feature

Descripción

Espacio de nombres de las entidades geográficas del mapa.

Clases


new Circle( geometry [, options ] )


new Feature( coordinates [, options ] )


new Marker( coordinates [, options ] )


new MultiMarker( coordinates [, options ] )


new MultiPoint( coordinates [, options ] )


new MultiPolygon( coordinates [, options ] )


new MultiPolyline( coordinates [, options ] )


new Point( coordinates [, options ] )


new Polygon( coordinates [, options ] )


new Polyline( coordinates [, options ] )

Mixins


FillStyleOptions


LabelStyleOptions


MarkerStyleOptions


PointStyleOptions


PolygonStyleOptions


PolylineStyleOptions


StrokeStyleOptions

Definiciones de tipos


CircleGeometry

Descripción

Objeto de descripción de la geometría de un círculo.

Propiedades
Nombre Type Descripción
center Array.<number>

Coordenadas del centro del círculo en el CRS del mapa.

radius number

Radio del círculo en la unidad de longitud del CRS actual del mapa (metros por defecto).


FeatureOptions

Descripción

Opciones de entidad. Hay que tener en cuenta que el archivo config.json de una maquetación puede sobreescribir los valores por defecto de esta propiedad (para ver instrucciones de uso de maquetaciones, consultar Configurar por maquetación).

Propiedades
Nombre Type Atributos Descripción
data object | string <optional>

Diccionario de pares clave-valor que representa los atributos alfanuméricos de la entidad geográfica o bien cadena de caracteres con el código HTML asociado a la misma. Al pulsar sobre la entidad geográfica, bien una tabla con los atributos o bien el HTML especificado se mostrarán en un bocadillo.

group string <optional>

Nombre de grupo en el que incluir la entidad geográfica. Los grupos se muestran en la tabla de contenidos y en la leyenda.

layer string <optional>

Identificador de una capa de tipo SITNA.Consts.layerType.VECTOR en la que se añadirá la entidad geográfica. Cuando un objeto de este tipo se pasa como parámetro a SITNA.Map#addMarker y no se especifica esta propiedad, se creará una capa específica para las entidades geográficas que se añadan.

showPopup boolean <optional>

Si se establece a true, la entidad geográfica se añade al mapa con el bocadillo de información asociada visible por defecto.


MarkerOptions

Descripción

Opciones de marcador (punto con un icono). Para determinar qué icono se va a asignar al marcador, se leen las propiedades url, cssClass group, en ese orden de preferencia. Hay que tener en cuenta que el archivo config.json de una maquetación puede sobreescribir los valores por defecto de esta propiedad (para ver instrucciones de uso de maquetaciones, consultar Configurar por maquetación).

Propiedades
Nombre Type Atributos Valor por defecto Descripción
anchor Array.<number> <optional>
[0.5, 1]

Posicionamiento relativo del icono respecto al punto del mapa, representado por un array de dos números entre 0 y 1, siendo [0, 0] la esquina superior izquierda del icono y [1, 1] la esquina inferior derecha del icono.

angle string <optional>

Obsoleta: En lugar de esta propiedad utilice la propiedad equivalente labelRotationKey.

Nombre del campo del cual extraer la rotación a aplicar a la etiqueta. El valor tiene que estar en grados.

classes Array.<string> <optional>
["tc-marker1", "tc-marker2", "tc-marker3", "tc-marker4", "tc-marker5"]

Lista de nombres de clase CSS a utilizar para asignar iconos a los marcadores según grupo (Ver propiedad group). Cuando se añade un nuevo grupo de marcadores, se le asignará la clase correspondiente al siguiente elemento del array. Si hay más grupos que elementos en classes, se repite el ciclo a lo largo del array. La API extraerá la URL de la imagen del atributo background-image de la clase CSS asignada. Ver ejemplo de uso.

cssClass string <optional>

Nombre de una clase CSS. El marcador adoptará como icono el valor del atributo background-image de dicha clase.

data object | string <optional>

Diccionario de pares clave-valor que representa los atributos alfanuméricos del marcador o bien cadena de caracteres con el código HTML asociado al mismo. Al pulsar sobre el marcador, bien una tabla con los atributos o bien el HTML especificado se mostrarán en un bocadillo.

fontColor string <optional>
"#000000"

Color del texto de la etiqueta descriptiva del marcador, representado en formato hex triplet (#RRGGBB).

fontSize number <optional>
10

Tamaño en puntos tipográficos (pt) de la fuente del texto de la etiqueta descriptiva del marcador.

group string <optional>

Nombre de grupo en el que incluir el marcador. Todos los marcadores con el mismo valor en esta propiedad se consideran en un mismo grupo, y con ello comparten el mismo icono. El icono se selecciona por orden de la lista de clases CSS definida en classes. Los grupos se muestran en la tabla de contenidos y en la leyenda.

height number <optional>
32

Altura en píxeles del icono.

label string <optional>

Obsoleta: En lugar de esta propiedad utilice la propiedad equivalente labelKey.

Nombre de atributo del cual extraer el valor de la etiqueta si esta existe.

labelKey string <optional>

Nombre de atributo del cual extraer el valor de la etiqueta si esta existe.

labelOutlineColor string <optional>
"#ffffff"

Color del contorno del texto de la etiqueta descriptiva del marcador, representado en formato hex triplet (#RRGGBB).

labelOutlineWidth number <optional>
2

Anchura en píxeles del trazo del contorno del texto de la etiqueta.

labelRotationKey string <optional>

Nombre del campo del cual extraer la rotación a aplicar a la etiqueta. El valor tiene que estar en grados.

layer string <optional>

Esta propiedad se utiliza en SITNA.Map#addMarker. Es el identificador de una capa de tipo SITNA.Consts.layerType.VECTOR en la que se añadirá el marcador. Si no se especifica se creará una capa específica para los marcadores que se añadan por este método.

showPopup boolean <optional>

Si se establece a true, el marcador se añade al mapa con el bocadillo de información asociada visible por defecto.

url string <optional>

URL de archivo de imagen que se utilizará para el icono.

width number <optional>
32

Anchura en píxeles del icono.

Ejemplos

Ejemplo del uso de contenido HTML en la propiedad data Ver en vivo


<div id="mapa"></div>
<script>
    // Crear mapa.
      var map = new SITNA.Map("mapa");

