTpgJ4Aph8CBINtzgA/KVp2tOeBJmHNOwp886SO+z7TtNuAo5epK57t0OdskzLae7TnA6Rh1oCnnmRI2TxPA5EzTkTfqlSNH6+W2PXe0Dh48WPXrX9beS7fVx046oT79yb+ts845t5YATWvW1oIFF9d5553Ttud4lz73uc818GRrzttz55xzzrEbwYEm4AlYyhadvOG2nXyg6aT3/0adf87na3xiQ01MjdXEzEQ717RhcrzGN87U7LatNTo91bbjsj03B5x8e27bWz+kGqPL6IvHiCafwWVM5fMs5eO4AJM0AGULzttyi1etbW/RAUpAE1LWpb02333zy5t22uuTYU7fjIw4owwYMPox8OSQRgwToKHM9/K89u3+H2dLvOLupmqviHu1fcy5jf4Dscp2AAe7L2/XEagvbSvqsr1Xl9fIXcGwtd0+vrvFyRQAQQ8BN8CDt6/IQzbyAFeAUsYFQAV4KG8GtfdIZIz40C0eQvniGW+21qIPhl6f5DBHZBIqx0v9hIlL295zDw2KzOlP24yBzO6XIiu+6UfcuIwjfW4Efns3OCPLeKEYN3GGgSFUHmIE5CF11WPkGQ8kL4ab0UieX64MByOKlzr4p1+/qvEMQFAPX+X6FHclgas2zDkw0z0nWztvoLf8eo+YfgEEIGXeoqXNyPuln1/oyiMbULFmfLJWbRir1WMTtWp0vJasXFMXLV5aS1auLuVkEwIOeBqL9Mia9S0vvNUTB0YAEZS2gEYI8FCmLiAinjD1lQEu2gAzFy1c0kLpr8xfWBcvWd7611f4kYl8mR9gCR9p+lROB+qII+UBXXRiTsyTNtGntubRXAAA5sI8I8ad4WKcGLUYO2EMsvwYQoaMUQrxTPH6dAesu3NDPE62xmyVicfIMn7d9lbXptvG67a85GdrjVeKEbTlpz/53fZXd6CbXORJG/2TowH0tvXVHRyWF88XfsbEaxUjLUTkYqjVD1AQv3xv52VRRkfCeMmk9RfjLyQrA61edImPPsJfmuxpG2CgDvAkJGsz9D0AkA6IUT8yZg4CgJSlXnROV2+vHxnUQfioo25ABz7SwuSpk7p5HsiLR8ZJBmPVVhlSBiAFLMmjL6QMaTeklOtHnL61jx7JAhiRJzIG/Mnrnp8OPDVd3nZH3fiN2+vm2++sA3fcVbc4OH7HXfWNe+6r2+65vwEmXqcAJ9tqvELZXov3KAfCgabcDB6QJASgAKLv//iJ+tETvkn3dP34yafqsaeebml5P/5plwaKgCNbcs+98HI5BA4gJQSmbNHxMAFM2bZ7wUFwh7+PuJPJ1QLiLrT06ZQj9eqhg21LzvUELx88Wq/YogOa6td18/69dfpJJ9Rf/9Vf1JlnnV0Ll47U2vWjNW/+/Dr77LPr/PPPb2eYvD1ne87W3NyZpniRhp4m55dsyX3od/9r257L23MAlXyXWy6cf1aNjq+r8cnRmpmdrsnZyQKaZjZvqtktm2tsZrp5mHykF2DiYco2nZuYNzfwc+wsE+PJICJxxDgmzkgyqrmbSZgD3sCP7TeepouXr6wNM5vqChfW9YAJaBLnfXLWiVfKFh4eQJf6fo0jnpp4UBhrAIJMAU6Mu8PQyoCT9su+P3Bq8bVYW6TbL7SZTbXW9tLMxgYChGO9N8Ar4YycRX1samMzsjHSQID8XE65aOXqWrFhrEbWj9biVWtq6Zp1tXp8sl0nQN7ElS9ZvbbVWbhiVWmH5LuKYcHIylq2dn1rj486+MpTR3z5ug2tXB8rR8fb9ljaSCOgRvsLFi1pPPSJlOGJB7K1hvBVJkwfwB3COzR/2UiTcSgrufCMfOQyplVjE7VkzdpatGJ1LV6+spatXFs8BgwvWrhsRQsZ40XLV7b0/MXLWh1pBpyBZ7zVBUoYd4ZfuXgooCK88A+gYKwRw47IAJQw4PgPyzwTjPZkv4Vhjt1mnisRVq0ba3wDBsgRmfWX8xABKoBJAA4AFBA0OjnT8smjPJ4Z/XnG1POsAg7SZPLMAhPKAgo9y3me1dOGbKmvXtrhBZTgIU/dtAlYTH3l7bmf3tiApHra4ctrlXZADc8Ejw4PhDhwExDKs6VfpI4w3i5p5Fe5tvK1F/crPR4QvNSTx8AxMjGiQkYpYYwZ44QYJXTgtu6tOeAHgHEmyXacEDlzFB4MmjgjuP+mzjsijZ++hPohS4xz2qjHsLpAMmWRBT/5DDHDCqyEtNnn5vDesAfIDI02gxyPh/rK8EQBRtqpA+iEt3CY1k4d8uFJr+EnPyBAqK7y9CNUN0CKbt8OmvClG7oIKKCv6C9l0Yt09CnP/GaOu7LuNm28lMujb5T6+iRH5iH9ZT7CX0h+4zC26FBedADsyDf+YZ44XaYcL/Xkpb2y6C91owcyIjJGVmPKWBLe8I3b6qbb76xb7rqnvn7PfS288fY72uWq7gnL+SOgCVDydlzubuJpykWXQJMtNaDJVhwPE7AUwBQA1TxJTz5ZP3n66Xr8mWdaKJ70Ez97tl05kEPhQuAJaAKgkAPmQNPQ0wRAvXjwcL1y5HD7jEoDSq8faXEXXr4qfvhgvXrYW3W25pBLLo+Uv3tuu6l+/5QP1l/+2R/Xl888q+YtXFIr1qyvi+bNb4AJcMqWnG06oEnefzjTxNPEmxRP04ff/xtti453CVgSIp9RWTjvzJqZnajR9tHeiZreZK96vH1GZXR6sma2bmkgCWjK23OAk/zJ/lAyMMJ70Lw1PTCRjkchIIrHAXgBnN4OmroD3t3HckdnN9dyrvc169u1A6vGJmvNxHSjlX5hj002ciXBig3jtXp8qhGgxRAHcDD4DHlARoCEPEbf3UcMvlDar14GDTGajF2jZStqwfIVzejjH774LFy5qhaOrOx+ma9ZP/crHS9GmmFs/a5dVwET5Llw8dI5uYYASl19ABxD0gbQ0Kc6AR/kBjyMQ6gMAWDyACOADDAEfNRRJi/bhfjipwzQNI/aIt4t86auMiQP4S0drxfgKY8+069yfaUuOdImZfrzoVrGNsadYY4RZkTjUQpQiGGXz7Ajce0YUMZUe3HtGXFGVTv1kPxQtqYs9IwL46+uX8t4MdYx2gyEOsOyGBwLo/zwwz+eE7Kkb4afzMrFlekvIEGoT30nT79kkNZf5GHE9IcXcEE2POVJhw9eSJ4w7dNWOvyH/aYdPqlLXgQ4GZN2+iebUDo8pCODvumHfPLwwDNp7cW1TX+JZyx4KwtJK9MOMZKMC+PDGOVXOkMaAx3DpExcmxsOdG/E8QgBSUI0BFH4qa8dfgxrjLcyabzUYTD1x/hFpvSnrbzIpI762oePNGJk5ccgM7TSMebK5XkOYoRTJzzVV+7Z8ByJa+c5EkonLwZdf+ST1i75w/rpT54xq6cvlHrGHMMvHjJ+cXMlJKs8FB3TRXSeuLr4RcdkVKYdXuHhYLMyeeIJ9SOfjNqJJw/PIV/59KBu8ulBvrbKzIMQGbPy6EXZ20md1KMv7SJz5IhePBfiyBhyh9PNd9xVoQN33t1AkxABTXfc+0ADTsATD5OtuVxHADDxNAFKAUy263JXk/NIPEwAk604B7sf+6lbwZ+px595un2Q94ln3QL+TAnd/P30z11k2b05l625eJt4msRdR4CXeM4zORT+4sFD9dLhQ51niZep/1hvuxX8jdfr4OuH6+Drwl/Wa4ffrNfaFl0Hmr7z4J3157//0frv/+3P6l+++K910YLFDTQtWzZSixYubNtwQFPengOaXHbZ3p7jRQKWHAQPaJrzKJ3wzgaapPP2XEDT/Av+rSYmR5unaWp6smY3u3NlusamJgtomty8ae4s0+SmLu6DvQ04tXuPusOqvEm8NozpEEQFPCkXP7Zl9NY7mrr7l9xntKsAo2VrNxTwZKvOzeC8T8h2XHf4vPu8iTJ1kAPkDDFinBl6ssTgkyFyCpW17asruvuCGFlGQJhf9X6RM9TNqPegoHml+rfgsvXEADIADAiDK46P9Gw7jN15u8gVkEFOgCG6IUsACpnFleuPrEJpOqRr7ZIGRBNPKI+Hj97ThzzE05bxB9xqRwb5iWerTh1bc8q1F5IDpY58dVKe+SaruK08fFMuTBmPJb0xmnQ3NLQxxslnRBnHABv5KMY3YYyoOZCHd8CW+pkn+cqHRlmedgwMI88wi8foi2sTcCCfARKGj4UTH0DOGPDLc6ItkEgGcaROxpQx4p+26gAK+MtPmfzIkXwyh4dyulBGHvkh/JTJF+orutEu9VMmjSK38aQOXtpLR6b0mX70K46MQ1rdyJh6kUk+w6Iu/TLs9IqvsiEfbeiYgYmxYYykGVlGTijNgCauToxwF++AUjxM2Zbr0sfO3jCi2mkTY6sPxMimX3UYw8jCSIurF6NOHvHkxQhrxwgnHWMszRgzvvJSJwZcHhm0T5668tSlS2V0G51qI8+zLT8gQRttU09a+8yHsvShTuLq4TPUQ3QlDCmPPlJOD/KF5KAfaTqSTn16UEc686musz/DtsrlqRM9GKs6qYc3mYWh6C9pfeszPNQfjjfxzIfy1KGb6Eo9RD/KI4P+9GWsGX/KPNO5v+lG23O33dG+TShsYMnW3P0P1G333Fe39m/DOdOU80y5AXzoaQKgcq4pB8KBpniY5kBT+5RK52EKYIqXyXfmnnm+u2Ig9zQJ43XicQKcpHmsgKacZ+rAkw/2Hmyg6WUepSFoOvp6vXbkUL12xMWXbx7zNB06XL+qX9cTP3y4/udf/FH98R+c0UDT/EVLa6ldkpEVtWjRwgaQbMfxMtmiA6DOPffc5oV6h8PdaHi5JZCEnGeyfafcAXHA6ePtrbp31uKLz24HwccmN9TmLZtqykHwqYmamJmuyU2zNbV509zbcw6Doy07d/agqTPmMcgMNCMYY8/4yosRZjiRPMaVt8mWXC64jLeJ9yhnmpQHUAlt36FhG2n1gCp8yQNgCPVFHnIx0voXIgYcbd7dybQJkOo9FoASwBRvxSZnavrDuMBOPDDy3GZtsWZsGI0YDnnNUPYgBMCgC0S2gCYyREfRHznVV0Z+5dFd5A5okRbXVjxgRNz4Q+EhHy9h8oTqaSseoBYZ1A9QCr+0D5CSH7nxSTp9CYeEtzr4+PYcQ4zojwFkUBngAKIY5xjllDGoMZiMaQy6vORnboTmhMFNXzG+MeZCeeTADw95jAQwgsTliQ/BFFmSbzEE0jxL6Wsouzzy4J9nJt4m/eKD8CSPtuGtnH60VRYdpB35lCNt1AkPbYZ9hgcZyEOuyJu8yCfEB199SUdGaTKG1MNbOvXVSb5QWpk4ChgVJ4u2DIvxCUOZC33jodxc0B8jw0DG2DKUMbQMUQysUJqRTbkzS9mai4fJttwQMKmrD+0QPtIh887wyVeuf4ZWHsOnffpTLk8d5doGEIkzosAMiqGVP6zHEDPSQ4Otvnw0jOtDXXqMYReGh76VaaNv/WgjnTbqJh4e6qa/gAptAAVjNUb6QMaaeEJ60A8dCqMf5XinnfwACnF1lclLG31Fz+GPh2dCPTIbl77k44HEh7rHL3qWr1x7dek6ugmP6DH6Th/aylOOxDOXycMj8msnHvmSr2968ome/bd8vYGmeJts1dmmu+2+B+obd9/X7mZyZQDQlO05YAnxPAU4AU3OMiHgSZhzTICT7TTbat0h8KeapykeJiHqvjXX3QjuTFMoHieAyfklabxzDUEHmA7XC68dLB/x9dFeBDjxMh1844323TmepkPtUyqD7blDh+vN+mW98NwT9cm/+pM67dST6wv/8sVavHxFLXGMY9HimjdvXtuKc/AbYEI50wQ4vQM44j1ypskWXC6xFD/pA785B5o+cdoHGmj6PZ9cOfG3a/H8sxpoGp1Yf+xM08RY+2DvxEb3Nk21t+dcNeBMU64c8Abd5OZjb/kw2DGw8TYBBvIZyoAUBlm+Q98BTTxHOdANOPnu3IWLlzXvkToAUt6yC0CSTh7AxEOFj35sBQV8MMhDOaRj7BOSCQX4CIGlECA1yQPVe8sa7/4QtrjD4j6DYcEO6GJ0tJfWLn2oH7AUPSkL0EwfwsQDPhJGnzw3QGLSxi4eAJU+8TFWQKjJ24MmYE8+vuqK8xppH9CJZyggJ30ERClXJj99hi/e4a9MPWWROWPahkdvsBniIcWIBxjEKMcgM5zi2ovHCOMhLgwISFtGOXFh2gVASIdi0PUfYtxjrJMnDDhgVBiM9J3+8Ufyheoj5Z47ofz0LdTPMK3vtJWvvTxhxiw9bKN+xqGedEBJyrSlC6GylEsj/FJHG6R+dCkML3WTjoyRJ/2rK5608ow1ecZBrwARnQ5JGaLnAFnljA4DwzAxmgxNjCcDhGK4hQysujHA2ZoDngKg5ImrHyMmrh/E6KGh0U8/6slXTzykXB75xGO4h6F4AI1xMcDCIZE9BntojIeGOvl4iQuV44dizOVLp076NAf0jPJsi8foD2VMPfzND73QccZqvPSBohvjlw4AEkY/mZfobajLoU7F1RXqT/2k8UpexqiMbAm7Oex0K06GlEXehMrxV0censYtRPRGh3RJD1f03rvMgzwUPWtDRvyGMkUvKYsOr7/1G+1M04F+S87Zpm/ce3/zOLUD4f2FlbliIMBpuEWX6wKyLQc0OdMEOAl5hQKa2hbdU8fOMwUwxdv0xLM/a6AIMArxNvEqIaAJmIqnSRpoattzvkXXgyaAKd6mBpqOdttzh3ic3nam6eiv3qhDLz1X//DJ/14fO+Wk+tznv1AXzF9Yy1etbRdcOrfk5u+hp8kVBHNvzwFMPEm5k2kImtzHpBzl/ibep1NPfFctmHdmjY6tLaBpcmaieZrGpydrfHqqNkxO1PrJyZrYuKldamlLLp9R2bRte01v7V4jZ/DjzWEYY+wZR0aaoYxRZSQ7495dagn4ADsd4HFn0aW1YnS83Qhu621z/2adcuAIiNrIuPaXYgqHb+KJAyXkiOGPMSdPjLb4bC9rAEoMmxDgsVVnC6WBJ/eIDG7rNi7pBkKAATL1niXgKcBLuJFHZwDetKMHoEmcLPQXfsrEUzYELeSXBlgCmlwJAOzIy1iNH0992OrThzxhG3vfr3j6E8c76fSfLTfl0V/kSH1t9C1MXFq98NO/+vJSN3H5McJDw81IM750yrvAqCaPkRWP4Y0Bl6+NMou9uLNSylvdHjDoL30mLlRfvRhwoXwh44ynPoTyki8vpAwP85/xCMM/smhLTpS66oSPEB/80i89kHEoC0PGQHkOtVEWHtqHzzAeWbTBj0xC+eIBTfKiZ6F06qeN/IxJe/0kNMZhv+LGgof4sG5kj14ZZeXGNgRM4vTAUDE+MeSMFKPDaDFEDBrjxtgwSEhcHkPknAgPhH6041WKZymASTrnm7Rh9AMC8JKnPwZWHMW4pj9tAhb0La5M3aHxDQ/t8SRTQEzi0hnnMM8YYriVS9ONEC8knvYx8EJ5SYenuiHPE97Rs9CcKE87IRBgXuSLBzTRU/QuNM7hWMWjq8yNPHFE3yg6jN5SHt70hk/mx1iGetY+8uKvHC8hkjecO22l1dGHUBofzw6dRifGLD7UA73JNw/RF71EP+pG95EBz8xRZBRGBh+FtiXHu4QO3Hl33Xr3vd1h8NvuqFvuvLu+0XuZ7uo/u+Js070PfrsdCAeOeJgeeviRdqYpdyvJtzVnm07YDn+7XuCpZ5u3CTCyNffYU0/Vj3760/rxk0+2+NyB8Kd/1q4VAJryFh0v089+cQw0AWHxPAFOQNNLBw/PeZgcBLc914W8Tb5Bd7gCml45+Ea9cvD1evnQ4Tr85uv1yyMv1Vmf/4c6+cQT6h//6TN1wcWL2pmmlatWt8PevE3dXU3d1px4vE3vsP1m2832HAKasj3njBOPEy8U0JQtu49++Ldr6aLzanRsXY1NjNb07FSNT4+37bmpjbPVeZqm20d7AabcBt6dabqkNu/oDTuQwcjzKvXG2SvkjGUMrTgDGXIDNMOp/tYeAG277Ku1aceltW5ytpauXl8bd1zaPtI77UI3hs7VAr1HCXjqCJ+8pXdsW4k8AA3QEAPdAMKu7nyP8infbwNW+m2tBnD6T1kAStLuYLJthxejH77iSc+2qwq6T2C4isCnLgAvVxjgoX99o7RxhoeHShpgQCnTBz3Jo7cGKPprEwJg5G3vb0fnpdGHvOjVdQfGBkDmILhxuhaBHo2nAb7BPUv6JAM58RNXR37S+shYhJnj1vfgygJtojN1ogPz2ORtwLcbG1nlMY4xvjHMDK+Fhz4ZUgsP4xzjGkMtrU3ax2DLdxUAACBs9a+4ss2Nj9+mnfraC+UlTaaAFf2Lk0cdcXnDOIOhDcKv9bvr2HfYyLdjABa0NTb1yYYigzzlQuNG+hZGF2RQX78WbPXVGco25JO4eniQESB9u97