      // Cuando esté todo cargado proceder a trabajar con el mapa.
      map.loaded(function () {
          // Añadir un marcador.
          map.addMarker([610848, 4741533], {
                data: '<h3>Ayuntamiento de Pamplona</h3><img width="500" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/4QAiRXhpZgAATU0AKgAAAAgAAQESAAMAAAABAAEAAAAAAAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcGBwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCAGQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0b4lWEM8/7rT3t/mJBGQTjtjpRoWiLqejWyXDZjmO35SPlHqa9E1S40XxLbTP8scjcAOOSTjiuZmjt/D0+1WhhRTuRWPy/TrzX7hGreNran5tKmk7nPf8IpJ4O8S2FwjTLa+YPNLcjGea990K60XUtCRzMjRMACMdT/n+VeH+JNcbWLDdcMDaqMBgwyh9BVfw98RoPC8bqs80wAJVSuMkfpzRVoyqRXcIVFB26Hp3xrs9E07QVnjijKFghjCjqeh5rxvW/iLHDpH2O3DFlbJkJAK9eB/jU3if4gP4o0bdvLL5jbuCqle3H+Fef3My5k4Dckgg9K6MNhrRtIxrVru8SXUdce9Z9zEq/PJzWbJNuT+RpJCGUnOPWoWkZVxmu6MUtEc1xgb/AL5FM89hLnc3tzSspZA1S2lozx+Y6N5YB+mfrTlYkdYWt5rt8sMMctxK/wDCvzEgd69c+BHwyGt6jZ/2rbstrDIxdf7zeh+ma8s8O65N4c1m3uoT/q5FLKP41BBIP5Zx619FeHfiV4b0nS2vbO7W1RX3hJhtk98D6d687HSmo2gtzqwsYt3kfV/gT4bWuk6bHIFT5lyhx2xxXP8AxO8ZW/haGOQKpYEqQOTXjup/txxXM1ha2u6FYl2SnIxGc9euCMDP41zPi34k3HiQCaSTdJt3L83H4fXg18rTy+tz81U9qeKp2tA7vxb4xXUV3+d5iyDoeoz/AIVwmpmSaZpI23Zz7EVydn40uL++EcirlhghCMVv6DqT/aMMrLGp6kda7HR5FocvtOdmp4Xu5ILyNUG7dwxzXc6eGniXd161wmsQ60fFemvpEOn/ANnfZZhePcNtCyFojGQqjcx2rIOCAN+TnGDW+J/xo174L/DjU/Ed14Tj1Gz0a1E85tNWDBj5kaE4aJXVRvLE7WAVGJK14WMzKFOUlOEklbXlbT06NJ6Lq3Y9XD4KVSKcJRu+nMk9+za17WueiSyzWcm7+H0qxbah9vg3PG8XzMuHIOQCQDwTwcAjvzyAcgeffE79oCHwL8NNT1yTQdW+0WtnHcW9vc7I4rkyFQD5sZk2opYbm25IGEVmKqcD9mv9p+P4++HfEE/2Gzsbvw7qraZO1hqA1CxusxRzJNBOFXehSQA/KMMp5PFZ08fh6lT2UJe9a9vIuWFrQh7SS02PTr5mjvVfkxnjNXraBbhVY8DIOKo6Xdf2jAxYfhWpZxbY9pX5QcV0zlYwiaVh/q+PWrzfNVKwTb3rSW33rnpjrXNzamhgeJ/DB121WNVVnLcZHNYbfs4XOpaosgZAGwcgfzr07w7p/wBu1CJFX+L869U8NeCWjWOSRfvd8ZrZ46VJWiSsOpvU+D/2jv2ar/whozahaTPNDCCXRuMd+Me/FfNc8TJPIG4IPIr9ffHHw1ttfsJrWa2SSGUbWyv3q+XPjt+wrp1+32jSbdbOUDLCIYDCvcyvPoNezrfeeZjstlfmpnxDLbkDdtbHbnrUJjwPundn1rsvib8L9S+HGtGxuo5GGGZX8shWwcHH0NcnKmG7fhX1cJKS5o7HhyvF2ZXI29O3vTipFOVMH69R61IR8taApEIXLc/hzSNFsNSpyaMFm5oKuRgttA5x14pRBkYFShfm71JEgyV/WixVyvGfKkqYdO9Dr8xamsCDUuNyrnrp8RTxo7bmjkGAQO2KzLzxBNqiJubcI24GefpWVqGrSea2GzzzjvVW2vfLlDNnuc5rGNPqVKZ1diU1C2eFpNrMp247NXParHNDI6ySbuehpdP1ZraXPzAZzkHvTb288+RmByrEnmqjBpkyldFF71lAj3Nszkr2NV5p8njPNOueXzVeQ5aumxncjmfcaagO0D/Jp4QHv+NIBtH8qYnIuQRxi3PmZDY+XApk+qeZbmHC7QMdKgLEimbcHOfxqOUfMRKSjBh1BzxU6TM7feLd85phRQ3605Bk/wB3vS6CZoafcbrgM3qM16J4Ra61m2jhhaRnA2gAcAf/AKq8409GadFC7ucYr3r4feGRo+mxqrbZ3G5z6Z7fpXlY+ooRO3DRcmInw/XT7aO4kjWMqvReucVkxa2tlqckK7mjj5Jz8u/2r0DxN5mn+DdTvo7Wa+k0+0luI7aL5pLlkQsI0ABO5sAAYPJr5P8Ah18a/H/xqlGreD/Auo+ItDs9WuIppLCCZlmtT/q4yY4JijlSGMgUnB2hW4L/ACGYZ7RwiSrJty2ST7q+yeyd/kfQYHJ6uKbdOyS3ba3s7derVvmfTmjeJZYrz99JG0LIoChDuB53EnPI6YGBjB6541/GmgQ/FT4VeIfD4uFt11/TLrTfN27jbmaFkEm3IztLBsZGcV4N8Jfj5ca5ofiKwu9Ht5vE3hGKH7XZ3F4to0txPevEkall5VItrEAGRTFMrorBS/XfB/wXqfwW8Q+RqCeG4bXxRfLqV1HZb7aGzvJ0LTHMjs0gYxDk7cZPbOPJqcQYCryJN+/3W3TU7o5Li6bm2vh7PfrocX+zb8BPjH8Q9ak+FvxHbwz8TvBPhnTrdZtF8PzNGYChV7UXlzcRQF/kRWESOWGYmcxBojJJD4xv/wBjHxxq/hLVPhXN4V8N6vrcEejW2leW+papPLGiXMkVkJpJrkRbYwzQl0EablYqYw298B/jdpvwJ1H4w/CtfEyyatp9jqetalr+o3vmPPcQ20creairCkbGeRUIjfKiNwcs5J9M+EHjTwt+0T4+8P8AxN0Px3qH7/wabC68KTXCuNMVJ0kla43gyI0U0kgBZsukiNkqMt+eYPGYmWdtJuMb8q1bslr3s72f9JH1mJwtGOWKTSb3elrt6eqt/wAOdr4c09rSVo2+YLnJHIz7VP4o+IOi+CdU0qx1K8S3vteaVLCAg5unjUFl3fdX7yAFyAS6jPNeV+Jfi1p/izzvEU2o6XoOh+EdRjjt7ua/KwT3LuEiEpDJnzN8YSI/e87HzZGPmT/gpcF8N+P/AIcfETXrfXZPCviyFdP1OHR2/wBIjvIBJHMkSs4QiSIlU3Ehgj7ty/LX1uMz5SjN4ZXcbfNaXa/L7meDhcn9+Ma75U7/ACfRfr+HmfZfw5/ad8N+M/DvhPU/tlpDbeMjfvp9wXeC2liszmZw1ykLEorIzIUDBfMcAxo0ley2WmtNDwM8V+Pmp/F/wH8avGnw/wDCPwj8K6roniDX7+30KLUb57KCWKe7Jt1WVra3SSY8pvkkLYiab5QSCf0X/Z+/b70X4j/Hjwb4BttDVbDxrbX7aDqsF6XEi2UUkoE8LRKI2eGFmxHJKFYqhJOSvDlObV5Lkxe90k+r012S7X2W9trHVmWW0ovmw2q1b8lfTd+dvl6n0x8PtDjtLtWZWbByM17BoFkTGu7kEd+1cpoWirBbq23kGvRPDluqwIx7jpivUr1rs8unCw248Om7tWI+bI6HtWH4g+H63VofLVckZyRnBrvre4j24IUnGPyqK7k+XpXPGtJPQ2lTR8WftM+B7W00G6+2aPHdTKGMWFAG7HOD/j61+ffi+CF9ameG2+xxs5/c794T2zX7DfGHwhb6/aSLNFHJHICpUjtX54ftd/AWDwXrDXVjD5at8/7tAqhQOSe/brX6Bw3mEWvZy3Z8vnGFfxxPnJ7f5c1GYt4+XkfSr1xYzRRq5jkWNs7SR8retFqghXlVJ719ofPx3ItN0htRnCL95VJ59hn+lUlu4ZdRuLVW/f26JI6Y+6rlwv57G/L3FdDol21vqS7QoHRvpWdfw+beyPwzMcMcYJ5OB+p/M1KvzGmlvMqrC273HQ1Yt7IsOQc1JZ2LXEoVfw4rqPDvhpUnzcZ5BAX1/wAaKklFalR1ORmhKn7v3ePxq1pumNLb7vLY8/lXYX3ga1SzLBguTkkmprOSz063WImNdvYtWMqytojWNO253nww+Amm+MPDTXFzJJ9sbLj5iq7OwHv3/Guf8c/CK38MW9xJHLNK0OG8sgDC9/rXtHhExajp7Q28ixyyHJk6bR0HP4VzPxQ8FX1lqKXC+SxjU5Zs7mX3x2PocV5lPFTdWzfyOmpRjyaI+f5F8s7RnOKj83A/2q9K8Q+ArXXbW1u41js5GmMM2wbUf/aA9qyPEHwwttEkRl1KOSL+IH7wP4eterHEQfqcUqbOHlO/rTNvPStq70NbeMu8nGcLx1NZjrnKr97oK2jJMykmis4Cg9qjzgj6VaksZGgaQfdU/N+NVVXK1RPmGN1NxkcfnTsFRntQvIqWVHYayg8d+9TW0Vbvg74aav47D/2batNsYKzngKT71r6j8FNb0fU1s/sM08sgGCi/KWPb254561zyxFNPlurmkaM3rYxNFAsx5sbM8+Dt2rnYPX/PSvp/9mP4L6/448GLqV1DJb28mfLebO+Q5PQH+dP/AGdf2GZdV0+3vtYlms57hgWhKAsqg5Iz069civS/2kf2wvBH7KnhXxJoGsTW1pH4ftoQmnWF0bfUrtHVGlJkYKsUflyBi0JeQKxIZHGB8DxTxRh8JT01d7aK+vZev3H1OSZHWxE9dNL/AC7nzH8Y/wBnT9onw7+0ZrGveFtQs28J6DJa6xZaHJfKf+Ekt7a2SaayhhiZ5PNnmhmgxJHGmScS/NsPyX+1xbat8CPjXr2j/A7x9aat8L/7Xi1zTIdK1iI21i08KqwDM+ZCpMcYOWGxIw3zAY908X/tD67+3oPGGr+H9F8ZT/C/wqkNxqGnaXrM1jFe3YCoqLeTozeYsbCeRirbFjUpsZi65Nz+yFoerx6tHKsdjfw3ot0jW7+12cKsMAE+SWZEaNScKxLM+FIDsPwrMuJqvM1i4/E+ZK3wp9LXvqmvuP1bLchg0vq7+FWduvn8tfvPD/A/g7Ur79j288RWPjHSLP4jfETx8NM1DXdeug1xpcCWheN2DjEAuLq+kMk0g2oLUHIO7GT8Pte+IHjvxj4Hnj+MjfEDVfCulzaRb6Tos8epajLE4jRY3itIZpGYH5zNcfIq2vzyo7KH3P20/Gvw/wDht8L734b+TqF3ImrPJrFz/aItrw3EEy2/yQNGzCVo45i3ymBQ8W2SQljH8feAvh613rbSeHtNvpGhyq3l6iyTR7s4IiH7uLKcHzC/OcOMgD1cLiJV8MqjXL2uvL70ediIezrqKfN/w5+vfxO8B+APgp+2PB4wfxL4D8EyfEHwre6f4htNU1SBI7jU71Jprq4S3lyqxmZYRJ50iRSFyF3MWz5z+zQPBv7Jlr8bG1z4keArO6+JEUlr4Zt9K1SDUEslWK7ETuYS4VpGlhAjQOAUHUcD877i90HwxIq3uqXmqX043zGwcSnJJzvlf5W2jkBAwzkFhipbPw/b6pcST+GfEkWm3jMJPs8s/wBiM7ZyPlOYmbjoWwfzFTRjWhivrjmuZ7+7p+d197FUcHQ+r8ui89fyt+Aah41+GOheLfE1r42i8XazqGpX8M8zwRreRac8flht7XEytJNtWVS6phRMyjeo219TfFX4kXFv+wzp/wAPl0uJdBurs63ZXlu/nGz2tNFNb+U64CK4mboWJLDaN5K/JXiK41bSPiA+veNPCWi+Kb+e6NxdNfwSwJqDsxL+YIHjEm4MRlCGA27WXauPpT4Mftg/Dj4tahrFn8SNQfSY9Q1H+0EGqw39yYZ5E/fyRXayTS7TKkTmC53Kd8zJNC7MJO7EVKkKLnQbb6rTVW1t56L/AIc5qPJKbjVsk3deT/pmX+xP4I0r4PfFO3+IEGpRRt4Rge7WG4vY7K3laSIpHHLdSwNHbmZHkEcwztbB3JgNX6Jfsp/tZfBHxCl6um/Dvwv8Jtdm+zal/adsFeC7li2vbJDJ5UUixMjOCjBVKuw5YlR8+/CH4L6l4w0yy0/RNZ0Pxz4Q0WYjS2srBL37HCrtNEp1EASCNZNrHbLGU+7tYiTPfftC/szW/wAW/gJfWfgzwwy/E+PWbWzsfEUuowaNHNYxRpvtxJcTxhwztLIFK4PmkBy4ZB8rWxUKlbk9s1yq6bb0d1pZJWe297W3PXw1KSouUqe7tZdV31eq3/yPvj9nb9pfw/8AGoR2NndW8mpeQ04aCaOW1vERghkiZHfbk5Jjch1w4+YIWr2zTNRxHtYEYHBr82/+CUP7HTfBr4h6fqniTxNo+u+K9Lgu73zNKubn7LiWI2sduBJHGsrpHJdyysAwaSVGUsVd6/Q6HUFSE9q+8yXETxGH5qklLVpNeWn59dLnymaUYUa/LBW0vb1/4B0H9urEm7cFx1yaybz4hWySFJJY+vZq4H4lfEQ+H4FSONp5JiQAO31rxXxB8Vv7IkkkuriNfnIOfuhR2/CvqMLlrqq54lbFKB9DeNvGdnDpkk0kyiNRjPXFfIv7RHiPT/FNxHcjyZFhJVhK23fnjgdTUPj39pD7fCIY5mkj7lWwqgc5z6YFfN/7THxesdb8C+KNN0/xDpdrql5pl3bWb3OoR2vlXTQOIsSMwCkOQSQcr14619BgcLDCNOrJJu9k2lf0ueZiK866tBNrq7XsN+InjPQ/EEEOnaTJps9vaq7YtJhKIsMUPIJ6OpU+hGOtcK0JR+BXzH8B/DHjzQviN4TvPFmh+LvD1ppMsn2i413Tnsbezt5LOaKKNpJmXLNIY40AUFRhAWVEWP6M1L4geH9LuFS48QaFbyNG0qpJqMKsyA4LYLZKg8E9AcDqa9bh7iCjicN7SvKMHzNW5lrt39TjzbKatCvyUk5Kye3+RpWshhk3bex7dKcLfzZjz1pyQsDycelAXI4yxr6w8O5YglFgmVb5hnnFXINckWVWXG71PaszaQf5U9W8sZHWolBM0jJ7GjP4jkkXEn7zjA56VR+2yOcqzD1wKikOefamqcDnFEacVsVc+gdJ8Yw+GLNp7jcdmSka9vr/AJ71xOu/ETUfFWptKZpIdzFSoYlR9fzrGbxYUuJPMQSRnOQ3erVlqdlc3BVU2buclsjPfmuCNBRfM1qaSrc2iZszXH23SoTPdGHysng4U9MEVyHiPU1nkb5/MkDfezzWp401SGa1toraRt1unzKTwfp78Vyci5bPqa6KNP7TMalToiW71We8CiWVm2889hVR7gF+31xSspPNMzj/AD0xXTZGLlfU2/C+lNrLNuZArAqwbgEc9K4bx/4th8B+INPsGhmuZtQWaVDGDhI4tgOeD8zNJGqg43M2Mg4zY8VfGnQfh5NBa6tr2n6XPNGZY4HfdN5Q3FpSigssShH3SkCNAp3MKq6n8BdD/ar+H0Xi6T4h+GvA+i+HUl36hqmnpc3E0U0anEUMmx0zhCrF4w27cBJgEfI8TcQUsvwtR060Y1Vay3e66a62vbQ9/J8qniq0Oem3DW72W3f1G/Drx1p/xR8IWWtaWJvst6GHlzKFlhdWKvG4BIDKwIOCRxwSOa6vTdENzfwwEhmeRV2hsbiSBjPavlT4U/tM+H/2f/C6+HPC2i+KvGENrc3EyX76d9l+0tJITH+5QuVAUoCNxPGRjcFX7W/YIvb34x6aPE/ijwzd+E2S/aO1sb4lJpIFjiYTOrqrJudpFAIzhAwJBBqsBxNSxFOKs3LlTb5WlfS61/4bzHislqUZuWijzWWqvbvp/wAP5H2x+y98C7bwd4FhhaOJrhstJIi4yTz0PcDAz7V65pPwS0sXYuhaxiRcHO0Z/wA81hfD/wARWllaW8duysrL1B+8PWvVdA1yGeJVP3mHIr4jHYmq6kptvU+iw1GmoKK6C6H4RitZVby1z1xXyV+0v4y/Z11f9o7WL74hah8J/iDb6ekcY0DXtZt5v7J1WENbXCmBy6YMcVsrRSR/LJE7YLEY4P8Abv8A+CyniD/gnr+2D4t8F3Hhm38f6beaXY6toenwiazudN8y2jRhJOYyjRNLHNJlFfBfbuB3LH+Uvxy+IXxa/a28bal4u1LwpFoB1idp7y90nw/9hF1I2PMlluQhnmdiMsA7LnPyLnFfEZtiJ10oRfK4yvdpdNret+3f5/TZbRjSbnJXTWyb69/Q+8fi9+37+z/+xprlv/wrNPCmoQ6hrEmq6t4V8P295fzXbFbhI4/trtBBZxQpczxJHsnURyY+zYw4+KvjB+3J8RPjpe3K+H7SP4d+HWUotno91KZUiycI07uFRgDtKxLCCv8AAe/A6D8IbTwb4bWSa+sYr2QiPbdXdvaEKc5IV5NzcepxgDIBNX4PDU0NoZprq1kh24jt7K/trqeTjAGIZGWJRk5J4wBg5IFeBHB0FPnn78u8tfuVrL+tT2JYipy2T5V2X6vr8ziLvwtofhNGutQuJNQv5HJYAufNf3fPmPyD08snB61j3Ot614iP9mx28trpsJBW0iTy0Ck5yy5xk4Jy3foe1d5pGmTa7f8A2XTbOTVJ4Dhvs5+S3HOd0x6Hk8Lz9a+mv2Xv+CbM/wAVPBs3i3xpNrVvoMc6xafoOi2wW88QSsM7IpHKqF5GZmxEAsjPtSOR17qmJhTV5u76evRJHLCjKWkf69WfF9h4OtbjVVtreO7uriPIdbWLzJEOOrcEDr93GfTPSpNX8CxmRY7dmN0eRC263nOMf8s3wx6den51+1HhP/gmJr3g34PPdXWveGfhx4bkFnNLoXhfR7DU1uLGSeJZpJ7+9WR7h4InaQiOGKNztEagtgcP+0n/AMEcZPhukupXupjxx4PunP2hYtOit9TsYFVP9MWCFDBLAjOQ8aqkpHllGDHy20/f2c5R+Sd391rfJNnP7ajzcsX87af5/ej8kbXXfEHh22aFZJfsx4e3ZcR4GeCpBjY9OACf0pk1v4f16VTfWv8AZ00mAJLdDHg9DuUkx9SBxj+dfTf7SP7FFx8DfEVxZ2ep3D6SwX7Lfy2Usljc7lBMZD7mR1OQUWTGMHABGPEZ/CsmhXarqmkrLD9z7VZgyQsO4dOGUHngZOOhHWsaOKp1Ie0pPR9jpqYeUJclRa+Zg+Evht4i8P6nFrfgbVL6C+gYSRXGmXbWt0mMMCCjZ6jsRnHSu+1r9v74+BfsviD4kfEmWGVDARD4iu9NkKkfdAjbyiSDjJjY96rwar4Z8MBWj0DQI/3wzLBe6nAY8kDqtwy/KCSQOcAjGcAt1D44S63aSQx69Z6YkwaMJ/ZltcQ44B4eLPI3cggjPPsSl7R+/BSXd7/r+gox5F7kmn26f1956r+x1+1T8Cvgf8ZdF+IniC9+NMPjHwrO+oRRaxqsGq2eozNDJGY2mSFJFDiQgMycMQxLAbT+t/7BP7UutftU/s7DxtrX9hql9ql3FYvplwskbW6MPldQSUZGLRgMQ7KisR8wZ/5/PG15Y6RpUwhuY76+u4GQNHpUEZyQRklHyFPHIBxnp2qf4XfthfGP4KfDuTwh4R8feJvC/h+O6eX7JpV2LYGWT777k+ck7RznjA6cV6+U8tGfNzSt2vddO55+ZKVZctlfvazP6Afj748k0jSri4tTumVSAz9B/nFfLHxL+Iv/AAlGjJDI5juYXLSMCfmz2P8An/Cum+I/xS/tJdUYXSu3mOIQJBhck4I9cDp7GvF9Yunu3LH755Jz941+45Xl6px97c/L8di+Z6GX4yiXxt4S1LQ7qS4is9UtpbSV7aQxzIrqVJRudrDOQeeRyD0rwZv2JrfwBpt3rWifED4hN4g0lZdS0t5dQiSGK8Vd6yMBGCTvUHduGOvavezDg5rzP9qf4p2Pw1+H6xzy3X2zVHZYbWHTYb8XkaLmVJFmBjRCpA8wqxVipCOQVp59hcF9VnicTTUuSLtf8r+b20YZRiMS68aFCTXM1f8Az+RBH/wVY+I118HP+Ef+IGn3niDQZLIRx6hod1BCt6hGB9utrhXgljP3mIRe+WAAIofDfW/hH4n1yOPw34V07wnqNvc3FnPo2o6ZFp9/b3IVMobZQU+SOLaHzuDFxhWdwzf2q/jl4u/Zm/Zz+Eun+C9bjs7f4laG99q+iyafb/YLpriIAyOhBSQDzNhMilcojAIMq2d4f/Yq8TfDX9o7wn4s16/07Wre40H+2n1q0klmTULuX7TatAxmAd5V5labnOE4UuFT8Z4Pv/aFFUIpc072XVRum2ulk21qfo2f2WEqOo3pHfte1tfN2R7PJHx/e9KACtWCMjj8abHHj/Gv6LPyG5C0fFRMm08evT1q28Wenao2i5/rQVcrHr6ClMe89P1qwIMGhoVz939Ke5XMXGJJPp/KnCcoq4zSMMtxSFfl/XipsjO4k87M/wAxPJ9agbHfmpJOB2puzj8KYtSM8jrTcZBx1zUhHb8veg5I/wA8UBc5n4lfGaD4CeH49fuI1uHknGnxW5gWVbszRyI0BLcIHjMq7yr7c/cYEg+d+B/Dni79ua01LxN4v8T6D4Y8LeG1e7OhXCzrbC6SHDBYrZbi4upEt4YdztHuCghQsYXf7Jc/D+1+J0kGh3lxdWdvqE8am6t5xbz2ZVgwmjkPCOmNwJ4BHII4rzH9lv8AaQ8MfCz/AIKYa34g/tzxLqXh3UYZtDg1K/mN7dSXskluC7sNu8mRJQZHJfaSWLc5/EfEyM4Y2NSGrcE15Wb/ADu7PfdH6XwZKMsM4v8Amf4pflZaeho/sw6rD/wrDT9Lk1fRtQ8RGSfULqDRp/tdnbQTTuYh58eYmk3bwVVzjbjaAu5vsP8AZ3/Z38WeL13PHNpdqoBDTRZaTIyMDjj39+nevhH4R/G7xF8Ffj5No2reE7G18M6PqzR6ndThrG40W0S5iixJOoMbtAt5aqhcEssluASJEJ/eL4F6XpfiTwFomtaXNJeadrVhBf2lxJC8L3EMsayRuUdVdSyMDtZQRnBANepl/Ejp5XToJ800tbrZX0S7pLRehx4zJ742da1ot6W6u2t/NvU878C/s1XmlvZsdTvJpLcZ3E+vYD0rq/jx+zrr3xX/AGb/ABx4T8Na/q/hnxNrmjz2+i6rp1/JY3Nlfhd9s4mjYOqGZY1cAjdGzqeGNe02ejR2sa4UZ4xxVoWqqOa8LEY6dV3mz0KVCMPhP5B/HnjTxp4/8cz33jLWPEGt63ZEWssuv3891eR7XYeUzSlnxG5bKEjBLYAJNbmn+P7HS7Nkg0mF2ZAhDeZGhIJJIEcg68cdB6Cvv7/guL/wTdf9nz9o/XfifZ2unzeEPiz4ge4sGgdmuNL1KSJZruC4RkCBJpftU8RRycCQEL5Y3/FWh/COxuLH7RDdaHaxyMGEd7qkEMm0Ag4RmyOSOq89uxr5bFVEpNTPocPG8bx6nOx/GS+tFZodNdEOREnnSMkfcgB2OR/nnrXpv7KF1J8e/i3pvhe60830eqec9zHBZCZ3WOJpSoRdgIPlgcnAznkAqcK0+FNvdxXirrHhP9zZyyHdfwSsSFxgeWu7vgHpnr619Z/8Ew/2QNF+IXxyuG1PQtNvtL0rRJLlbedFZXkaSJFzuyCcO5Ge4rycZXpQoymt0vx6HoYenL2kYy6/0z6G+Cv7P2g/B64W9tfhj4o1iWPBjn1Kxt444O2FgklhjXHB3Mm4HoRX1N+yt8R08d/Ea/OoSXmlX0O6ytreW2tp59Oul+zzZBjeeNpGt2cqodt3nbMByUHPn9kfwFoUElxH4B8G26xAMWOnWK5XBPJMYPp35yK8C+PFtpPwY8fjxd8OfFPw60HUoLZLbWvDF7qUFtpuuxIWMLAoQsNyhZ1Dkr8pGeAVf43D4ybxMaru2ndX/Lrb7tHY+hrUaToOmtE1bS33+Z+kvxd8IL4t+EVjbSa4tvd2d3p900l7b2skszPcx7bd0j2xq04Y23yFVZZmXdhiwq658TtN8QeFbfXvPvPL02aSC80y1v4/K+0xMsi28qlQzNIpXbjgCRSRtLOPgXTP+Cy+l6JoUdjrkNlJdtLDeSR2XirRNUQzxOjxyNKbhJHkVooyGdSRsT0AHE/E39v7Xv2g4VtxqjfD3wffSMNQ1HRLC81rXZEY/vBA0NuLa3eTGC6FnBOQ+Rg/V1M9m4WpUpKXd2svubb9EtfI+Zp5PFT/AHk1byer++1jrLPxf4i1nUNUsfC/z6Tp90+mylNFk1CC6njULOEna7t4mVJMwlQGAeGTmuF+PvwQ1zx98LtYv9Y8OyhtH06e4+1waTpVi8HlxNIPmS+mmK5H3dpJzjB6H1T9nv8AaL+FsWneD/A/hl9c0OCaWHSNPt7nwte2qIzPsQvPJF5YLMclmkJLPySxr2n9pH4SX/xC+EniDR9Fi8rUNStfssKBxFCweRQ+47cDEZf36CvjIznRrR05dVurO3c+rqVIzg07PTofgR4y+DGsWmvIl1DHLHPIVViB+54J7dQTkY6c5rm5/BslrJtkXaxB3Fyqjvn/AJaH3r9QvG3/AATL8d+G7zRbo3GjLBeapbWFzNBb/wBrSWkcxKGZo5oRBhScbmb5Sy+orlz/AMEyviBdXMzQ6Rq0KRsfJuB4v0XRY7hN2FkKWumXLqGHO0kkZ55Br7SOdUEkuZffY+a+pVWr2PgHx14Njk8VWrrcRLbi0ikRIk8tmMmTyeejcD3z9a0Phl+yx4n+NHjrQ/DfhOyW61LVme5uXlcpb6daRGIPcTMw+RFMmDwSzMiKGdlU/WX7Tn/BO+8tLTw9rK6x4x1W10+O2GsQSatHe3OmwcPcSwSyRR+cEcuAhWLOEbIBYJ7b+wD+wnrH7PniPxxeTapoWsafr3kJoEmlQn/kGmWWRLhmZR5bTKIswoWCGPDOzfd9/h+pSx+Kp0oy01b9F/wbHmZpGphMPOrJa6JerPVNG+GWk/2ldNqk0Nxb3QKrFsw8R3ZyMfd/nxUE/wCz3oENjJcf2ozJuBUn+AZ6f/rrS+OGlJ4e8Q2djZy3C3EH7yb5sE7hjJPTpXmup+KNSAkt2upGgdSoAwFIHTj+tfvNCNWqlOM7XPyio4QfLKJi+NvDJ8N641udht2IMbDONtfJtj8OPGHi74gy654i0PU9Y8NytJayDU9Vkt5rC3l8wXNxbWbECKRI/LVBtw7wRPtkR2I+svFmpSapLH5jKzKgyR3968t+K3x18O/B7V7CHXNct9Ja4jaYRy2Mk/mDIC5bb5W3h8qzhjgYBBJrzeLMJhp4D22NcrQTso7uTsl93qtGzuyDEVoYv2WGSvK12+iWr/r0PnnwB8ENC+PPxZ+J2pahY+KYNH0m4ght4dPjEzRWskjRQW6TXDHDMsTLH8sn+qZiAsZr6u/dC8vIdPtr7SfD9pObbSdGluHnj0qKICJgrSM0hLujOzO7EjZghQqjlvgP+3N8H/hJ4tvtQ1bR4p4dSto7ZtSsdSsb69eKBvMhjjtJZIRHGzhXZfNyGUEhzzWz4z/ab8P/ABp8bW2seDvAHxhGk61erb3er6j4fhs9FtpGDMzvLFPMisxIOCVLEqBkkZ/LeDc0pUM4jKtCXK1ywb6OVldq/quu59xxFgalbL5RpSV/iku6V3Zfg+mxoCLBoK8+1WDGDQkWD061/RB+QlfZhP6UGHHv71aaLnNDRfKv6e9BRVaDaab5Of4atrFml+zAfeXJ+lPyGj6T8Sfs4eHbPw5cfulgKbpSVYGVPox7HHTp7V866ppv2C7aMZZVPBK7civXPFvxH1DWtFlt2m8sOAWION+Ov515hqgN02W3bhXlZfCrFP2srnVi5U3bkVjHNvxn+lQmKtB4OOnH86jaDDdK9Q4iiLbIP1qfTNIm1W+jt4ELyzHao9auWGkyX06xxozFjxgda9L8P6RoPwV0C58WeItTtdLsLOHfNdX8git7IEgAs5/iJIUDqSQACSAeXFYqFCDlI3w9CVWVkeV+Ovhlb3VrdeHdciYyatC0Qi8hnQjgFicEBlLAgHnIz245D44fsx33jb4k+BfFHjTVL3Tbm+MaeIbjTbXc8SxW0qpdeaGzLMsggiI2N+6UcjbhvnL9qv8AbWuPH/xyv9a+HPjj4p2Wk3yjzbCS6Fja2jqoRngcO7+W+0NsdE2sWwSuAOGbxh8QdYs5NQt2u4ru/EnnX0c9811dbuWd5lkzvLEEuhUnnOQSD+B8VZzXzDGwqWhy020tHdp2vfurq6sl69T9WyHLaeEwzjeXNK19tH5eeuu+x+7/APwT+8TWvj34aw3MQRNcsiLXWI/LKSW87RxybcnlkMTRYPQhQvVCq/XHh2Ngq7myxOSSeSa/BL/gjt/wUP8A+GL/AB18SLz4pXnirUPC2paHb3k15Fcvqsllc2t15cMarM5dVl+1yIRuYgsrZjVXcftL+zF+1j4L/ak+Bei/EPwtqm3w3rSM0L6gBayxMjFHSRWOAQQeQSD1BNGFrKVCFO+sUl9yt+RGIp8taUu7v9+p7dZ7SM064hBjbHHv615pqH7WHw08M7l1T4kfDzTmi+/9q8TWMG367pRivIP2kf8Agr78D/gl4MuLrT/iZ8OvFmtSfu7TT9M8U2FwDIehldZtsaDqSSDj0yDWdapGnFznsFOEqj5Irck/4Kkf8Iz4v/ZyvvA+uaXZ69qHiiSIaXYShmZLlJAIrhdjow2uQM5wQzKQQxU/IvwG/wCCfWg/CL4RP4ek1iazvrq9/ti5vNFcWEzsEjtmiVsFzCWAfA2nJQEkgloZ/wBujwHfaHB8SvH3xM8N3l1rF29hbS6TLNq32CZESeSEC0SUIVimiBAVdqlcndIY1z2/4LDfs8eGRNFD4o1+7PlssaweG75N0hkQk/vIk+YgN8x56DvX5pmuKx2NrN0oS5Omnb+v6sfb5fh8NhaSjKS5t3r3PYNC/Z30HwxpGrWa6t4w1qHxNp02iaha6t4ivNQt5LWcosgEMkhRWK7gXVQwQuAQC2fofwV8JvDvguaddJ8PaHo/mKA/9n2MVt5gySA2xRuA9O1fBWg/8Fpvgzrni7S9Lt5PHBbUL6Kzju7jSo4bW2keVVV5C04ZVBzlgp2jk8ZI77wn/wAFrvhD4g1240W00/4gTXVpZajcLdtYWUdpey2dpcXK28TteBmmuDb+RApUeZLNEuRuyPK/s/GN+/B/M66mJo292SPZP+Ci+kPH+xl4/S20+3nu7yyt7aJZrVbuMFrqAb2jcMpCKC3KnBUHqBX4ufGPUvGXwej0W0fxouk/bLdpQdM26apjBUIB5axkH7xw6q33Tgiv0fvf+Cy//CRX8+g6H8APjPqmsXFo1wtlcW8Mdw1t93zBFEZnKFiFzgj5upPB+AP20vDHg/4iabqdv4J8IXkPhHw34jlmfxQ98YINUMkcMKII5LT9yqsCAgzjzcAAYr2Mno1qU1CrCybve8X0t3/4e/kcOMqQlG8Za/P/ACPLb3416s9jcLdfE7xZMzR8Qvr884mOR8rBpxxyf149eM8ZeM/D+oXd59s8TXWqKkriJ5naTegJC93HTHevQvB//BP7xR4r8GnxLp/hjdo62l9eCebXrFo5I7J5I7hlRRHKwVo2ycAYwcjIrnbL4A6LdQX0f9q+HY/7LLi4Nzq32oSOE3FIPs8qi45wAY2YbmA3c19RGWHTsnt2seTKNTdn3V/wS4/Z70T4n/GjwJfaNNeXtx4TsU1rWjPJLCtu/lqLc4a2jDs8pDBFdiACSTtyP1i07RJEnkkddwUlk2nO7nOMdyf51+RPgX9sL4maZr0Vj8G5PDOi2t5Z2tnF4e07whLfa/Z2tpb/ADXF7PPbOswiwzHDyuomACNhivXSfte/tUePPA1rBpfi/wAbz2tlq1y174s0HwJCTcrNbWJt9PFrJp0DgReXcTiZVG77btZhsQH4/FYKpWq805xXq3fv2+79T26ddQhaMX+H+Z+j3xFu/s+jRCGHcZtSs0AfIMZ+1w5z345GOtZsemPdWkcz28i+ZCkIWPJ3bVHI46nAr8//AIc/Cr9ob9qz4m2+g+PvF3xm8J21v4Vi1DR3s7x9PbxI0l0rQTOsFzFEl3IlwivFIQYWgVW2MGx6lYf8EN/Emvae0PiiH9oTXZGJMkt34p0WZZPYJNqEmO3LA9PpWFHJefTm5n15Yt/qi549R6WXm7H0DB8HbOxuI9JaS78vVHu5PLvYxcZjfzCV2YXEYVQgXpt4OdxNeAa7N4g/4J/eKJLi31S68QfC3UpHmGnpE7Xnht2YByEd5JXhZ3VlAIAxISu/LT+f/tE/8EkNN/ZzuvBOp+Bbe48I/Eb/AISKG3t7rxNqtlJ5DSRuI5C1vbTI+c/6tSN3rkAH558Lf8EgND8U+OPH2i2uq+BLW8+FNjfXl5MbbWLqHxA1i2xo2CxQraxy4VnMM1xLDvVVEhyw7cugsHV9rGs4uP8Ad1Vnbu/Tre7urXMMTJ4iHJKCal56fl/XqfRnxT/ag8M6vr6317408KwxzorI91q1vBhTyMrI6sp9QwBByCAeK818QftY6Qfi1J4VTwprVv4eh0I+In8bR3Mb6NJaCAy+cMLtNvuBi84TFjJwIiME8S3/AASwXw/8JLPx1Hp+h3V9das+ijwpD4P8RyCNEt5JzeMjyxXRlOxFwxEGx2IBcAV5X4u/Yt8V/DD4p+OPBs1zcatp3hzRdP1W+gtdHBtNKF+zugZJJpTayqqkCaNJnBByBhmr9Wp+IVarCFOk1Fw3dmr2sttdNem99D4WfCNKEpTldqWyvtf7vxPXPGv7Q0HxR8K32k/CnV7fXPF1zshhaC3kb7GrkjzhvQIx4Cjk4ZwxBAIPhN7+wdrWk3VxJ4quP+J/NIWuvt1y8lxNKXKgs+GAR5AEWRmKFiAWXk1peE/ite/sO+Pvhr401PSZtT0HWo9QtJbddNsbCea2t7lI90c0KrcTSIVXEl2EMhDlcB2Ydz8Mv+CjMul+I/7SvNU1D4iWul2P+g6fqeiR2Nil5EirBd3C/aJQhjwJXSFB584SR5fNQSHw+IeIsxzCqqunKlole109d+ve/l2PZybJ8Hg4Omr3e7dr/wBf11PnLUvC/h6cw2tus0Nwh8m8S5s9ptiPlPyqysSPmyCM8etZ+neAbrwreLqPh/UpbeRcJJJZzlJNvBG9OvUj5W3A4PXFammaFfaxpLahqKB5LyVzLNJ+5EspyX44HJc8Adz61c0SO58MatHqOlXLW+pW7+ahGMxnBHHY7skEdCMjkEiuOMpR03OiVNPY9s/Z/wD2yZm1qz8LePltbO+kKQWesRAR290ThUWZR8sbHpvX5MkZCj5j9ImDkj7u3rXzJr/wS0j9rD4G3ni3R47XRfHXhiYDxNoSWyQWNxayLhNQgC48nDFfOjAMQB3r5Q2xn0z9jvxrqfib4dyaNr0k8+r+GykPnzKVkurV93kuwPO5dkkbZ5JiBPJNfrfA/F0sZP6hiXea2b301affTVPsfn3E3D6w8frdFWj1XTXqu2ujR6kysKI7ZpXVVVmZjjHqa0LPTZL+4WG3jaeZ/uoilmbgk8D0wTVjS7B01SOJ1ZH8wIwZSGXkdq/S3Kx8XGNzovAfwMvPFJWSZvKt8ZY44H/AvwPAzXoWk/DDw3plp5M775FPWOM4P5dfrXrHgjw5Hq/g+3VSsJaJQVTHQfy/WlvvAtslxt8uGJVGFAQNkeucV8nWzWc5tPT0PoqWBjGKaPmKexfWrtsMkKMcjPYfSq+s+C5re3+0LiSFiQCO2K6C70eZJZGs7eZo42OW2k4A9T7Yr1r4d/sa+NviJ/ZMkkcB0e8lTzXE5VkiyNxA2+nTHc55HNepWx1OguepJRXmeZTw86r5YRbZ82vpaRH58tngVWuNN2tlcba/V3Sf2EfALeE20648Oac0MibGJjAl7c+YPnzxnOc5rwLxn/wSTuD43uP7H1z7Nocm0wpLGZp4yeqluAR3BPPbn71eTheL8FUk4zbjbv1+6+p3VuH8TBJx94+Jx4+0v4XaHda3rDrDp2mp5krBQ0jsSFSOMfxSO7KiKOWZgO9fH3xqT4jft4fE2bU9Wlt9D8H+HY/NSK5nZNJ0CEyFN0xUFpJmaNlyiNJLIpjRQsbLF9vf8FHf2Tbf4a/G3wt8P7W41LUra20oeIdSlkCR+dJI80MQiGB8yRw3PXKkzgfeXI+aviZ4S1LVPGlr4D8I6HfX9joJSXWDYQSTNdahNGEUY5bbHGI4IY/vfu3B3MCa/LuNuLlicV9Vwj9yK1b0u/8AJbJd9T7vhnh50aHt66959Oy/4O/ofPWveHtA8J6sth4RtbzUJrUqTrerW4jeZvmxJFaglIYz82AzSNwpZ1YlF9W/Y51Lw74m8T+Lj8QPEGpJqWl6IbjRrWC6QyX/AJTbrmyt0Z0U3U0eREN2Wy6r8xr6K+FP/BIbx38T7r7d40U+GdHjUNbWVk6zXsoIVizMAY13EnI+b5lPy4wW57/goZ/wTl0j9k/9nVtY0HRtW1rxFd6pbi2X7Obq5jRRIZRGVRSEKM6soTa5K7slVFfm9TMqFd/V1JuTsrr179u9uh9jTwk6P71pJLp/X6nlHxh/ac8P/C34Ya5caTo+oeHddez/ALN01tXhC6tqUk5CTDypEVvsCQoHfzIlhaWUxRoMOx8P+HfwvPx3+KVjbeL9LbUNW1vTf7Q0y9uNGvL2TXIZRHBZxCOFoXSCDEi+ZarJhooo1idGLL4n4z+FnjK0t5LyPwP4s0+2mO2OEaPc/I5XdlBszjvjHB4HGBX2F8Sda8beHrjwpr8OtfDzwrq3w58KLrOgW+n+LLMXMUMgcT6L5ZupWWcW8b7bZcuJGgA+aWvYjTWGpqFN6yv19P1/zPOqS9rU55La3QyfAf7Eeoa54F1DVLXQdDsY73Xz4dtbiPRtUmjs3+2JYCQGOYPARK4O28RiXG0ZAZR9IeGv+CYF3pvxqtvDrSTJY6To91q9nfL4Vson1ue1a1jWMvJc3NvKryXRLRP5O8JgHaJGTI+D/wC1F4m8X/DHw7dn4sfCvw7e6Tf251Kyl1WwkuZo7jUzNLcfZkt3Z5IbaYmT99bsXgbYodmz3kf7VvhOD4t+Jrq2/aG8NyeFdasr6K0EGhXdxLo08t3A9uJBHZI0vlQJKrbWkDk9dx3HxcRicU29+uyb62XT/h0ehTp0lb9X5eprfs//APBP6L/hINL8UeL4WvLmy8SapaSeHbvQNLsNPt7ePTPIjlNtCrwmQztKWlt5X34twwBhdh+hui/8Egfhzp0cckGua9YyMi70stJ0KGM4w2MHT2bAP+1nivzf+C37fnw58Aaxaab4k+NF74pv7fUtVuVisfCuswQX9nKiw2qYkjRVCLB5xEglIeZ1BGA1fS3jb/g5Y+Gfge5VJrHWbh5ZQubbRCyrnPJEt3FwMYz0FVg+Zzl9Zg329193sZ4m/KlRkl31Xkan7fv7BWlaVoWm+D9AuNevrd5bbU7iYX0Gm3kcbtcwT7Jbe3VAvlM2VZMEM4JxxXmOi/sL+DfDvxW+x6hoi6l8O7XRri30rTb7xDqk0Wm3nlwRxTCB32LKUa8ZZLeRHXLsCGfjyn9p7/gsD4J/bP8AAGn6f4o0vx5Y+IYRby3J8O2Njb2khhMuY1aa7klWNxK5DLiRTsKt8p3ee+JP28/hpN8WNU8TRfDvxleapq2magmp2M2oWdta3a3nlBijRW7yfdWUfvDKpaVjgFVA4MZh8TKrL2N1HWyVkund+p14WpT9nH2tr6fl5H0lpX7G3wy0v4C69omvQfC8zal4ihuY9dlsZLk+WlrbnySbu7M0WHEmUW42FTvK/vHUfLH7cn7NngP4a/sixzaLqXw7tvEHhzS7Ce40+OK0uLy5Uvvkmt55JGmMTecHWN1YGJZH3tnjnfhl/wAFBNL1Pw5r9voHwF8R+IfCmqarFqVroa+O7q3utMu7e0SGSc3VrYpLJHJG0ZVGIVWjbBYYC4HxF/aV8RfG7wTYeFYf2adWtx4aS00qK6ttZ1WN7WO0RkjidVSOFmG1iz+WHJVcsNqiujC4XFU6ynPZO71j5efy/IK1ag4cq3aVtGfoV+zJ8I9C8Gfst+D7Rr3w/rS6LoV1ZSa9pFpB5IyJftrWbRxD90ZVbBVCZfKRpBI+SfjnwX4a8K+HdF+P1leeN9aaHUtVvotMmsrHUIYTG+Z1kulSFUwCzQNGwQB1mfaFCmshP+Ck/wAePgv8JIfDq/CH4Z6Doej2f2SK31W0vLqaaFjiXzRNqAMjSbnLllO8u5IA6cX4I+OXiaO18YQ3Wl/s96fb+KfMEtsup6e32KORnkaK1SbUJjZpukbC2+wKUUD7oAqjha9PnlJr3mrarvcHiKUmkk9ux9p/B34jeC9Yv/h35MPiO48aaH4TtpLzTpL2a6h8pdLtUaSG1ZgkTCJI0R0CLJ9obLZcEbGjfF74f+IPgFqEmheCdS8X+Hf+EjhhOjTXMeqJc3ZtIyJQTdSK6BBGWG9iskudh3bj8E6X+3X8dPCGsyaDB4y8K6No2i20a6ZLJpujySR20qQuka3MttJPKgiWBQC7DZFFjKopG1f/APBQL4xa/etNqH7Qv9i3Ez7mvLCK4SaICMoADZ2I524UMDkDA6cDnq5TVnUUm10e76a9F5/I0+uKKcLO6utUl/Wx+nH7Onxl0XxF8afh1Ja+EZtDtbfwJp2oW2oSRGb7Lp63kSx2RlAbGAvmhS+5ly2GwSv30fj94RUMy6wsir18u1mf/wBBQ5/Cv5kYv2sPE2leIPETN8fPE0Z1W+Se7ura91zztUkjtoYBcMAI2LeXHHFmUhsR46bRXI3X7Q9xfa0b3Ufiz8VNa8yOLdC73Nzbq+G8wBZ7xScAR4Jxne/3eM+thcHWw/MoNdN03r96PLxMqddpyT07Nf5H9Bf7afjTxNrGq2OqfD3Rv+EgW4vrO11Nrm1kjjsrJtyz3W1nic+T+6bKiQgZPlOASPl5PGvxa0bxz40m1C48FaD4cksNXTw1fPqEduJbxWK2LsGvS4DAhpC1vCoKMFI+Xf8Aj34p8b+GtXS4kk1HxpdRSN5o+1aLbN+Za7Ygfn2rE8M3/gnwwFZdG1nUENxLLKFureyMsTSHYMiGQqfK2qTyNwJAxxXO8qlOUqk5K7f8v+bOiOKUUoRW3n/wD9XtR+MvjjSvgtPp+tfGj4J6H4ofxDFJ5mqeO9L+zppYtGDjzx54jcXLIdgikkHlkKcSbh82Wnxm03xD+1l8Qte1741eB9K0k6V4P03UdRW4jubXxkLbTgt8lp5VrJHOqM0yEo1uhZlGE48r5J+JfxV8J+M7OSO28K67psPlvGmfEqzbWbb85xZrnG08YHUZPHOBD490mZPm8I6NeWdvcLNBFf3l5MqIu390xjljDKSOehxwMV1YfLlGLv17Jd169jCpiJNq3T1PW/8AgoN4fs/Hd1Zp4Z+I+h69oVhcXMllDJp2oW/9kWfmSmKDmFw+yPy1BjGCgTJLBwPHvh98Kt1/pPmeNtBGkzXsMl0LS1v2uWiD/vDGstqkbuEViqu6qzYyygkjRf412sdw8zeE/B5duAHS8dIxjoFa6K8e4NVV/aF1DSLz7Vp9v4a0+bcdoTR7SRU428CZH7Ej9etenRjONNUl072OaXK587P0Q8If8FW/hv4NsLXTbj/hPNcs0C+bGumWkMbPsVWOJLwADKk8g9fQ4HCfGD9tj9mf4km4uIfg94oi1O4jdDfWM1tpc2WIO/EM0kTNkZy8TcZBr430n4n+KPFEJuo7rRVEj7meDw7p8Ekb/eI3JACCCeMH+706DRXxd4+abcvivxBD5n3vs92bZcemI2Xjr2/+v59PKKcJcyvfyk1+SR2VMyqTVna3oj2L4OftHaL8O/H91rWj+CvEmrQ31vJZXNrJqyxpqELx7WVwtrJ3GcAnlB+Hrf8AwT117wl8WviB428WeINY0H4b6Ja3MGjx2+veIraOa5njDT3cjGUW5IPmW+Mp8hMvzfMQPjDxV8YfHXhPRfIk8d+OljkYrFbrrdysBJJZsrvxznPTk59ePKf7AOsXU19darZtd3EjO6zrPJO5J6lhGQSev3v8K+myOSwWK+uxXvWstX2t+p4uZReKw/1aT91u+yP6CPh94x+F/wAR/EaeG/BfxH+HGu6zcxyS2+maLq1tfXDKgLyOUidiVAAJPT3rU8bfsO+LPD/h8+Jre4tbqbG9rZI3aVhjJIPI3DpgfnXmH/BsT+wZa/DD4CeIvjhrls11q3xAkbR9Bdoipi0i2kHnOmeQJ7tCCCORYxMvD8/qXoaRywzDbGbNwQYz1U+tfd4biTEwXPp5+aPkcRlNFvkPgr4NaR4u0XWbfS7zTriEttZ3YbgFYeoJH4CvpTwp8J4YtJXzlaSSRy7M3vXoHiXSLSTX90dvDHHGBhl6v9TU0Txxxqo9Kxx2bTry5ox5fQvC4ONJWbueTfCf9mSx0xLGa+kkvp7Xy5WUSGNXlUhs8YPDY6+gr6k0bTYVs4z5Kq2OgHSuHt9NTSJV3DDKcq2cEVsN4t/s6Lc025+wPWvFxmIq4iXNJ3O/D0YUVZI7EIIx2Fcd+0L8Z7H9nT4FeL/H2paXrGtab4L0i51q9stKjjkvZ4LeNpZfKWR0RmCKxwXGcYHOAbkXxHsbXw/eX+oTR2dtp8TzTyscqkagktxz0HQfSvxl/bq/4OsbG81jTNO+B/hq21Tw+I3Osy+MNKZk1lZIuLdYI50aOIbsMxcs7ZGwIn77zJJxdmejD3vhOM/4KY/8F7Pgn+3X4D0nT/COg/FrwH430K8WXSfEtylrFbxwOy/aLe5jtrmSWSF1UMuzDLLHEwYKJFf450/9pdrHSTKPi58TRfSTmV/7PF2UG7dvCs93EMkFSeOemcDJ+VNDgtb6JnhiVmQldgZvlHbGST09c9PWvrL9kH9gv4h/Hf4bz+JNP0W6tdFl1CW2huLuR4Fl8uKCTeg25aNxP8rgFSY5BkEc+NmUaK/eVLLp0/VHqYOVS3JHUxdb+MWj+KZH/tjxl8WtWkUNtM+nrMySY4P7y/cflzg8eh5m48ZeA015Zr3T/F+pTbW8l7gWlm7NyoO4pKeMk4/lX0Jqn/BOHxFpZZb3U/COnvGAzef4lsLXC5ZSD5xQA5UnBxgEZ6188/tU/AM/CPxpo2nQ614V1yW80/7VK+g61a6pHYSedMvkSyWzNEswVFYqCRtlTnOQOKjKjN8sJf19x0VOeKu0VfGPiXwl4tESw+GdctfLeGQufEMDNldocqEsVClsNjk7SRw2OZdR1rwrq0Ud3Z+F7y1uY0eMNdeInnVCemUSCLoRkDPJOa4C28B6hOyr503TIG9sD/OKuQfDO8B+aWQtxhWcnd09/wDPNdPs4pWv+Zl7S+tjqvC3xOsfAHiC8vrHwb4cuftZTal9c6jMtsApB2eXcx53H5juyc8DC8Vc0f45Wfh7TpIrPwf4HtZJJpZmdIbxpPnYnb8922VXOFBBwB1PWuBPw6upJmVVOcZOZDz+dPs/hXcak3zqV9W2fXj26/8A6qHRh1f5jU2dTonxDv8AxL8QG1bT4vDf9qWtsECSaJbXKbAcHEUkbqzAHG4gtjHPca/ivxh4k8YWxGpTeHVVHaXbD4fsbTazBlJOyFMYzwe2eMV2P7Gv7Jcvj7xzrEjaX4s1CHT7SOJX0W3s2EU0kybPNa6miTBEbAIp3EkHIC7W+in/AGWdH0KOBZrXWrgyF0bz/G/hfTmUqQHyonnfepO3aFJ3Ar1yBxVsTRhPl6r0/U1jTm48z0Xz/wAj5j+KXxS8c/ADX9Ts9I8YeItHmtks5rlrFltWmuLq1hvJPnj2so3XD4AOFAwAOg42X9qjxJrl0l/feNvHl3qChdsza7fTOMEEDJl4A4wBwD0r6E/4KVeBtNGt+Iri4soVvtSttPu7a4OtR28lq0EtxDOPsZQtOrxvbKG3qUMRI3ASKPlnS/BkNqYd6qWb0Ibn/PNdtalTU3p/VkeVkuNniMHTrN7o9H8c6lHpn7MfgTV0e+Nvq19q85G9y2yOW2gVTznG5W4PHPvXkereJrEiREsQztuUv5C8HA9RX2F8XfhUukf8E4vhzJNYhvs+po6MqBpPJvH1efg+he3iH+8AOor5qbwZFM7PHp95gPkfJ8p9wc859fevNwOIp1FPl15ZNfr+p9vxLQVKtSUNnSpX9XTi3+Zy+l6RbzaWtys0kMijdtQ4bIPI+UcHg/8A1uKz9E8SXQi8qONpPMYKD5n3gTj8a7/R9Ag0+28qQGORnZY0bG6X5zkDJAODnOeBxSeEvBi2+gLKunXOxYlYSSJ5extuRx14yD+HXvXoOVk7nzlNc81FGj+0c194c+LD2UUW+H+w9DdGLfe/4k9nuA+jbh+FcG+qXLx8rz0K5x+v519J/tP+FFm+IlrcG1Z2n0m2+YMihBGGhwdzDoIgPpXker6LbwmS48m3j8ldx824QZwCTjBP+f15sPUjKnF26Ht8S4aWHzbEUe05fmVvBfwr8RavrWi22maPq+rXWuaC+uS29paNczKrXkyIyxqCdvlLERgc7s9xXrPhv9iD4n+I7ZWh+G/xIaPBKs3h67jQ4GcbjHt/X09a7q81fSfhV8W9DsNSsNP1aOTwtDpNpa6jc38Nm72qR+WCtlJHI0hXciDL8ylVid2XHlPxR/bF8GW/jzWLfSPg/wDCHVtPtbnZbXN/Z6s5f92ofCHU3BTzd5V9x3qQSFzsX084p1KOOlQgtknt3Sfddzw6cYcl5Pq193yI/i3+x/8AEbwd8PNc1C68Kazpi6farNKl58kzoZokYJGQCxCOzMBnCK7HAUmvnmy0W/uo1Xzp1ypOM44619SaX8edJ8c/s86vrH/CsPANrDZRXlpf3Gk+E7eNreR3QQ+VPIZCqIsq5JHmYDHcdvPivhvXNDYqt3qcaqqfwWkgJPYHLcZ98Yx34Fc9Cc7NSS0ZlUUU1Y5MeEbxVB82XjuSRj/P9akm8F3DnOyZ/wCLJYnrj/P513dx4x8K20vl/wBoTsu0ZMNsGz1A6kc/l79RVZPH/hy4Xal1q7hQDgwLHkAegB/yK2jNkWOUg+GDTQqWjPXoT0xkVWuvAX2W4kVlQYJC7u/Wuym8faKhLLaavkH5V+0lcn3wgqjrXjm0u5V8nStSDgEnEzncfcMMdvSq5mI+o/8Agnr+zfo/jz4H3uqX3gjxx4puo9XmgNxa3mnadpqZjjIjWS4uond8KTuC7RlkwxUke16X+zj8M5tShk8QeApdF0llLSalJ8ZPDYVPkYqRD5rEgkAH97xkkZ4U/H/7IXgvx38WpPE9v4N8Oya1caDbvqa3Ftp9u72Uzwyxgmd2RuVWTbFucMVJWJiWZfnG48fXep6cxXZiYbyUAUHPU4AAHXoBiuF4apVqzUZ7W6vS/o/0On20YQi5R/Bf5H39+3p+zn8LU/Z1XUvh/b6Lc32l3cFzqFxbeOYNSurZZEdYkMawshR1MrOgeN91um0nDIfj/wAZfADxd4J+EE3jCTwzr9voqwxTR6jNYOlq0crrGkiyFQpUlxhgcHcPWvatR/Zy8f8AiL/gnro/xanjn/4R2S/hsZLz+0mNxPB5y2catGDn7PFMgRMsNvyYi2gvXs3xU/Y11rwT+xHH4vvHt7+3j8DPq0S3PinWpXhDacZxsgJWBXG4kQlTGPu5Zc0YfFKhFRcub3rPr8tX/XYKlL2jva2l1/VjwT/gn1/wV6+LH7Bet2tr4Z1kX3hYeQtz4avZJJNKuFVt0pEWdsM8ikq08QD5VSd+CG/ph/Zv+JVn+0h+z54T+ImlWt1pdr4w0eDUxbXMMsLwO6gvHiWON2UNuCybAsihXXKupP8AIb8EPhVrnxp+K/hvwf4ZsZdQ8QeJtSg02wgEbvvlkcKCRGrPsXO5iqsVVWODiv66f2Vf2c9M/ZC/Zv8ACnw30JY10/wzY/Zi6RQx/aJndpZpWEMcSM7yu7M4jUuSWIBJr66ldbHztazV3uburaXDND5rTfvsHKqelc7Nd+XJjefxNdRq2m5Ddema4/UdDlnuiw+QdMV6VHlluefK62PUNStvtbg7du3PPWsW70TLtv5H8q6QzLMW2t+lVL+aNlK8HA/WvJjJrQ7DxT9tz4EXnx5/Yr+KPgvSrow6t4i8P3ENoF88+fKmJlh2wzROwkMYjK+ZtYPh1kQtG38jXiixm0rVri2njmt7i0meCSOVHR0dCVYMrAMrAjkMAQeCAeK/s3ll2T7lbaVOQQeQfWv5kv8Agvl+x1/wyX/wUI8Uf2bYw2XhXxwqeI9FWCdmWOOYETR7G5jCXCzIqAlNqDZtA8qMqLqzejLTlPnH9nfwPD4g0zxPrVw+pOdJit7aGK3jj8g3Fw5KNNI7rtXyoLnCorMzKPuqGNfXtj8e9D+DP7Itvqmj/DbwrcR27ppa3+raRDqE7aqd01w8rSeYHtCDsTa8cgZgBwpC/Mv7G3hq31h/Fd9cWclxPY21vFA7HG0u8hOOO4jX8q/Rz42/s1+EPCX/AAb/AMniK88L6D/wl+qSw6qNVNmi36tNrkccZE2PMx9kKJjO0qTxgmvl84xFOFWEJq/NKKt6r+vvPbwNOTjJx0smz5n+Cf8AwVU1aLxVZ2t/4T+Hn9n3iyQG30zwZo1nIssiMkeZGtHJRWYN1BJALE4Ibk/2vvj3Z/F74n2kt7pmn6df6NawQPJp1vFHJfxmIFpWWECHPmE5ZTtOQUHLlj/gkd8Dk+LH/BRX4T2dzbxXFnaa0dXnV03KRY20t8AQeOWgUfWvbf8Agtp8Fo73/goZ4qvtNsZI7f8AsPSrm/mhiMio8izKWkx93IRRu4GQO5GeNvD0scqUI2fLe/zsdC9pPD88n1/Q+WdJ+InheJFLza00jDCgRREFj2+6fUetaEXxJ8N+f89rrk7KBgrGqLu79FzVzQNMkt4pJEXT44o2YOTtwjDJ5/xz/hW3dNFZ6RN5cMclz5T7EWE7WYdOQMDPHP8AOuyUtbnPy6HJj4l6DIP9H8P61NNkbiZCrEHpg7P0qw3xFs7cN9k8J6lv2bRuuJePft/LtWj8ONI/4R2+vGuLOfy2iUB2l+1MXBYYwmcYIOfy9K6BLyG0sQY2tY7n722RhmTJPzHGcDr27UeglbZm3+xp8OfGH7RfxhvPDWg+HbwpHpcmsX0aJCSFtnQwu5mnjHE0iKNrht0oIHy7l8a/Z91nWPEf7Vej6beW8k11eeJhcXqygJM7RSmWffgYDERuW+p5r9L/APggHo//AAkfxf8Aibrkiq/2Pw/aWIwoGTcXEkpB4A4+yDt/F+fxn+zZ4Pi1b9ufVL5fJeSHxBqDiTYGIMstxBkZ5X5p1PHXbjua5cHX9pi6lGSVly/iY5w/YZdOst+Wb+5aHqX/AAVYTVL/AEe18RaZI0SLqN5o18IpTGZIri4aVUZQQHjH2YsVb5Qwj4ORj5R8LjxNLbRx2sUawqSI2b5Tjd34+lfav7Vvhybxz4CSxhubG3W71ky3cl2x8uKAXLO7tgE/LGm7ABJAIAJIz5J4c+E99oF9PYrp9w82nytbkRwOyhkYq2OOmR39q7cyrRhO0uup89wNKVXLINdG1+P+Vj6U+MelT+I/+Cc+h20Mi/2l4Z8F+Fr2425/dSf2jcCYgkckR3rNn+vT8+L/AEDxgzr52ofO4yQZHI+vWv1D/aM8NXngT9nbW9IWykvrrVPhn4f0SbMOHiv5rcyxfKT1RIWVVPeNB8oGB8I6LZa14u8UWvhXT/Dd3qviS+neLTrdV2sqopkcSNK25CsYJ+dmXBBXyQjCT4LhmrCnPEKm04Od07pr4Y3+Wt/Q/ZOK8DOMMNWS0lTh83yRv+n3niur+C/EE94xe8uGaT5ibW38zc/o2TwPxrqND+HOoaffaZd3188i+fBlBzlWdRw3sDn8K9an/ZO8TXFzJLNFpeoTeWQTBcLPGXT79vFKkTpNNlgCI28tDgPIjEA0/HPwH8S/BrQvDkmoc2d9em0itriyu7K6gnS3lcI0dxBECBs+9FvTOMEDBP1n1ynL3YyV/wAz5zLcHVliqacdOZfmV/24fAtj4h+JFjqEuqf2ey6ebZYzIF3KtzO2eef+WmPwFeS6x8Aorbw9e3DXl7cMLeQBfMPzHaQB+JwPxr69+LP7MGpfHuSTUo9Yk0PwXocs1vreprOWS2WaQLbiW0RvNmjlYFDsDFd3I2hjXPfEf9kDxL4Q/Z2sfG76z4QvvD/9raRaq+n6lJcSXH2jU7WDEf7oK+BIWJ3D5VbuMVhk+LpSdKg5auSX3uyPqfEjBVIcQYppaXT++EW/zPRv2Wvg9a/F39vn4U6h4k0gah4bvV1e4t0n/wCPa8litZpNhAPziNkiLIRtIkQEEGviX/gpb8ILPwH/AMFDPi9oei2q2Gl2PiKZra3QkJAsipLsXJ4UFzgdAMAAYwPsH9gDV5rr9tD4dvHPMGXwtPKpViMFrXUOfqcDn6eleNf8FQ/AuoWH7enj7VL6zvI7fXLiC5triWJlivMWlushRyMOVfhtpOG4ODX1fFEp0uIXGb+Kkn9zsur1stX+R8FGKnhXNdJ2+9X/ADZ7P/wTf/ZU8L/EP/gjn8b9S1jQNLvNemOrzWmoS26tc2zWtjby24V/vKEm3MApAy7epr4b8OeFLOK3iL2qyTSAZZuQzH1OMcn1xnNfrP8A8EWbOKT/AIJ1+KLe4himhm1++RoZUDpKjR24ZWVgQQR1BzkcYrwf4hfsD+C/hp4/uPEOrz6hceHdRv7l3c6nYafo9hJJLM0UBwftjbFCny4ImwFKh8K2Pj6OYKniq1OpfV6f19x2Swsp0YSh0R8f2PgXS5LOQ/YYVb+NRGODnH9a5+80d9O1m4kt45UtYLiNRCCuG4AOcAnvjJxwD2OR9NfGLRf2d/A/wz1gW/jPT5NceykbT7STUL6dpnX/AFbputkViz/eDLsIAKFCCW1LT4ufsr+GhpZj8deBWOmwiNRP4Q1nVGnJVfNaY7UWRnYdxiMKPK8s7mbu+vNLmjCb/wC3X/kc/wBU15ZSivmfOtxpv2lfK/0WaSHIJRlyp4yDj096w9Xglt4GaPy5E2fKxK+WD2Gev5cc19ueFf22/wBj/SLo6fpElnf3Wqyx26xp4GkupLlywCxRm6KLGrk7WyfmBwSM7q6j4V+JvhH+1b8QP+Ef8L2Xg++m03zGvNI8ReGbaG5OGLSQWjpMEVn8uZ9rI4G5mX5V2LH9qVIJylRkorq1b9C1l8ZaKom/I5v/AIIAeXp/j/4hRbF8zULXSsITnzNrXm7+Yr8+viJ8JY/h/wDEfxLoexSug6zeaccDAHkXEkZ/9A6V9zf8Ec/Hej/C39oTxU+s6vpFlCNLTy7h72K3tJ5Em25jlmaNNpMmV3FcgjjPFeMftrfCTULD4/8AxI8WWWm3lx4O8ReJr27sNbii3afePcSvK4inUmOTEjSrlGIPltjocLD4jkzGrfRSUbedhVqTlhIW6Nn25+zd4LX4j/8ABAPWNFbEg0zw5q2oxqnUPa39xdKOnXNuox7itj4t6bJ4i/ZTXwmrozXXhA6IsMZBU77HyCOOOc4/Gsf/AII9/tEaB8P/ANiLVdN1STUZJtLvb5JIotPuLtEgfzJgzGGN1jUvIRulMacOd3ynHsep/DtdW1G3kurqK1hR1kEQiPzqWxhfoPUV87iqk6depHpzuS+dj1cLCEqcZPtY8h/4NU/+CbMT6bcftKeKbebfMtxo/hC3k8xFZQQlzfYwqyDcGhT76hlkPyugx+1N9Yr94LWT8NfAug/B74beH/CfheyXS/DfhnTrfTNLtFkeX7PbQxrHEm92Z3IVRlnYsxySSSTWtcXyPHt3V+sRk27o/P5yuzn9egCq38PFcPfa9DDdOvLFTyRXUePNR2WTbJBH1LH0ryZtXmuZpWIt9u8hTv6j3r2MLRclc8/EVFF2PVm8ThBjdnNZ8uutLLw3X3rjpNeaQ/K3fjNQy+JGgYkuV9MniuNYdmzq2O1W+2N8x59K/Nb/AIOef2ZY/jD+xjofxGsktf7V+GOpbLktCTJLY3rRxECQdNs6wgKRhjMcENgH7zfxgLxl3MN2McHvWF8Y/Ben/HP4S+JvBepG3fTvFWmXGlXBmi82NFmjKBymRu2sQ2Mj7vUdaqWHbVmVTxCUlI/Fn/ghZ+wn4d/aW/Z++K3iDXX1mFotZtdLtJtPmVDCYrYzSMVZGDEi4Tr059c19z/8FIPhVpnh/wD4J0eD/hjZteXNib7QNHkLSAXL2tuvnTSMVAAYxWcrk7QMg4HQVzH/AAQp8CXf7Nf7EvjjRdWsobXUrf4ia2bwST+YsbW0NpZsu7aNwVrVgSQufm4B4rS/a28KW9n8Q/hTocesa1PdGe+kbSLrUrq7ELNpN2nmN51zKFDNLHsCKxCsVeVsJn8fzTGXx87SvySenZxX/AP0PBYf9zFNfEl80/8Ahz5f/wCCFPwbuvBH/BR/WdL1qS1bUvBWhaiHEbja1wZbaz+QnBbK3D4GM47en0J8WPhhZfGD9sX4wS3SyXFl4gi0nQpGibl4ra2srnHXGzzJJCcgA7ecjGPRPhX8O/Deu+Orea68P6HNJdSXNyxubdPNlQykkqwiYyyBSNiODlsHopI8z/Z80y1sIfiBeFJdZ0+48TapDJJMJrt7uDfqVu4PllmfJiwNvOFHAIxXDicdLETeI2dkvxv+aOzD4WNL929d3+n6nz58c/E3wU/ZJ+Mv/CFar4Ink1K8FtqkNppunQ3X2aFmkKefNfTyru2CNvLiSNT5Y3MVbYPIPHX/AAUn/Zx1fQ9JtdB8BeNLG4s9YtbqXU20bR7a+WyiZ5DEhjLqXLlQDIGG3cCTgCvO/wBuy51S8/az8Ra/dR2dwq6GiNd2V82oW888VlEZMXLIjzMisQZXUGQxsckAkeG/BD4NyeOEv3bS7V4Y5UFs1xILcyht2dm9lV1GBnbkgn3FfXYPA4d0I1q1R7LVysrnBUoY6dd4bD0G5b8qi3K26aVr6rXzWx9teHv+CxvwL8H2jRR/C/xl4mh5ZLbWIdG8qGUnJlVlgZ95IBJJO5izEbizNoaZ/wAFSvBepara31r4D1exj8S+YLW4kv7KVrR3PlO8sAtBEykBf3fK7Yosk7ECfJb/ALO18zyrb+FIZIreNTny4s7igOOWzu+VsjqMj+8u7f0P4S6hY/EjwbdT6fHp+g6PJC12zXltarCVkZmQeZIihztwuSBuYAkckFbA5aoXUk/+3/8AgmiwecU/3lfDzjHu6bS+9rofs/8Aso+NPCHwL+K/jCztmjm+26LosrSaP4cmW1CBtUlEsjWkLQxO8U8RCPsPlIj73DNs+WbT9ky0+Gnxm8C+MNNkvrrT/FA0yzvLuWaIx/aPt1mkZRV5w9vazSMcsM/xKCoP0J8M9UtdH0nxBqyw2Im1rQ47x5rO0tNNPil2SRlJtWlllZ4hJtDPNIZHR3+WIxu9H9oy5h8IaD8Kbe4uLe3uLrUoxbocLJdSQ7GdVBwWby5JHIAyFVyeASPncjnNZnCEdnv52jc8njLljktao9/d/GSX5M8o8QfCj/hedrovhu1kmtZvF3htbSe6a1DQrO4liIkZDtTzIuANwdlU5AJfH1v8EvjLN8SvgN4P8UBp2/4SHw7Yao+STt8+2ifHpkFsHA4I7V8s/s5ahF4I8AS+I7i33Lok91PcSW1o094EjS2ZkQIHkZDvBIVFIK5y+Si+p/BzxzY+DrbxJ4B1Se48MzeC/EWr6LYi9iaG1uoftc89jDHMv7pZDZS22yGQrI6gtGjoNwOIZVKtZwSuoOyt0Tu33dlovQnguNF4KniYrkdZXabvqrK+yV5Wcnpu35HPf8FLviVZ/D3wt8StU1iSWPTdK1Pwr9pERAmmB0q8IjjJBAkd3VVzxuIzgZI/Mn4sf8FKPjt4Kj8K6b4b8YXGn2U2kJqRto9PtrjyJria4dtjSRNIoCjaBu4UAYAzX2j/AMFKtfuv2i/2VPidf