wjOzqDseSPqMvfKIHdVHmJXqUVkf/xmsM+pRWJ6SOsUR+YxI3JnGkPAac8cnYGRqGh9FhjMRjMBk8hi7GN4ZZmvHTNga38zAxjh3hETDFcKUNHtoyaDFqMbD6Dj99q6e+eviRBeGXuPy00zbGlJGNETXeGGV1kbKMmX4Y6Bhe8aT1PeQ5bCOeNJ76QOYpPOgckSFGP3MiVB9//YhnboxlCDiUy8sYO/0eA7XSASfC6ChzmHL5Q77hIw/v6DK86N/cBbQojyzyxNUVpkx62N48IkBbG89tdBH9RT/C/N/Q4fCZDf/oLLrIXCfM3KofWYCmA3fe3QBTzjPxNAFQN95+Z9127/3t2oF25cC9D9RdDzxU9zzUASbbcg88/N12CebdD36rHvxO9ybdQ999pL7db8/F08Tb1O5keurZdinlU8/9vG3FAUs/fOKJBpyAJyAKcOpuAndA/Gft/NKzv+gOhj/3YgeahttzuXLghVcP18uHjjTvUntzztmlo0f7Q+Gv96DpSB06erRec1eTN+dcPXDoUB08eqTq14dr2fzz6sMffH/94z9+pi64aEEtXb6q1q3fUAsXLWxnl7rLLW3PueTyC23Lrh0E52XiSeJpApq8OQcoAVNAU8I/PuNDzSPF0+TtuVXL59UsgGQbbmqyC2em25mm8dnptjU3sXFj25pzninbdO1sU7+lZRG08MbDcsnOy9p9R4w/YjRjXBlPn1HZdumu2rzDfUjba+uu7jCsS91cBjc6tbkWLltdm7Y5f9Jd9mbRxV9fDDSjHJ7ZotIX71IMPKMtb87I91sgkZX3wfYZjxK+2s30PGzxBTwEXEiL8+AAFEOQI0/fQnXw0ncDbb0HKnrSH4PUvmwPnA3uSApf4zNOYxQ3xnz+JHnbgND+jE4MHEMEqOkLte3B/mA7r1kr74GRDxEP+xZHGbfQGJKX/MgoP7KQMWmyytdW3bkzT4DLzs4j0cbfn18ytzHAZGdIY9yVWZikyc6oqsuQIuUxvuLqKQ+/dl9Wr0vyoWxB0u9On9MZnMMhlz4Qvvgw2MkTBrToK3IEqEjLJ7O24iF5GQM++sr4lA3Hgo+6Qrz1mTDx9I0/4KCc8VKuDHjBN5S0+mSTFuonz09kDvAxH+LaRMbwNgb1herIFxdGd9qo439OPtmUJV+ZcWuXtsYSnjHU2hmbdMYqzlAJGZ8YfkaPsYmhYZAYTIYuRk+akRXKS12GCR9lMajiCB8GWRzQEWeEY2yVIzzkKcc/9YZ9ygsP+eL4GgeK0RRncIfhcLz6IS/5hQx1yulAWntxPMM3ulKe/lKGJx6I3pOPj/rmQYjUSTr19BXCO7qNPvCXF10ZtzykTihgRXn0qEy96Djx1FUurn99ROfhYb6UkSt9CiOPePQZ+fDU3nMCiAQw0YdnUX386EM8eqIPz70f4HQkX5i+0g95ogN52kW32pBJnnFpSx7eJCDpa9+4fQ48AU7SB+68u26//8HmfXLOSfyuh75Vd3/z23Xvt79T93/new1c3fngN+ub3/9BSz/0/R+0OMCEchicZ6j7xtzz9eRz/94AUjxMP3j88QaeApqyVWfr7tlf/KIdDn/65z+v5158sX7+0ivt7TlnmmzXveVTKq95c67blgOc2ltzc8DpSB16881GPFDZunvFGSffn6s3a2rdSH3wd95b//ff/X1ddMGCWr58Va1as7YWLllc8+ctqC9+8d/qC1/4Yv3Lv/xr/eu/fqnOPvvcOu+8r9Q7sv3GmwQQtcPe/RUD8TSpEy+TeqedfFwtX3JBzczO1uT0VKOxyYn25pztuY2XbC1vzOWtOd4mYEno+oFNvBCM/8BAe0gsii57ZDRDjGeMroPXm3bgs7W27trRQBNwhLZfuqfWT2zsQZPFvLuZtwNPHe+ACSG+DPawHwYbzfUHwOi/9wB5iMlJbkZB2sLN4xFAAOygZvh7z4s0noCRLa8AqAAE5cr+A4DiTerBjFBf+t5k+xEQ237sRnEAI/Ibl3TIvVIumSQDOX1yI2OIATae4diU6w9Q8xYXEKUcD7eWAxH6SZ8Jo0/l6S9zOKyjLVJHfvhJJw5ENSDVy8tQMppki7GmF/kpI3PS4gyuULsYaGGML6OOnzbD/OZlGgBQMkC98PgAACAASURBVDaw1H/qRrl20VP6xSNzBoyEYsz1K86oKBMnQ0i5+LB+xhZwIW38+kLS+hTHVxpvC7N0+rPwygt4SH11EEOmnfaRR0imyGWc6VM84065MvHINxyHMml9qCNuTOEnrZ3+Ex+CL3mRR6ietuJ4Rj/CjF1o3BmfdIwUgxIDFIMkZGwYGgaJoUOMJgp4Sr46Mcj4aR8eyhBejDC+MaTy06f8GFqhdIx9eOh7CJak8ULaML4xwORAxilPHE+G1HjlScfQxiib/9RPPWnGOXrSLuAhofbpg+7NBV7Gpw45zEHkCWCSF97K8JHWLjLiG/1FX8YrnnxpegiAlKa/pKPzt+cZy5CMUf/4apNQO/omC7nwR8pRdEmm8JOfep4VoAlP/PHJWMNTPt6ILqJDz6002cJ72Hfima/MJd3iJYyu1B2CpQP99twNX7+trjtw69x2HbCkDDkgDjgBTfd86+EGtMSBpvse/m499Mij9a1Hf1jf+cGP29UDAU226GzPAU6PP/1sAUrxNPE2AUwoAApwcgUBoPSzF15o9O8vdfc1uZIACPvPQFM8TgmdberON7kRvDsoDkDJc8Hl9o3jdeL7fqf+9yc/XV8576JasmSkRlatqoVLltSiRUvqy18+qz772c830PSlL51Z6PzzL3jrjeC8TbxMyFUEABJPlLhQPm/Ux089vlaNzK/xifHaMDZas5s21uiE7bnuTBNQAzDxNOWOpoCmDkBta6CDEbYoxmALARGGl+FkqBhcacZ00y5vS+3sAZM7dnh8us8LAE0r1o7X0pXrm6eJ56m72r87mDrjcHW/pRUwgS+gIh+QiacnBj+hrb0YyAYc+lueLfC21bTHJ0CA50geg8/QurfIVpf8XAmQvubGtnN3A1sutMyBb9t7dBLDHD2RwY3h+oiHTN/RGb1J65sMQJNbvHlKtAGA8MRPnOEzFnzli6df6TYnAGPb4uzGFZCWMSckgzGhOf0N7uNq89gDo6GcQ/BE7vATB6R9Xy6GGUBAMdgMZwyyPGUWG0bW4qNMWyFDq1xayOBmvMrkI/E8J+QUH+rUvEcGofq5IkC/dIZPjLc8RAZ5kStttSdLeIpnfMoCCPDUVpk6+AmRfItk4trQA4ocypG65AnAkKeOdPjiHf7pX7/aRUeRWxppq1y9YXv1klYeWYUo/YaPup7N6GOoJ2VDGcJXGH7KpY3J2PCnB0YKMUSIQWFwUIxcDBEjl/tthqF4QIu6jBleDB8+MZ7KAnpiwLWTNzSA6qsb4z6My0PaA2zaq5+6MdxCfI2NDMKMjfEkG74oOhAqY2gBGWNIezySlzFFzvBXrj7eGX/mdfjMKZPWj3ieQXOTdpERb3GUfshsfPqht9SRH71Gz9EXXWlDX0CLcnFt9Ys/+Y0pvDMWfaRP/MTxSL+ZO+20j17IJ64eUq5fz4u30chqvNG7ODmEdDMcszQ5o2N94i00NvIYT8ZBv55xbcihj+ThEZl889LWnLfncp4JaAKmkgco3XrXPe2sEwDFsxTQpB7wBDDJe8D23A9+1O5uytkmgClv0Lnt+0c/fbIe/clj7Y25gCQAKiDKVt3bQdO/v/RiAU3Pv/JaPffCK42f804OgR+7dsB1A8c8TQFLgBHKm3RAUsqOeZp+WVdeekmdfML763/97afq/HMvrMWLltfIylW1bIVrB5bURRfNn/M0AU9nnulyy4XVzjQBRcBQrhjgbQKSpHmYcn8T0OSNujNO/Z1av3pRjY6N1tTMdG3euuUtoGlq88a5Kwe8OQc4BTwBTTM8L737UTgEA84CBUgwuoihjwfikt0+PtoBp43btve/THkfLqtV6ydryYp1tWUHw9mRRdgCPrX5kmb4tgxe3+fhAVD0B/QANDH4wEiLA1TuPerl5HlhEBlaC3nzwPSggJwBCkKGFlCxZediyAA0fIEmfcQLpT5Z2j1Rm91W3t33oy/9CF1loL9mqL56ZQNFeDHqKLK3tr2nB+ggw+VXX1tX7r+hxdsh9S3bOs9Rvz06HI94gMQwnw4CHIwNb/2SfRiaq4DDjFmdjDv1I/cQMMnTR8h8NYDSb0kZu/mMgRbGaMZgWjwsRDHGwtSnS2PCp81d/5FPPJOfs0PGF+BLnoxZ3DOLV9oJAUx89Z9nxCKG5P2fjPrbQYZ0m99BmDEKlVkMA2wCQIb8lWfs+o5ehEN5AizUD8lD+klciL+2xmkc+o9OEyZfHbrBI2XytAkxnBZz/QqR+nhogzyn7Znr/9fE6ViZukg/lw4O3JM14yVzjI+4Phkyz4b+GBzGBTEqjCMjJ0QMJsPE6Lkh2avY4oj3QV1GLEYKH3G8YkhjxPEJrxhWba+/KbeDd30zrHhHhqTxYSj1HWOrfeTF09gyFmXIGMkkji9SF4+QOvREJ0L55lpoLOGBT2SXrzzjpVtpPMhA33lu5CE804c5St2rBm+Q4Re++kIZi5Be9K0PY6cXYzJ2ZfLomd6EAIZ5U08ZuTw/5BUarz7wQ/o3Xn3gibc4PuLqSKcNWY3TcyuuDE881EfmzfODBx3oW53oODyND9+0J4u4UB1lxmBsAU3y/W9Zu/xv5f9YaKyInsnV9Hjg1rntOaAJUHINQUCTbbnQHQ88VAhwClCytRewBDgBTQ//8MdvAU0AUy657D6B8mT94PGfNGDEyxTKuSbbcrmziZfJFh3AxOvkUykOgPNgAWA50yR05UDemhMGGGWbbgiaAqQamGrbc7+uG66+ok76wPvqU3/zyTr37AtqyeKRtj23fOXKBph4lWzP8TCdc855de6559e8eRfXOwAhoAhAAp5sxcW7lO0555r+5PdPbOVA0x+e/oEaXbukRkdH29bc9OxMO9Nkaw4BTTxLAJPQeSagqcvz6QUfqdxVORsU0NS8HL2xZzwDlBhZh7YZqy07t8+RA+UeGB+gBJLWjs3UvEUjDTTtusLZkmPGlbcihpvxDlgRAi8BTdLKkycf4GIEAabIHINLdvUDGponp9/6I28uZnSrNvCE9IHw1haRTV5AHFDVDodv39WMh89OtM9u9F/HdjBan/oDipC2eOg3xOiLCwEnb8z5uKuxMEIMj5CBQgGF8oxZyDAZJ8IrwCahecpcKTcW8pPHGFNO1ow1ehq2wy8eHXzm4ub+bd6lLMhZBKWzYFiQE7eYIc9JQnHjNh7eofbc9dvFAUK79+yb0xudRRZjI6e2my7proqgI+nuWewMvufDImYhJY++LdIWMLKJK4/c5LHwJT8yahdwkPryjDvgwOIbPWifBTNGSj3l8uVJ6xfhJR9v+cql9a9N6qR95Ios8vGITNFrZCaPMvXF5UszHHRBP+L4RofqSnv+zI05oRsUXctXB0VG8mtLpow9Y5bWF8MjHiMkZJQYFEaScY0BjuENWLHFwhDHEKrLOMaYx2gyUCi81GcwEdCjT8TIx1Amrk3akQPFUEaezJEy7YdGVb/SGZMwvNUni1A+2cksZJzNh7mgM5SxBSCElzRKX8aSucRH2hzkmcHTq/PmB199qpe66VuoTHu8jU0Yko6+9G8soegsujJPwBKdpZ26GQueGaswfRtj4tGX9uZO6FkjnzLzYIyeRSSOlzEo13dCz465p9PoQZh4ns/okj7FyUsmPDM2vMijjnbhk/H4f8n/G3mjy6aHA7fOvUEHEB248+5yDQFvEwDlfFM8UMCS6wh4npxr4nECrmzXAUsh23PfeuTRerj/pAqAgwAn22o8TT984vG5A+DxMtmeEweanGFy0eVwaw5wAo5sy+HnQLh0PqfSbgTv72cagqZ4mYbgSR5QlbKqX9VtN11bJ53wvvqbv/rrOuvL586BJlt0F144r23FOdfkTBMA5TzTW7bngCbEywRIdWeX3tMOgovngDiP1J//4UlzoGl8arIBJwfCvTmHJn20twdNAUvSx6i/h6i/jygLo8kWZ1CbYeoBFMPajPWll9Xmnbb2XJTpIPiuuqT9CvUr/7JauW6iFixdVbNbHQr2dlG30O7qf7UDLMAQXt7SYwB5RGyJARsMunL1AmgaaPK23JZtbRG3sFu8G2jK97t6zxHDGqMqHlCBt8+W2KbTV+QwzgAK7fSVsgae3GS+eVu7ZdxFh7ltXP8+9Lq59zABRMAZfvgYB77ygSmyDMk/VAwZo0PnDFSAmdBHT+UZpzEHTEReOgywlGesGS8Z9JdychmbcrIJw0fdtOfZ0e7tMm/n8dl97NwS2S0GFosYEAuWfHmMMx0JjTUGXBhDK25cQJMwY8yCg088aeQxXrIDg5sAp/4lBiAzPAI08zyTMQsr2RCjIUw/6sjTHxnonMzKkboBGzFC8tTXTnv50ij1o58YBAts+hZqQzZkQdaOTpCykL6VqSccLsaRQai+umSme3yi/4TaInzIg8TNScY7jMuj08xVnlV5yqSVhScZog9jDP+hDoxDPiARg8SoiMuL8RWPp0LIAObXPeObMyp4S6vPyIUvfgybtPIAL/zpK4Y1/TKu4jHw2oWXUDliOBlRdaWHgEL/0kJ18Bq2TXs85KsbkGAcZKIbOqI/aeXa6S/8E5cO8ArwUYb3kFeeyzwnw/nXDuGDn3j4ygs/YxFH0RFd0q25EQ+okAZQyE0OfLTJOIRkNDYyeWaMG6kfmdJ3+HrOPG94yaMzOtSOvjLOyK2eftLeM0A2ecaY/6m2nvfgXx7KfKhHTqQdHrxWeGdc4mQle8YjxEd77cipnrNLtuiAJOAIYLJdly27A4NPqwBMCLjiXRK/6ms3zYGogKYHv/f99jadz6vksyreoAOafvgTXqYn6tGf/GTuuoGAJltyyHUEQBMKaOJtEn/+5VfbpZa8V0CTg+CAE3rxtWOXWv6fQBOANKR4otSteqMevv+OOuOjp9Sf/MEf1dlfPq8WLVrWPE225xYsWFRf+cqF7VwTb9PnP/8v7TD4WWed051pGnqbchCcdwlACoCKB4qnCWgaW7+snWkCliZnpquBp9mZdrllvj3Hw+Tbc7bkXDvQPE/beDiOfcwzRtkC6OHhEWJUG1gZfP7Dzc8NZPQHwb09t82N3DtCl7UzTYuWr6mZLTtr91cdAO5/vfeGIIaekc72GHASkBTPSIALIymvXTHQf4iXUSNnk7U/PB1+AABDy8iKBxw4z+SDtXilD+PD35gSAhnqAlfigJotOR9eBWSAJt+mawYG8NvZXTsAHCFjwosMxqp/21vSygESeXRtAYiRY6wZogABHiegKXnKLRbNaA0utDRu/aUv/advfRkbUAo0Gi+dNNDRH0iX1lY9cmkrT1v5Kfe2XwwkmWO8GUmLi8XBwpdxKSevvMSlMwb1QhmbMnOKfwMVQMhV1zQwShbzYaxkIq+63mIEmsbbB3CPXWpKj/iaJ3omh7Dx5cHqQQXZkHKLXJ4p7chDlsgsNN7h4qxNeIgj+th5WedtkVZfHrLIpp58C6rFFEUfnm9xOlUX//RLTnFlCI/Ioyzj8tz4v478AThDHZDFIm9c0ZP6KPWF+EQv9CouP0RW8aEeo0/yk5MRjEGM7MY8NMAxcEPQxMABPiHgKUAqv/bxHhph7RkppK40wsu5FvHMSdrFoCXUlpFMmpwoMmsHLDDG8tXHP23IJC9jDh/1tW3Gszfo4uqTyXzESCcu1EY/niHzLy/zJ64fPMyBfHF56puDPD/DZ0Vd9dQxJ/iQX0hefPDQL7nJKa4OGVH0YH7oVb0AEyHeecYTaqOePhJm7JEl8muj3+gs4yCDvOhVHbzUN178Irt5UIYCvslq/oR4GDMyPny1wSu61J8y7bM96xnXRh3lSNwYIqdysiH8Gu9bvt6AE7CEAqAO9GDp7Z4mXqacawKabOXJA6QcBkfAkysJACZv0AmBpgCnRx97vL7/2GMNNPEuAUoJszWXt+Z4l4AlAKpt07XPqLzYrjAAml4+9Prcuab/DDQNPU2JN48T0PSrw/X4Dx6uv/ijT9QnTj+jzvzSOTV/3qJ2pmnpyEgtX7aigaZ/+7cvt7fogCYHw5unyVYcgMTLxKPkniYASd7JH3hnffzk4+v0k7tPqZz+0d+pEz/wG/Wnf3RSTU6uqomZmZrc6Ovq0zU6NdXuZZrYOFsbeJ/6t+eEPExAU7uvaas3sbbXxq3dx1JjqIeLoQsdGVkAI14Ixkqe26jbvU627HynzQLN+7P78hpZN1qLR1Y3IGWBtphmIfcw88Ywfoghd34ISGnAqD+kLR+lTgNQjH6/NRePE7mRfEbCIWmAzyLuHp92t4/vq11xZRuDvvDCO4CNEUbS8oElsqgrZMAAJZTPswBR+vX2HN0AGN6Ms4WEjz7cXcQYbaUjhmZXZ7y9Rs9D1QzT4NxJDLOFDBmDMQ3HmrwGavu7pPDCM3omF17ydvhV1p9LAfjoB/gByGwPNkAGpPDO9QfDjQUFeJnzBqYGb7+ZVzIKLRwWJ4uUPOMajoHMqS+OgBnPhLj65M2Y096i0xby6zqDQPaJ/oO+xuAeLVun+OAH1AZkNmPePs2zraa2bGvXPewGPvbsrcv8grymu+27zUF/NYD+jIUsea4CBCKjMnH1jClxoTQdXLr3qrryuuvb8wC4X37VNQ0sCy8fHH7Nom7BthiHJz3on27IFANgIRZPXoxd0nSlLRm19dx6dsyxdPStXBv9W9At5NpKq2ccQrzEyeLZ8czQM37+3/Breu69Terim1D7yOv5QPpjWIxFWt+IMYthEWewGBdGLYaNsRoSI814Bahog4cwYAYvRlEdpH3OtUQHdK8NucyFeOaEbMqjJzJFfmX6UV9cGdI2fZFRXngKpfFMfXHE2JoHvPQhDy9phKf25t38CJWTjT4TKpNWbk7xNA/S4p4zfakvLj/zpFwZ0qc64vrJ/JBLnIzKomO6FacTcfICTWTQPjrAV3t85KmvPPzUNzfkigzK6Es7YyOn5wcP7SOTPtUjV8YylDv9kVO+MPIL9aNO8sOLLEgbYzI+uvN/r688y+S42jYpne67uvZcu7+tBVfdcGNdc9OB2rv/hrr2pgNzn1GJd+nqG29uwEma5+nrzu7dc1/d4mbwHhzdfn93tkk+D5Vtuv+wRffIo3NeplxyydP06I+faJdd/vCJ7pbwx556ph578unug75PPdPOKbkB/NnnX6if/eLF5ln6+cuv1jPPv1DPvdC9PefzKbb5nGl66eCR5mXqbgbvPqHCc4QAowaKjhxpW3GvHTlah46+WQdff7Pd1XTwaBe6r+mNX79Rz//syfq7v/yr+oNTP1Zf/Ncv1gUL5tfSkeW1cuXKGhlZ2bboXDMAMPE2ifM+tTNNAU3ensshcOebTj/pPXXGycfXH3y0+2DvaaceX6ec/O76sz/+SE1Mrm4gaXRmpoUbpqYKeWMOjc3MtBBgylUD7RD4Voc7uzM1FkMLYIxPMxiDixwBCsDAL3sUL8V0e/XdL37gakfNeMPs0itqxbrRmr94WVtcY8izwHrIGBLgBFByxmjV2MQcQOERCXgSSquHxjduaUbAr14GAVnEySvPYp50u0+ovbnXGYtL/fq/dn8DfGsnp+eAE1BmPIDgUKaAOv0zEKOTnacJWEKMMw8HkLit9zABTc4rZXwO0xt35LOYtfH3IEGcAaOjGOOEyhgdxPDlzA+DhOdsf6ZK3Bttbc4Y2t6AbevHjo8DuvTC8NGZ/sy5LUfXJkTGZgD7izoDmnjGGni6rAOhkS+yZQwWOYuI/Ev3dJ4QafIat3b6kSaLvswZwkOdNpadl84t4HhZzLNIGpO52Bgv447ubI12+GVe8McXaJ26ZHt7tszJpf2VD+7LMk/aRObMjQVbHh74Jp+MZBdm7MrF5SOyXsZIXXPdMbr2unbwnz53OXTbL74xchbZLPD6wk//9EUGoTz6ZQT0IWTMLPDikSeyJA8/c55nxzMylBnPIR/t9J3+jQlPbTwvQCkd5/9MPp5kVFc7PKVj+MiLR8oYHnJnTsXpIAaRUWK0YrwYRCQvngFpRgvFo8G4xtiphxg+eUgbACaHyBlXspKP/snQDN7gXBWekZeexBl3lHT6TD94iJMNoCOfPiMnOTJGMqqbNDkijzgdIP2lTnRA9rRnsOmbTvMsKjefeV7EkzYX6uoj7dTDR75QmfELjTVyDmVJOV3SrZBM4saJ6EB/eKStsZgb5fimLKCF7J7dyElGulcXf/0qkyeOb/SuPHpRJl9/wvRvbiKr0LOX8Rlv6snLM4SX/tTNcydOb+SjM+Noc7b/xtprLq+6plFe/smWHK+SM0mAjwPdPEe8TUBV0rfcdV8d8Ny4V+qu++ob9z7QCFBSH7gSz8FwcdcOtEsu+zNN+bzK8N6m3BLue3Qus2yXXz7pSoKfdxdaPv9iO/Dt/JIP9HpTzlUDSecKg+H23Atv256bA02vd6Dp1cNHG2A6dPSXLTx45BhoOvKrN+q1l35Rn//U39XHP/Th+tzn/7kuWrKwFi9bUitGVjTQ5NC37Tjnmj73uS/MHQhvb89lK667TqD7bAoP1Mc+9Nt1+onH1RmndHmnn3p8nXjCb9af/+kpDTQBSaPT020LTihtO842nM+oJB4vk/zucPj2ZvwZohgJIXKHUEASLwNQgXgdGNHOM2Nby9bQrprYbOvHttSuWrlhvBYsdRC8e8MmizWDg/ALEItnh2dmDhz1wCmgSZn46MzGZgCACDKjIXBqcvdbMvpsIICXS9ydOVdd08AfTxIwhIAjvHmVnHMCqITyyajMVhziZWKEYoj0x5Oz7YrOM8Mw6wPQsB3HwxED04x472WJHoQMjAVCmLiFj+zyLWLiAbYWFOV0oH9lQv3EgA15ZfER4jE8I0UmbYfGL2DJVphxGJM81C6SHIA8xhBf7WM0MyYyyFOnzXk/H9Lykb4D4sIn8loU8RBalIwTn7SL7PSAh/EbH4AgbZw8e55hc2sugRnzYxHjdSK3/vDUj1A/QmXimZOMJzKpMyTjaobqqmuaVyvAbO/1X2vnD6Tp8quDN6MswhZziy1eeOMTWfLMGLc8Rs/zoL52Fmj1jUHf4qmrHp5ATnRC3/mf1BfSzoIfg8oIpMz4h3rQtoHWHmiTSZ8IHyTPfIWSRy68yc4A6VPaOGK0GCmUsSUdA8fIxjjLEwdI5NMFAyc/9aVD8mLsGHLbevoxbiEiVzN6PXCSF4PIkJqvGFX1jAWlT/IGEDDc6TPgSZ/y8CJXxp1Q/+kvYEUeOaIX7cTla4cip7HQc+YDrzwzQnNB5yjzJB+pa3zKpKMLofyMzbjTp3zzqIxuyRZdZOzmRr/4G3fGoq508ugNb+k8u5HVeMikjn7wkEdH+ldfOzzpXUhG9eWHtxCRaUjkVy9jFieLftTHT1q5tPrybPPKMz7yDefs6htubOuN/3trjh/sQBHABDzlg728SkAQsOScEiB14M676+Y73M90zxxw6jxP9xdvE89T54W6pwEnW3R4uHLgwe88Ut/67qPt4708Tc43IQAK4GkHwp94qt3d5I267hbw7rtzQFIAEq8Sz1PyEmqv3QtzVw74/txbzzTxMmUbrt3PdOSNzsPUe5qAKLeDo4NvHKmjR16rCz7/xTr1fR+of/rMP9ZXFs6vhUuX1PJlIzUysqpdL2BLjqcJaPIGnWsI3nK5ZTxN2Z479YTfqt876b1te66de/rIe+pDH/iN+vQn/7gmJlfV2onx5k0CjoAmHiahs0w8TULepSFt2bmzZi/ZNvcF9yyoWSQtxH6l88IASkJgJ1s1AFQ+sgs4TTFcO23d7aiV68dq6co1c0ZnyFM/8VoxxDFqgEy2zoAZYAUBVc0btH1Hjc12v5oDmBiDGAR9WNSFARAW/UZusQZQ+o/j6of8+AuBNWApHqiAqXigAKY1oxNzoIlBZqA3b9vVtmJ4mhhE/P2D+EdxWzf+kcW4yUavWdiE8hA5yS+0oPlHVC7UFjhgzCwkFgx15aUtvuLqiGsTYCGNr/p0p0xanHzK8dQWIL7k8k5XxpHv4wlt4Q0NKvnCexiXFzmExpMxDeP61G4IDuSFMn5tyIsAAaE2dEB+45LWV/QtbTvPM+sZMhcWLsBJaDz0hbd+6FWc7MLwUkc5kq9/C6R0xpYy+TxNeNNd+gKcrrz+a+0Z4fG00FuEGRL9CqNHY8/cmye85cWoxVBrL04X2qpDPm3FLeDy8/9hrvN8yQ9IM4b0qX3GKM/YtVFHfUQe+foVJ7989Y1f/3jIZ8zEyS6UZmTIzeCqz0DFCDNGicdYxcgxhgxdtkYAJiDEVps22sZgAykxioysukLl8fyogyfDSB76RPjok1wxpOaLvKlHt8aB5DOg+hOiGO7IG08TWdNnxiktHkOtD/1FT+SLLGRTX7l62umPvNLkyvxF5gCbPGd0nnkyZ8PnShvzl3miD3IIAyD0pR8kP7KRhY4ROY098TwHZFcWHeGNrzR++sfPWHZdsafJQb6MV11zqF/5QryVa48/Cn+hNvpUl4zklx9QF5nUybyri1/qaodP9E1Gac9fnivjjW60v+r6r9VXr9tfe667fu6Hmh9r0gFNANSBO+9uAIjnCGgCrAAqgOnWu++rG90FdRdgBSg5EN6dbQKc1POmHaAFRDnT9M3vfr99j85dTUCTEGjy1lv7aO+Tz7wFOMmz3eackgsweZa6bbrO4wQ8AUz5eC8PFdDkAHg+2ptvz73Uv0GXQ9+Ak9vAj7z5q+5jvYePFsAU0GS7DmiqXx2tkfMvrFN/9/31uc9/ts6df2EtW7miVox023MLFy5uh7//6Z/+uYWuHPBWXdueA4h4mXyg15km6XYFwYePq0+c+r76vZxpOvX4OvXk4+p/fepPanJqTY01sDRT6yYm5rbmgKVQrhrIPU226jbvtMW1raY2dltzjE0MzpZ2u/euZmyACuAhoMkvdiBGPrA0yRDbmmsfxHWYelctX7O+Fi1f2X7xW6CRBbYZeq8vD64xwIdn6z01ugAAIABJREFUB+UsEf7xBMXgSQNN8ZYEMPH6MC5k52FAMajys8C3b6Pt2dv6BprC17gYVMCJR4s80vLVQfrM4W9bFDkQrq+de66cO8uUXxW26Zr8PuXiTqXBp1LEGSH6iE7IS1b6US60eMVIMVD4SFv8sjCSy/aaMjpWT1u88KQbZeK8ZAFZ+tB39CSO9yX9IfB4mPyTAwDA7W6ekoEHLPMq1Ke+M07pzDm+5M2iHQNtfDGwmacYcPXFUfSA39t1lLFmjPo3JrLsbN9B7ECT5wnFy2Rcl/beq9wtRAdk0zcSzzjIgbfQeCKTdOrKY4ws5s5MeRaAM4tkA037b2jn3Xia9vVGmnHAT9/GFv74yNe/PLzVZQAt5uIWbnFjJWv0TB71GRNtPSOZf2HmTX1xofZk0A6ZK4S3OvhEN0L58tJ32rSx989n5ht/+SjGL0Yu42G4YohivBglRohxY+Tkq8c4yQto8hX4GL7UFaoX45h8bQKWgCdx/dAVQ5c+9aWtPLomrzlRL3qne/nGoL62jGrk015an+mLkU1d5UgaqduM7eAckb4jgzBGO/Mk/fZ22pgj+o6M8qSNIeORxscYQqmX8UrrFxm3+SCrcrzlKaMDcfOQuSAXvQ+BU8YZubXRB90FJOIrnucGb33IC2XM8rXXxtzgo3/l5kE8z4G60XXkJJs5MK7UVyf9kC/zpE7kDi988DCvea7UV29v/3/v/996Y+3JGpStOOAJWAJ4bNftu+HGFnbnmjrAdB2P1n2uHOi254S33MUTdVerK+Stsj3X7mv69nfr29/rzjUNgZMtOm++ZXsuXidgKt+nA4aAp3ys15UC3Qd7X2oeKHHACtACmnibEE/TC6+9Vi8e7O5r8nZc3qI7ePSNbksOQOopXibh4V8erfrVmzW5fGWdfPzv1mc/+5k688Lza/HyZbVq5apasXJ1LV68tF03wMtkmw5gaqCJVylvyPE0ucxS2pbdaSceV7/34fe00JUDZ5z+/jrl5OPqr/7iYzU+vrKBI54loMl2HLDE6xSwlO04oOlYXncQ3FtvFsb8Wo9hsmAHNPAudSDp2I3dwBHPEg8T4CSNxjdtrcUr19TCZSuaocEbuBDi2Twd/dtawMnQw+ShCpgBYACPgJhR6dnNbdslnh6ggFGweOMrP94TfTF0ypCzR9lWBJD03QDRoE9p/SGykEHIKLsjauW60UY8T0CUvnxgF0hiJP1ziAOFZMcv+iQLiiG0KDBUjI86TS89yMsYlNNbxmGRs/DFwGXcAKT5i47x04beyY6AJvVSpi4+MZjk4EkCkhDPGXKwvQEnb/31b89pi7Q1joyNUQ4pI2tACNnF1dcXSjxyC9tc9bpSzvgK6Q1vY4oO1TcebYTKlUmj7f21CeaQR9P85LyRRcz48Ubkk0Yx8MaFb+RrPHOAv+9THW0t7ozJpVfua89Czre5yNRiKNy1d19dvq87fG2BR/rGg9zidERvZJAmD/6MQ4yYRd0irk9t1Yk+xTMevPxPmH/PlGckz4N6GY/62meuEoa3NBnMhXmVL08beeQN0QE5GTEU8BSjzcDF0JEf0QMDJTQuIcMzNLKMESMlDBABRnKoOwYugCnGMgYSv7QX5/3RVl/GRqfaKAuRn9xD46wfdTMGMio37vQlxAM/RjVgLfxTz1gyRnF88A5wSKiv6AQPujZ30Zl24kL6pPPtl17e8vDI85w5ybjIjDK/+lGXDAnxlI8yN3hm3uTjQf7ImLhxAhRImXrq0w158cgYxDN2cc8nuZKnHR7S+JJFnHzkUde46CdE9/oiD9JXgJx4dJ/5wDP1letTH/ipq572CeWZW8+RrTrPozS64Zav11U33tx+MPn/9wPKj9F4k3iZAB4ENPEcAVPi8TAJAaa7v/lwA013PfTt9racOrbkELCUSy59k+5bvVcpW3PAkq25fLw33iYAKQAooIk3CWjieQKYeJIApWzNiSuzRTcHml45VENPE8CUM02vHu0+lTIESf8hfvRQ+dsxPlUfevd76u///u/qS185t23PrV61ulatWlPLlo20w9+257xFZ3uuvT2XrThXCQzvaWqHwz/4rjrjpOPbFh3Q9LFT3lsfeN9/qf/x12fU9PTa7gxTvyW3YWp6zsMUsAQoiecAePJn+xu2Y4wYCAurBXxzf6cPgwMEDD1M4rxMOc/E05TzTJNbt9fFS0dq8ciq9mufwWmGrj8rZdHGz5mZnB8CMIbeHfGAJnHU6tiO64ETAAAIzG7Z3sCAuPMbQFSMqXE04sXxBttuIK/zOmSLcGLLsesHgJyQPsWdS6ITi5Q+V60fq3XjUw006QuYYgwZSf8UGRsjPeFm897zxdDEsOElTd9CaXG6ESJzIjQWZCGMAbKgMF7S2hpjjKG4frRJfgxmvA4px8Nig2KgG2i6cl/zLPEwAU3I2Npbf/0Bc/zJgSIjmdv8Di6YY5DwJ6s+9Jn65Ij8QvlCRC8x1NpHJwGCqWeM0eVQX/Lbm3JXXdOeXd8uNLbL+0PaxqQ/MqDogIxktcAbj7lXnnlKG/1nvMZkoddmJ50Cmlfua78ueZnQnv4WeOUW9yzQ+GbOGLoYC3XIoW/88ZbHSCALtkVd+8ydesPxMHwBSkLzH/1pN5w/48EH0QUyVjzJgcyHeslXxoCTawiaoouEw2cgRo7syhk8BoohYtgYLboxPvmMlrwYNvEYp+GvfAZVmxhMYfgl3hnPjhcegBM5jONYP7Zubmuy0ZGxKUtIJn1FRnKZG/oiG4OpXJz3gYwoMkRGsuCR50B9sqB913XeE/GrnYkbHGjGXzoy06c0uRBZ9vBsXLmvtb3SOb4e2ArpWx3PhjnLXCvTn3GqIySreCdH54nTR8auX7zUybiif+ACkffO+x5soEI79TOe8BIaB12Key7IF5nkIe3wx1NdaaQ+eRHdKzO/eU7oWrvIqH3GoK60OhkrHnjSsbEr0za6FmqfPtVRrh0e2nprjk2wzvixzi5YT62jzXO/t3uL3A9TP+T8oFPXGqXdTuum71d6NvF11sv8eD7681J+iNnO46VyJsp23dfvurc918Z0a/+MC2+/+/6696Fv133ffLhdS8AL1e5vevzJ5n0CogAi22+8ULxNQBPw5BC4OKAEaL0FNPWeJl6meJqcY0K26f4zT9MrR15roOnKLdvqg+86rj796U/WeQvm1aJlS2pkuTNNK2vJkmXt0yk8TT7YCzS9ZXsOaMollrmGQPp0t4Sf8t76/Y+6luBd9cHf+S/1qf/5JzU7O1prNmxoVw3wLrlqYHzjbI1tnK3pS7bMXTmQt+dyGLydb+pBE6MaI90ATv8qeweOujNI4g1E9L/agYJZ23jtsK37lrxh5zbtbbVwZFUtW72uex3c1hIvFC8BwMQg9h+ItSU3PPwd/gEugBLw1PJ9XsWBcMDJIW7gCdhqeZ0Xat3YZNs6YzwteBZ4BsnY2mv/rlCwnch7BJy4J4pnafAGXUCVPgMUY7AZHsAJOMsW3ejMpvagd16s7q4n40PNazX4hc/YMErurSIX+VDkJXOAk5DcDJv8GB4hsqAow88/tzrkC0DCVx5DCVDGC0cG7bXBI6FFCj9Aw9aV1+ZtaQrlAQLq4hvDLI6fdkLjiJG2GOMfefEXJy+5wkdcu/AY8s448VEvOhmG4SUPD+3xpt/m9dl7dXsOXU8AsFzBoNhqbDoDFDqgQS4yklscGVM3xmPjxD+y6lMdeWS0iNKRc0u51uBq22iMi0UUULv08rq8PwBtkdVWX8aKL3nw2nP1/rk8MjFwFuMYCou0OPmU6xfhJYzRUZ7nwjMQ0DTUFx0ah7YZH3kyLvzIJGx67Z8ffRgzQxj5yJj8GGFtM5eRX5m6jAzAwHgNjRujhOQFdKQOg8AgM4R33PtAAyd4qBsjqCz1tRdHN97atRO/9Y57at913XUL193YeRK+dkvnqSCn+SBnZyQ7o9nJ1G376JMc5pEe1MvhYPyAspu+3gEmoTRZtNFPJ483zBxmv6Ouvh54AA54jnhSOoCmHwQ4aGvM+jFGdN2NXrHnceGBNA6v8DtYDYDwBNEz79E1tf8mvL7e5su8mHdzYy7wN96QPsUDjPZe251lMl51tU17vOhGmX6vuaEDlviSybg9s54Nzxndiiv3nHkehZ5Xz6h1LM9q1nBrmXj3f7KnlXu27ThYk+0E5LiGtsrU99zLt3brR154WXuMQZidC/UQflnPlCPtkbVZH+GtTB7e3qpuHxLvgZKjHtnBYFea5/7y7jwvgGQLj/2wWyGNLt13bV0OjLsWhAfRgfM+78r917e6QBOPFRDFgwU8feOe+2q/Z8X5r9vuqFt88Pf2O+tm/zP9dRvA0wPf/m7d8+C3GogSf+g7j7S8b33v0XYuCqgCnuKR+ukzzzWP01O9J2rO0/Rq52l64dXX6kWfUzl0uF5zmeWR1+uVw0daePB1W3THyBUEc3T09Qaartm9s0747XfVpz79qbpw0eJatHRZLVm8pIEm23PenPPduVw54NLLdwBIvE0AEnLlgM+n8DSdctJx9ZGT3lWnnfxb9YmPHlenf/i36sTf/a/195/6y9o4O1Fj4+PtUssNkxPlQsvR2eka3TJT41s31vTW7ntzOc+UsPM6dQeBTfbbCcjJuR4hAGHiAybiZbIlN/Q6bZjZVAtXrqmla9Y3ELWx38IDqqb6t+sCRnLwW5gzRfhnayseqAAZadt0oxu780fNA7W5ewtufDMAtaXWjk22N93yD+Mh9kA347rzmAHJP9HmbTtr0uv3/RjxFEf61ad/4OnBm2fS+WeZcF2De314dtoWoLcDAaYdTS+btzuw7SJOYINnxkFmW27dQVoLRYAOmc3D8J/TP3TGYnFjuJCFI+OSttjgo71QmbEbJyIvUq5tDJm2FjFpxABbzOQ775NyfWeRJLN4Qu0tJGSgZ4uJMrxi0NXBVx/aSqujrj7Sj/rkw0ueRTULq/HIF2pnnEi9tFGOtzRD5oJJ37Br/C7f0wyAfPPQARSLOIAHNPKyAKXHAGnGSGY8w1ufyqI3PBEDs6c/AC0kezO8/ZaONvQALKDwk6ffK/bhYxvDL9brW97ur/IQdFsRjDnDxOAyaunf/ES/ZBMPkMlzRWd0RwZE1/pXX1x9fJTJMx5AQB4yt+obo/oZ89wYB2eA1CGnMDKqz9gyrvpqeuk9DJ3x784wGZc6jKxxAkMhZfIQT46Fn0dBXTzUA6rU0780gy0EFhAAc/3NzqPwCjnYTKcHGtgAXpJvPswF0GEuzAkwgAADae2Q/2318Q946cAMb4wtSOMhk21VngljdOcS7w6g6dA8EOqcm/87IJpXtpur/O9lTumua+e+MecTeZv9cPJ/CFAw4m7av6TGpv3f76p14y7n3VITs91bptbKJStWN6857zmSB4CMrFk/ByKkHUcQKsdvw+RsrVo/XiNrNtTy1Rtq/cRMW+cmZrfU1KZLanxmc1n7UDcGP6y6H4vG4ken/jyPftThK08f1ilx+fr13Aqzpvk/9Hx7HuVZ35Qj7fH3DOd59fxpg+hNWh3PJn16Lj3D+R9QR5k+AvL9r3p2PWf+J/LsyktaHc9ZA483HWheIJ6gnGvkUQJucicTz5BtOWeYHOY+Ft7ZDoDbnvO2XA6Fd4fBbdl5i+7BRtmiyzadrbp7fMD3e4/Utx79YT38o8fquz/+ST30/Ufroe99v3mJnG3iVYpnKVt2vEwhHiUENOWw+NPPPV9PPP2z+tHjT9bzL71aL/IyvXq4Xj54pF589bV6+eChevXwkXrl0OE5kn7tyOv/r/TK4Q40Hbj2q3XS+95df/M3/6O+fM4FNe/iRe3tuXXrNrQzTcDSZz7z2bntOZ9SaW/PAUkOgTsMDkSddtJx7VzTRz787jr1Iz6v8s4Gmj5+8m/XSe//zfrfn/xvNTW5oUbHx9o35zZMjjfQNLZxujZs6oDTxu3c8jw0G+e26GzXbd4BFR+748iDaXEVBkABMMAMsBSgk3i25Jxpct1AzjSJLxhZ1UCTPGBpSPLwaABo9q0XWgIsygCWtr3Vp4EXsiRsYKk/MxRgwyMF6DGi/nn8w/jH8c/hn4XRRMqNUSjtV4GLImd6T5p+uVIRWXKWKm39U9IT/n6NuNhzt4O7DIuzKP2vg4CorTt4knaXb/BZIP3aY6yF/iljfMkaecmMAhLy68g/d4yNMfkn988uT1x7ciozh+L4DBcX+epbFBhA7ciBTxYR8SwkMZjqiKsv1DYkbSFSR6gPfaqrryxI6Us741bPwpi22qufPtVBkU09PCyU5jDPbObanJqb6I8e6CS/DvHSh7Hhxcjlg9IBTRZ24AkP+suc6GM4H9LJ0w+KPrU1Nou/X7T6xYfsysJHyDgYh7bAtWfDswK8CZ053LTNIfFuvumGjozBgm0cxmzs9EImfeYZ158+bJevWLuhvAXq/4OREipjvOQzPnh5xhGeQnVS15jkaRMPphDpV5n/C7yk8dA+5wDNRfL0pQzP6JPc9J45Mya6RPSlPP8P9Ekf9Ku9saLhvGs3LKPP/HCZ3Wr7dXutG58uxj7PglD+mtHJWjs2NQcQRqe8TGF99Mbm9gYOtDM/eAAOeHuW9KOeMHOoDZrc6JJQ5zutzdYjXgsvbvAEWsO2NXmk6dKYM5/G4lky7m27rWtesHEJrufEEQJr+O4andpcY9Obmlz6w1df+jUu82Me6JKO8+zQHX2aA/pFnrGQvq1dwL31LLoEDAFJ+QGZAZid986B/g7oxzuX9UYfAAcgkv/1gBL/r+p53gESoCVgOJ4twEY74CWUMiGALQzgxkNaKC/k/ykgKD9OAHF50mTSLm21NxZ19EsuvOTv7z+TwhMEJA1fCgGcACSUbTWh801d/p1zQCnXDniLzjUE3qC7/f7uDbqca/I9OgSA5UB4bgkX+pDvd4CnHz42tyUHDL2dgCOgybkm55hyCNwbdLbnAKVnf/5C/fiJp+rfX3i5XnrtcL3wysF66TXgqQNNQ8Ak/v8VND1w20116oeOrz/90z+rs86/qBYvGWn3NK1evbby9pwzTRdccFE7z2SL7h0usRy+PSfetud8f+6k4+rUjwBQ764/PO29dcZH3l2nnPBbDTRNT43W1PRUjU16JX6yJjb6ploHmtZvnGqephz+tkXnqgFbdM3TtKXzTPiHtLj4J0Li/pkACAAGeABaAmg6T0y3HQcEOfzdgaHubNPFy1fW8nWjbT82gMnWXTxS+PIuIQAIAWeAVICRvgAh+fH6KEM57+QQufLwsmBb3C3oFhuLckILroVCGbJYS3PBjsmfmmmfWHHZpk+tSK8en2zkV5d6wuWr182da5K3Yv1Y8a6td9B6i2sG3HCO32xtaL+gGBeeHh4rrmRGx6FsdyZtmTNG5GF4hOSLYWPMEKOTX2PG1OTujVXaaevMlbSQrMP2DKd2xs1Q6SdxPOlPH/LMvzDGUhzpQ16MLB6Mceopj47wyljIs2zV2lbXdRTervSyQGTSXt2m07Ubmhza5Jcw2ZThgb92eIjj414wfFHmSX1yKr94yfKmE3w2THa/SBkPxk64egMwMdPiK9Z2B/7xIRM5jMUcZGx4ixu7cmX0Tkd0Sw9kVSauvnJ8tJOnTDxl5PALnixCz0mMtrQ2ePsfNV8BEmTAgwx5VvGWJ6ST8+ctmNMT3clXl97VwwNv8y40DroyfiGSL1TGeAfEWD8YUwZXnngAu5C8MfwMckCzUH/aMTiMDdDDUDKiDGGMKMMZ45lf9tqIM6biiEFLXurJS3tbX4jBB0zzQyYGPl4i+cATgCAe718AQfKF+MkHlsRvuf3u5kmKN8mWIMAgHYoc0uTsjLUzSd0WrLHwZAELdJGxyGekGWsy82zxaAEstvOuvMaZpU5e4wO24y0