6fDc3l6+peCxeCC2luGFwtk6S/JCjsc8sAF4DKTgcj88fFnwd8RX1xZ3k2n6lb/ANk6RY2ZiuNNuY5AFi4JymBueSQYbBBRgRgZrzfDnLacMJ7PFJc0ZKMk9bP2dP8AX8D9H8QsVi6EoZa1y+xpwem/M6cFK77JRRLqP/BRT9pbxXdR+Z8SvGEUwO4fZrlrFfTny9gPXvnrV34VftG/E74sfFnwnH8QPFvirxhZtrMFrbQ6nq0l4tl54eJpI0kchfmaEttAZlUj0xd8C/steJbnxpfafqqtokNmzxy3t5CyRvN5oCxqJPLLO2cgcZUEjPSj4IfC/VrX4p+EI7mOzt5LHxBpVxcqdSsmyHnUoP8AXglgqH5FBfLYxnaD+mTw2AXPCHLoltZbp+Xl+J8FlNTHQxVCtZ6yVr37pbfM+zfAfizVvDvxv8CNY6g1pYvfajJfIceTOkcUUnz5ZeiCbB3DGScMQFPqP7Z2or8TP2Z9ButKHh+a18VeKbrV7MWkyPB9i0zT9T1GW5L7BmYyWcjtjOHkjjJY73byX4SfEPR9L+M3gu4bULG4vtA103V7ZQXaSXtrHLbP5bPbpmbDYUqFXcRlhkKa7v8Abb/aQtfipPJNo+oC28N+G/A/jifTtNj0K5hn1K4TRZLIXrXMjJEId16SiRIxESM7vuuFhg+Iy32irUakFrHW+u6ba+92+R+r+KsYwz2tJO6mo7eUVF/daz8zyP8AYV1Bb346eEfDfk3EV5rXh+2ex1e1JkvNHWOC/muFht2imhn+0RxpGUmicfKmDGC5P0r4u/ZM0n4/2+vWvjOGXxF4g0S6urbRdV1RpLWS0FxEsivLb2otomw+xjH5YA27AWwZG/Mn/gm58aofgh480/xRr1zqkmg+E53jAtbZLya1ikglQrFFI6KyiS43bd64JYggnNfc2nf8FhfhboPniy8P+PtWub24a5nuLjTbKwaRyFwxVLiTcxO4ncc5I5OePs/EbC1ZY+lisNFpzppvVuz5prTXRWS0Vk7ttXbb/JMhxEJUpxqNW5v/AG2P369TQ/YY+Cd98O/2afi9pl1qWtDWfDOtX9u0ljqhi0eCWyiRlM8bSQbzKyyAFjIiLgsgDMG8/wD+CxmnqfhNcWulahdzWuoa+kt/pMzvuS7jik2S28RiBMbgtvIk8veqMkZaSWQz/C39uDw14Zb4kzWPhT4ga83xI1K/1C4gOkrDFZG5UoIyY7srcKq7W/eR5VwCm3GT4V+1x+2j4y+Knie51zRdH1e18MQxTM9ommeesMomMcpuZEdNuJCAGOV+Xb94uT8nh6OJli1WUbvfV21svX8j2sL9S0o4uo4U27OSjzNLXpdX+/5PY+ZfHvhW38V+G/Cd5dSXMaR6UsUYVxtCrjsQeO/pz9TXNp8KLA2EkhN0wWRYy+8YDHJxkDGeCfwNerWfxB1r9oB9Ls4vB9x4i1yOf7RJbaWpuLq5Rjh02xvvw5CjAwy5UKuSGbrvBusa/wDFzxbH4U8D+D9D1yOGyklaxv8A7OFtQMAIku/BuDI6rhWLEuGZhmTy/sJZg6NBc9PVayvJWSu+v+djypZbgqlWc4Yl8rVoLkfM3ZaNXsrd05a6WSd14P4f8E6ZpPiDR5kSYyx6nZ4ZpNwXM8fOOnQ/rX1H+wz4nj8BftO+MP7c8y3sdcs2do7rT55IdQDliqyCMh1iaVkDOgcjldp3HEUPgDWPFniOLw34J+G1vceMtJR7+9thJZpIrW8jO8yK8CPbIskexGaSRXaL/VgSRxnh/A/xt1a+1vUJrqxaWS1uJbAyLrbpZxK7AbSy20iNMXJxKHO8Mu1G2qaxx9WeJ/d0opJx11V1fZ2XmvnYeDo4LDUJVa1ZyknolF2fdcz2stHpo2rXWr+0v2HPDPhn4H/8FIbhfD95M2hw+G0vdJuI52uIVM9nbTlWlXy98McjOmG2swjVGDuSr/Qn7TXwr0n47eBta0m8iXxJaWt7e3ltcbmMi3X75hOHViQ4MzjGcckFRyo+A/2dtd+KGmfEeWHQ18KnxR4V8G23iq81K5uVu5NNsfJtjLIZ1lEUmRLHI2N42SNnChkX2e9+OH7QUnw5t/GDfEzwJp/hvxBfSaZFqcOhR3MU1yi4eFSlpMVIUEgDCnDkEkOa+Px2CqyrRk5pSSS3erXXbqenHEYaDkqCcoO7V0tL20euttr6X3sr2Xd/8ETkbVvhH460GPT/ABNLdyXK30sukPbiRY2g2CNt6PLGrkZMsYUK0cY3AkhvpLXb7VNRjjuIYbxYbiJJVcBlMZIB2gdPyJHueK+Afh94L+J3hb4Uahr/AIY+IXw+/wCEWt7+Ozubm08Ezz7bp1AVfm0dpCBhVLKPLVmClgzgH60/YK8K+JLXQvFlp488bf8ACRay1lp19plrBYyWlppumTJciNkja3t8SPJFOrxbQ8P2ZNwXfznmGEjOU6/N8le/TysZYWs4KMOX7z9VPDPiv7Z4U0uZn3NJZwsTuzyY1zz9adc+LI0DfP8AiO1eJ/Dn9oPwj/ZnhrwzceLvC8Xiu6sIvL0STV7ddTlxD5vy2xfzT+7BfhfuDd05rX8ceKjp+nSSeYFXB75J9MV+vZXR9tRpyX2kn96R+cY6p7KrOL6N/mVv2gvHEs9jHa2s7eXISJVVsbvTJ+uK89tvGUem2kMMxbzI0AIDdP1rm/7btLKCaaWfzvNc7S7FuOuDnntXG6z4oW41KVkJ2545r9CwWWLk9n0XU+SxGOblzn0GmrOAcSbT6+lZOseI2ikxv8xfXPU1w3iHx1JfQMqt5cOcNt5YD/69Zq+JYZlUl2+bBXDc/XFePRy6SXNI9Gpilsj0rT/ESxQKtw0cchyV5wMUWXxEsbG5lXcWK4G4P1PWvG/FHimWA/8AHw0isMD5cEVn6Ddah4r1HyYFZtoGWxtWP3NehHKU4c8nZHK8e1LlS1HftlfHnxx+zf4F0+88AfDO48ZaZ41vLv7bcadfzR3ul3k25zMsK2s6lZPnYSMcCQEFTuGfknxt+1F8YPF3iTwnff8ACub7w5ceH7a4fSV1PWrW3gRZGCvcFJLWGJmBilQSupOXkG4nAH6Ma54P0LxV4O03w34hXQ9Usbi0CX1hqbxtDKCoYeZG2epII47Z4xWbY/s1/Du50LTrfWPDfw81JdHs0sLGO6sLG6S1gBUssXmD5EJUcDGcAEcV/MeYYyhHG1v3d7zm767Nu3U/a8HRqPD0/etaMdPRI+FfD/7Rn7RttqukaNbeDPhfdalr1mkekWup+IbAz6hDKWWNooYrqFZlbYVA2MreWeCd2fin4hftMeNtb+H2jz+HYLfT5tUvL6wm0u0kvpxeyPe3N150URWRAWnu2TLSGU7Y0XIY1+7C+ENL0uy+2WNvpb3en2kUGlC2hhX7DHGhAihZiPKDbigVQFxgHA6fiP8AADwnH4FudL1LVdFvLzU/DNlqFzqf2KSBb3S2sL++kiiXcryKt1NLHBmEwyTDdGsyx+cH7cplRrRm5U17ttNddzPGVK1GcJU5u7e+mmx5npXw++Mnxp+DmueKLfSrfXNH0PVW0W/0+ztzNqdjO6qhia32h+PMAUYJyzdCCw6rUPAl9rvw9utVfxBqOlajpccCWOj6ZGLmy1ZfLJmmnnllHkgoBtCQSIrBY1QiaNn9l+MH7ft1ofwu1q3+HNz4T8N3Guav9mtrDRbYTX2mXiQW9vqMd9btBeLcW7upkhuw1vMrALHsEWyszwv+1z4M0z4Ea94b0/QfCqtdXjWv2lbxGZ7fc7Qqk0ayRLeLC8gKxhSHdCZREjBun/a1CLlQilzKyTWkdL3umvK61/M9Wjm1atVqVXi580l7zu/effTe2jt16dj5zn/Zf+M0/wAN9X8bajb+Ik0vQ4opt0tjLdGSCURpHM0ZJRYZGnRVldMuTJnlTUngDwP4i+GF9qU2tahJY6+ukXF1aw3mmW1xsVLS5aPy5286Rdu0B0jTOxlj37mVK+svhB+154+/Zo8O+JLjwrea3p3iKC8WznsG8P3NxY6wiC4SKN7iX7RBDaJNcF544oYpJcxBZiAd3ivwKvdc/ab+IUHhXWX0uC68TXxv5tOuNXa9t5bjdMlxqTxmdkRo7aSaJobeKMPDKD/yyRa78HOrP2jrwioLa29uzXS2r3d79DyMdiq3NBKtOTv1k2ua2r1+Suux9nW37E3x50zxtH4TT41fFrTNFuLUSy6lZubXRbXCORbS+XfJJ5ildm1YcDcp+6cjwf8AaW+Bfxh0Twpouh3GsfF+98Y314us+HLrXNRTGmwWjCK8lheO9uPL/wCPy3EijbvDjIZEZl/UP4WfEDw3rHgq203SrSW9j063hsXnTdZwkpCqEIg3bUKqMADgEDJ618r/APBTzxL4H/aJ8b+AvAt3cSeFfFl2dQsfDuu21y7nTLkiCaSVZlUGIZgiV8ld8e5ASWYH57Icdilj4+3SUEpXdkrWi+xy8WYWFTLZqjdzcoW3d3zx3T3Xc8C+PPwi1jwDoGnfEq+uNQjs9S8VyaVYaMt3/oGr6etleTSO8cT71Z5baSEglHKgjAG1m6r4E+ItP+KWk+Pda1zw7Z6bNY3OinUrw6PE0MCT6f8AZzLNGirEu2W2JZogsYDSOEiBESelfty6do+tfs2+A/B8fizS9X8ZeBlhuw8upW4ufELQ6bc20kwtoUHlDMzSErkKARknBN74OeEof2dP+Fd+G5msY5te8Naja33lzKI5blJrV4fnRj5jojaggyBgcbSxVW7linWpzqS+KTdv8Kd/yDLcGsBHD4eL92nGCf8Aita/33Z5frPwqvPj38Fvjp8PdK1Q6r4g1e88L3mmeGoNVjt723eKOOK5v1jYoXjWPyFYLIobZtMkRfI8q/a2/Zt8L/Azw/otjeafJpfiW18KxWV5ZaazzWOu6qklv/x63NxCxkjEdznbbplxGnzQs6s2n8afB2ufD/xze+OW0jxJZ39n4li0K3uIbSKWNZLSC7W4trmF2BKzo0DAbWSSEup4kBPnus2mqfGXxVokuj+GfFE9v4dxZeav26WO1uoduXjnUTrDBvhTy7cQgJuKF26152RZbWw9aWIdT93KfO0t78sI23ta0fXXe+/3HGmKo181xKoe9zuST6WabVvvX5HtXwi+HGvD4Bw6/beKvJ0HVLeKePTrwWc4mtP9IzGZD5k4SLYURWaX5ZQgmIVxXln7FGh+BX1L+2dZsY11xZJo9G0u6jWWO1iP2WS3umDQhFmQyzOrLMSrMCIQyLLXc+FvhHqWi+FbjSodC8ZTalb6lbrBp1paajqFgIpFmeZ0ka3iHl7o4txZ3HPLZeMHzvwz8EF1RfEEq+D9F1rVmN1plxpF/am6kgl3TCBVSeSN4Pl8p1O1S6lWPGMe1Tlb2yrTt7RpppJaarX5PV7+Z4uHcadWhWoUuZ0nqnfWzi7K99rPXz2XSH9jzQtU0z9oabUbeW91jWr27tRN4ksVj1KwJt45vK+zSK8ceySKa1hIVneMoypHKHFfVnjTwSnj7x34t8L2cy68vhb4X6nY+K3CS2CNHPJExsYwCGjDnS5VWNXZYAu1pGK4Pzr8Cfh9451TW/Ct1448N+HdNvLA2lqbm8urKy0+W3DPFCZ4AjuEkXMYjhj2ks4VAC0VfTmnftH/AA28G/HzxVo+uatpemeEfGHh3RvDGmXsESsl0IJNSSZUdFIhlH2yRDKzrErrnGRtWPaKDTjq0uj9NvlslY7OKKk8XmE6kYv2d7RbjbS7bb31cm7tt6vc/PH9hTRLrwT+1x4B+HGr6hqFrpvj3WLS0tNZ0O4+xahYTTSrHlJdpKs2VXndsLLyVJx+2dv+x3YeMPB2h2GoeMPixpL+GbZrGKW18a3dpdawolfZJdHdi4m4DhwAwDDooRV/Kr4NfHX4H/Cb9pyz8UXWjfEjxRqnhLULpPDVhZWFvI1rOZZIon3C5UyukIjYEKP3vzKBsUt9JeIP+C9vgLw7f3NlL4F+LS6hDL5csd4tvBJbuM5V0e4ZlOcdQCMV6nHmIeY42nLAXcIx06Wvd217X/Q+XyWMcNRlGu1ds+u7j9kPTvEOk6Lpd1F481pPBMs8thNdeJ7xnuZPtMcg+1N56/aw20nbKHUAFQAG2n8sP22/Cuk6N8Wf2gpvFlzfR6fpvxGvbqKG9llhtXnvjqCjYyQXEiIym3kLxQF22SJuiDGVfoKT/gvZ4Pmbcvwt8Y3KtnDTX1sC3HHZv58V8v8A7X/7cmj/ALbHxSabT/Dun+A2v9Di0u+n1u4M9teW1n9uufKm8gxNLvM4EceHIliiCAuUKeDkuFxNGvzVk1Gz1v5379TozCrSq0uWm1e68vLc9C/Ys8c+BdL0H/hLPBPhy1vPiFYXd/4Z1rUtHllntNA0/wCa4tNQjs4lNzdW1wCyO5857WO1jicoxRpD4Uav8Mf2mfj34n8