DaIwPSLlibwe8AQFp/dATgKEv6YAYafojBzl5yPRt7OGNL8rWHI+auND4tRGf88QMrlLQr3HFqyPUV/oUT53MsTrykOeGXJ1sx66LMBZlqQfQqCMvwE1eZFKGv/Hirx6SDu/0L1+e9voRDx951/ucy403z3mV8kII8MT7BCT5VMoB22c9dTeBd5dauncJSHLdAI9Td8lld1O4MgApH/KVBpbibWpv0X33ke6yy0cebZ9YcYfT9/oP+ObNOQfAA5QAKGeVgKZcOQAsubdJ+PMXX6nn+vDxp55tcR4moOnFV9H/P0/Tq0eOtu257z94Z536wePr42ecUWeef1EtXLSsli1dVmvWrGtnmnysF2g688yz2+WWbgWfA00OgSNvz7U353xa5SPvqdM++t76+KnHNU/TaSe+sz5ywjvrs//wtzU7M17rRzfUhAstfXtu1m3XMwUwrZnu7m+a3XpJ8zLxLgFMPrDryoFJ3pnBpxYCmNy43IBU/yHbIZABZhCQBATxOAEKbfut9zotYhRXrqk1E9O1bO2GBqBWjk7UCCPB8K1dXwtGVtbFy1fUktVrW3z+spGat3R5CRevWtPyhQtXrKrlXHSrbPmta3FtkxYiPBlHN5HHIAulGVSGQfqihUvqK/MX1oULFjdDymgtYLxXrWlyXLBoSV20ZFmLpx+Gm9EN4TNv0dLG+7z5C2sxMLBhvI3VeG1NGv/8ZSvqvAsvrgVLV9Ty1etryQpGfW0jhpkxi/ESZ8wQY7tmdLyVSwc0kUMZQ0aGGMgYbqE8xlMbaWTsMaBChtJcx8Az5jGKDDODzPjJU1c9IaOJ9K+NekgZMGAM2ksL1RMf8iaXummzesNY04H6+sFXH+RD0ojXQp2ADHEvBehfHE/t1ZPXnt/eQzHkk1/UjLlfybw5vEu8AjwGCYEC7QJM4vFg5MWFQLk4o4/8+mfw/SoHHAAAcUZp6IXCW/2EARLNmO3jTeQJc3cT7yO+3badPMYM6YdRs7hLAxf6MG+IfGQQ0gmdihsPmTMecogbi/YxlMYibQw8W2RkxPSL9Ju68oeGlWHJL39t8REaXwCAOuIBRoxODuTGIMYgxRgxfgADUpZ4QARDmDNDw0PAtvG0VWbrDdAIeGHQbdfxhshTJs3IAy0dGGE0GfXu3FDqaZt4QII68r9+57114La7Gh918MdXGQCFX9pefcPX6uobbqj9Nx+oPddcW/v22767ueTTj2eIrswznUdPjDV5yanfABbxBmauubYu33dVoz1XX1N7r9tfe6+7rq689rq6bO+xi0b1EYBC9/rSjzkRmlt1zJk+A5qAyfQpDGgST9o4O8DYbY3ijw/QgSfe0gn1mf6Vqy/PfMtX11zKS7uAIjzyjAi1CfAZ1s9zlTIhXuEtlIdf5PIMovCJDHk25WuDt7xr+zfnACRXCwh5mIAnnid5wA6gBDTl6gDxgKTrHXp3Ls5beXfeM3dPk3bZngOeskXH2wQwIR/vbTeEuyX8kUfbxZePPPZ4u6+pfVblsScaSMrWHNAERMXTFOAU0CQEnNBPnnymgSaepl+83IEmW3PxLPEuhWzNHTr6xhwdfP3oXD3xDjT9un78nfvrDz724frYaafVF750ds2bv6hGlq9ob885CO6tuX/+58+17845BO6W8AaagCXbc7bpnGniffrYye9poOljp76nTjv5XfVHpx9fnzj1PXXKB3+rvvCZTzfQtG7D+towxsMwVZu2ewNsU01u21xjW2ZresvmBpS8MQc05dqBS3Y7nM3V3W11WDRjBICmma3da/fZluNpEs/WGW8R0AQsDe9qAqDmLR2phStW16qxyQYkgAgkDTQBSiPrRxvx6qAVG8bmQBEPEk+Pz6sgcd4lHqVcUSBMvbm38HpvSAwoA8GAMrrGxqimLMaVgZnecknjP7apO3RunB0w7D4f401CvBidGBjxZoxnN7fD8DsYRuc+XCFge4Fnbfuudg8Wl7xfrTGCDKFtGEbNghgDG6NGJsYsBk65NCCgz6SVM7wAgLzhr3s8lKHw15b86sX46d+CiRg2aQYTMZRC+XgoQ4wgA0imDnx0oIH88kLa4KGN/qSTF1kZZXH1Ai7E1U9f6uCpX+2NTZ74EHjoP7rDQ/2hzOLGEyAQ4wKM+NXsl3m2TuXpc9i3NB54y4/upaMzckeP6gbgiCuLXrXBL3LKZySu2Ofun+7wbsDSsV/zb/20BYMS46atvuThaZ49L5kTOs5c0UuejYTGk3Ly4+eZIJd0xiWefmLcGBb9qh/Dk/aRK+3UZWBifLRTR5qxiSFjlBIfGj9GOxSwJAQkhtQBpBzC7j6V0Z1t6ow+ww+0oHiBhCH5DH8AgjgAkFA9QEgoL7zUAWQAJgCtOz/l7S3bOB0NAVob48031rU33lBX37C/0TVfu76lr7q+Ow9Hz5lrugogENK3MjIIu7QzN/tr3/79teeaq2rf/mtbuPe6a+qrV+8r4ZXX7q+97ZzW9XPPK97pS5h5FUrj3RHQIt55k8SHaf9XIXJF1+TFJ3Ovv072Y+BEHXnqmHfpkOdO//KFkS9yqecZCpCRpl9hdBNeebaE+opMCfXhf0u78NFP6kcfHYjs5kFZ+r/maze2t2ZtzwU0AUt5mxZ4cnUAOtCAUgeeuvh9zctkS852nBAFOA29TNmS42XyHTqfVXGuCWgK8TLZouNpOvbx3mOgKdt08To5yzS85NLbc8CSM0zCx376dP3s+RdbOttzL7uj6W3ACWACjIZnmoCpYb2XDx2pql/Xs499r/6vP/1E/T+E3Yd3ZsdxJnz/K7vrsF7bEpUp5iBaWss5p3VYy7JEipkUxShyEjM5nDyYgDTAzACDGWCAAQaTI7MS | |
16056 | 26125 | 5934 | 15889 | 2021-03-24 12:46:24 | <p><a href="/web/uploads/15889/f54c14f663-educacion-fisica-sexto-semana-3.pdf">f54c14f663-educacion-fisica-sexto-semana-3.pdf</a></p> | |
16057 | 26126 | 6988 | 14367 | 2021-03-24 12:53:20 | <p><img src="/web/uploads/14367/65310f1075-maxresdefault.jpg"></p> | |
16058 | 26127 | 6874 | 14139 | 2021-03-24 12:49:45 | <p><a href="/web/uploads/14139/ad8bf5c840-actividades-de-religion-del-dia-18-03-2021.pdf">actividad de religión del 18-03-2021</a></p><p><a href="/web/uploads/14139/ad8bf5c840-actividades-de-religion-del-dia-18-03-2021.pdf"></a>envió actividad de religión del 18-03-2021, que pena la demora </p> | |
16059 | 26128 | 5763 | 14142 | 2021-03-24 12:43:52 | <p>buen dia adujunto taller de rpaso sofia ramirez 602 </p><p>profe le comento que no pude realizar el punto b. del taller porque hay un error faltan números ( esto siguiendo las indicaciones que usted nos dio) </p><p><a href="https://mail.google.com/mail/u/0?ui=2&ik=ed428c3ef7&attid=0.1&permmsgid=msg-f:1695136822559603605&th=178655f57a597b95&view=att&disp=inline&realattid=178655f015019a3b3e1">taller de repaso sofia ramirez</a> <br></p> | |
16060 | 26129 | 6621 | 15938 | 2021-03-24 12:59:53 | <p><a href="/web/uploads/15938/2d04aaa61d-camscanner-03-24-2021-1255.pdf">emmnanuel gafaro tarea</a></p> |