ReJItP8Mm4htrRYvs4tN00aFHummmjh/4/DMztK+yR5Y5gxISTPifwK8DeFPhl4uabUPiV4U0iylhOlvFoF1q9rHJbXEPnTpI1veKZVk2Qo7SNIoaJYnUlUWP0rTPiH8J9Ct7GNfiZA9vHbwobSa01p7WT7TJ8/nx/aG3NCm5ZGX5xFKVTzHEfld2KwdNOo6TlzSVubXRXvZX/q3m23WBrVYuEqvLyxb0vHW6te991e/r8rdl4R+Oug/Bv4oDw7oENxqOieJNQgSXWV0OC4eMoqxmITyXNpFA16yi2STfsZliOJfLCLzviH45eAvhp+0h4D8Dr4R8MeEZrrxT/aPiLTbOzOq20krajELewlWYS20N55UFnLciJHhRxFJG5ZpFbkfiT47+Cfj3wrdWt14+8yO4C30tqfDV1qkt3JDcKnkKLuTyka4i3ODwip1eJwluOBXRPgxo3iGGe2+Jvihls7u53zaT4NsbIXzwBpYbtQII/LM5cQIdqyqYy0qxK247YfB0HJVZ83PZJ+dlZN+f+S8754utWd6cOXketrrS7vZf59b+lvrP/glb4A1fR/8AgotNeWkX2GM+BNQbXXnfzl02W51OWZIGcNucpIscQOCSI2DKpDMv6naFBp+i+J9QuLfVIo7K6kErbbWYPny40I4BXH7tT+navwk+GX/BRLXP2XvG+vyfDK40mTTbuztoDqHiWweW/miA83y5FWZYgY53uACicqxJZsg16l4t/wCCwfx40/Q9LmsfH/wuvH1e2+0SW+k6DLLcaYQEwk4ng8ved5A8ppFyj5I+XPmZtlNbFV/aRslZLX7+zDBYyFGnyO97n63avcQjV7qb+3mmWR9sbLA8ciRiSV1+Z0xkbwvIIwM+oPAzeAbGw+Is91DeQNdX1p9lVCoRjtmuZwGwOwuJOcfwk8ZIP5G+IP8AgrH+0ZeQtj4gW6SMcYh0Cxjx9T9m9/c8VwvxW/4KcfG3SPHqzWPxk1LWprcM8GoW2l2tkdzBlbankhh8ueTgkN2rLC8N1+azlH8f8i62bQSuk/w/zP3LPjzxp8OtW8MaXo/wu8JeMtHvLY2mo69f+Jv7IvPCr/OJJ0j+zTPch4jEFEZDbkKttQ7xq+NdX26fu+0bvMIUev5V+evwe/4K6eAbPwDbx+MviVqGratb7II7htFvDcSxJFGgaTZGwMjMjuzEjLSE4FfRvwe+L9v8afAFl4o0OHVG0XWFMlnLe2cltJdRdBIqSDeEbB2kgbhhhlWVj+9cI5fRjg6ajUTnyq66q2mz2+4/KOIsVV+sTbg1G7s+99fmejz3Vjq8ccMkJkfcckPtx9aw9U8IxveN9l2rH6SMcg0/w5Z3mqar5EaNG0eWYlc7cVf1lF06/aGb7VJJGACyL8rd+K+0jeEuWLPmdKkbyRVOsxWTyRu67ZODx611Pgzwrp9663Eo835cYB+UVx/g/wCHF14svY23Mtvn5374HpXr8NlY+FtMSGBVkIGPpXk5lUhTXs6T97rY9PAxlP35rQrw/CjSEma4uLc3Eag4RuUU/Q1zP7Q/xEh+AvwU8W6/4Z/4ROHxBoumy6ja2OpkeXeyRKJBE8Uckcp8xRgFT8pZWwwG1uutfFcMbJG82zcwG0etfmx/wXz/AGQrXxXqFj8ctFs7G9m0y2t9E8UWpPlyzIJClpeggqXI3rbuM7gn2cgbUdl+Zx1TFRpSlq7Lz27/AKnt4SNB1FF2V/zON8M/8FkfipqbeJNaXS/hPDNp7q89pe6hIHlLFl22sX2gNIF2EkDOBjk5AqrqH/Bcv403q7Y9L+F1ieoI0q8kb9bkj9K+Kf2cPhTN8TPFq29tbTSyKxjlgjsLy5AbdGFJMcEgDfMAApDfMBxkGvqdv2Oda0u2kurrwv4his/mKMmjThivGMiVYxn2J+p4r8nxODwsaj5oq5+hUa9aUVytnWeLP+Cwvx20LT9Nmt/F3wruJNQgNy8Wn6LO02nkBSVn86IKrDdj5Wdcq3NeB2vx/wDDfxb8vWPF2k65f+Ilgkt7hdK1L+zbKVhMPLUJlwVMLMzSBRl1QBCGZ63P2kv2YD8J/hSt5eeGfEmn6hdZc390kDWk2ZI9gWMSB4/lZVJBlyccqM4+Z7TzNSLrcRK0ij7zcYIzx6/gfWqwtOjyc1BJea0/Iqc6il+818nr+dz6H1HxN8KYrTbbfD3xdcyWu77JcX3ju6JiaOUNbSbEXZGypvL+Xhi7ZDgGQv1Un7Z2iadpN5Zab4Mnkt3hube2TU/GN3cxRI8gaFWSNI8qsZlSRFKiTehUwpH5T/K8WgLGZF226rjIReADgZ4OTmls7NoZZDGtn5fHyogGD9Dn8xitKlHn1m2/X/hyoYmUPhSXyX+R9Aaj+1P4bupL5dP8A+CrVZBdLBHNeS3jQI8iyQh2+Uu0Z8wvjYspkyEiAIbzH4kfGSx1G8tx4X0vw94Ggs57lpLXwxLNZNcpKIgiysHJdo/Lb5iMnzWHAwBxNtYS/wBqSMscO3bjCxHAz7+vWqUXhmbUfEA2bVM7eX8+IYQWwPmkb5Y+erMdoGScAE1VKjGDuTWxVSouWT0Orttc1DxtHBYw6r4slvBC7XP2zU3ubeXG0L5aYUqB8wIZmBwORyKx7v4ZalJcyKxmkVUL72Rx0B7McY7de55r7Em+Efgj4a+HtJvLnx18KbG1it0S5jlS7vJLctsTY0kMglduoA3OAcEDnIn+LvhX4TWngrVrzwn8R/CviHVls4Cthpvh7WIbiLdLGshE1xcPEmNzcSK5YZ24baw544+Ls4J2fkTPCNfFb7z4k1rRI9JsljMflzEcFlUqSPRl4ySDznIINddpn7VnxC8LaQljpXjTxJpNmUkQ2+nOLSNFdxI3+qVccjAPBVcqpVSVOf8AHYRJqWmratcF44syNKz5JJLEDcenIPpz2rnk0Ce9jjZYJemSN4H8j/Ou20ZRTlr6mdOc6b9xtemh2+p/tI+OvENtcfb/ABJqkguRKs2+5dfNWQguh24BQkD5PugcAAEiss/GLxQIBZpq+rQWa7yLWO4MMS+bH5b7UXCgMg24A+7x0qm+izXTKsccoyepfrRp3hC4tbwsd6rkDKydxn1/D61l7Gm1sjo+uV73c5feyxqfjbX9XmWS6v8AxBdbX83L6rLnf5Xkbvv9fJJjz12ZT7vFMhWa38thHdfuTEYl+3OdhhQpDjngxoSqcfKpIXAOKtav4SuNQVVSOMmPgeYxPJ/Oop9FmK7XVV3Hru6VKilpHQl4ictZNv5kmm69cRq0YtfLMYCY+0sy47dOO54HrVPWNfudKVGWO1YOQu0ytk8gYA9s/lU2m6I4hKxrb7mIXCcDj+f1p134Pm1CL/WRRhvvfJn+tC5VLUXM2ib4faH4i8Y+Jo7bwzY6jeamgN15GnQvK0GzG1wVGYwG2Dc3ygsOhIr04fsv+Pbq6ibVtH1xdSuJpl2ywPJJI0Z+bDDhyFwSVzjI9q6z/gmt+zxH42+Mmratd6d4L8QweFdPFw+k6/ei2hvBNvjBWM28xlKuF6bdrvCMnfivav2zvjfpH7L1toOn2Pwy/Z8jk8TJdJcxRWB1O/sZ7V13JNH5cCJsa6MQJRiZIJ0bBjOeHEYySrKjSjd/1+hvSw6dP2k3ZHzJrf7PXiLTzb2LQ6hpK3beXPPPp94UAKjEZ8uKRyWDZA28gHnnB8I1u3vPDfia4sL5ZLW606Ux5dPLcqcMDg4+8pU8dttfpV+xB8UV/aM8HaNZvoPwLm1zT9Qlhgtj4Ya51hLSxgjuTLJEb6EmAK00jeWDlIHCbmUxj4p/bM0W18a/tZ+KtYtta8L6xHrU6aoZvDYJ0+NpFwY4wZpgANo4WV1G4AEYKr0YPFOVZ0Zq1lf8THEUVGCqRdzynSdevLtJPNumHAK/utvXPGD/ADqCO4uLm8dWmlb73VABgHAwf8a7HTvhu0cTMJZsHH+sC9alPgMWUnmyTShEOckqAv8AXtXo88E9DlXNbU4i4jnjutomnXn+EfL/ACzTrrzUjVvMuvTIbpj8K7yHwLDrES3CvJK+7KlXAwOf84qa6+HMLBlmWaRsnrLjGfpT9oluTqcPYxi/1WztRcFVnnQGWYOVjyQCx2Kz4wTwik+gJ4r6A+AH7Kd9eyapPNpt/Jm58lXg0LU5ChGDhgbRQvXqWycr8q4JryeTw5pvhfxDpNxqNvezadHfxNe/ZmAmFuro0gQt8ocpu254z1r6W8W/tNeH/A/wJ1zWbPVPig1n4liv7TRXsNcvrWTSdR8sCFrkeasJEkibwFknKwq29A7qo58VUqWUaS3NKUYXcp9BsH7Ml5H4d1OSbwv4uvJ9OjlS68nR4440KgFsefNE4ABznYDzwDwT89/G39mXU/hh4H8G61qGn6ppsPiMTQ28l5DBGt+8JJkeIpK7bFDRD5gNxYkHgqt39mL9rD+wvjdpN98TNU+InibwaqzrqGn6d4hukurl2gaOEgm4hLKsnllk86Pcq43Y+U/ZPxo8N6b8dfG2h/DVI/GevaXrunx6zpWqXVx4h0+2sLe3iS4uYf8AiazTLcNBbK0SzQRMkhnQiOLYm4lWq4WolPbdvySd/u39BKnCtF8u586f8Ex/2GdR/b7+PUWieILv7D8P/A1ql5r0lt5UE9xAz4is42XDlpmVwZufLRXbcHaNX/ePSPBmj6fbRQ2UMNtbxIsSRxj5URQAqqOwAAA+lfIPwS/Zf0/4Q+P/AA74qt7zXLqdNMMxivvE2paiiySxbB8k7eU2EZv4MocEY4Ne4zeMLy4w3nNHg42ocV+mcIUXjsD9Zovlu2n8v+H/AKufCcSYhYbFexqa2Sa8r/8ADHqOtRQabatDBNDHt5wAACK5jVPE9hJcjfbrMwUAsO9cl9uutSPmPIzdck55FbOkaCslkrTY8xjnpX2EcDGkv3juz5l4t1PgVhYPFxtI/LjX7KjHLFB1+lVfEHjOaddkcjKqjv1rvvHf7K3irw34svrDTdOutXt7VfPFxBHtXyySFzuwN/HKqWNcz4i/Z68YaP4Qk1280W6hsonKurf66NefnKdQueM9e+Mc0UamCm4zU467aq+u2m9yqkMWk4uL08u34HF2Wuy2940kjMxbnk9DXz3/AMFC9f1Lxt4f8H/DxvD93qWj/ELXYbe4v4NSFoLWW1YXqwNlf+WsdvMQwkTAgfkHbn3qWHk+lYfjLXrPwZoU2tagV+yaL/p8jFclEiBdyvQg+WHGQc4J7E1nxJT5cqxE4uzUJNW8lt89vnoaZHUvj6MZK6cl+L3+W58L/s9aF8OfAfw21a6TS/jIJPhiHt/FMWjC8LardedIpeG5s5Y7e3SPYZGa5lgLKAsfmuGZfjl/2pdTsfjlHqV5rHjjVvCK6r9tOmv4pu/tiW/mB/IF1uz5iL8olGCSoOVPI/XX/gkv4dSw/wCCavizVNchium8aaxrOoXnmLnzk+zJbSAg9j5Uox/tn1Nfil4c+Hd14nOm6fbqxvNU8u2TY2SZHwg4HvIK/nvL61OrUrRn9l2v+f5M/YsTTlBQcOp+gn7cRsfh5+yx4N1PVfDfxReT4iaJb3VvqeveJ9Qe20u8bbKfLtbh3WdWiaPBkAY7pmXYERz8k+BPDX9oRwzSRxzK5Cqw5BHOcY7Gv1i/4L5+AP7c+E/w18L6XYrcSf8ACT2OnafbHaCxW0uwqAtgD5do5IHSvzz8G/BPXpdPX+zdC1iW0SCW/aSCzd4xAkCymTdjAAiZG5PO9QMlgDx5Tiozw3PLRtvqdGMotVLR1+Rh2vw/hh07dtXduJCiIHb/AJ+tYvjaWPw/ZN5n2URqoZi4CNjcc456jr/nn1yT4X6ouiW9w2i6glvIoxO6fNIWieWMIo5kZxFOAqAkG3mJ2qjENg+CMni61t4YdJ8TXt5eeaLGK0sbK5F+1vapeSpa77lHuZoo2jaWOJC0II3AEgN6CrQTvJnL7Ob0SPIR4PfWZlKyTRqygtgY49wf5etXtDu7n4d+JtK8QabdSW+paDfRalaPKEkVJoZFkjOxhhgGVeCMHpXrmjfsxeOTaSSXWjy6aYYGnlbU1e1RUWFZJW3kGMCJpI4Xy42SyKpOMkeZfHz4beIvgp4putD8X6Fq2jaxbwrIYJ4CuY2yAyZwJEDK6+ZHuQtG4VjtNKNSnUfJFpvsHLUj7zTR9C/8FLtf+K3gb9ibwLrGoXGhLYfFLS7WPXoLeV7qSV7lGuLfiaMLa7I7cIRCxx5aAs7l5n+Jf2Y/H3i7TPFMvhWx1S8i0PxdPFHqlqyKyXYt1meEsWBK7Q8q/KQcSuPQj9Pv+C4nh2Pw9+xX8OdMO0Lp97pNkFyONlrcgA+/T86/Of8AZj8HqPjXpsjHd5D3TEf3R5cgGfpkVxZTUjPBycord9Pu+79Dpx0Wq6Sb2RzPx7WeH4nX2m3G2SCxlLReWirHEWVQyqvphEHOT8oGeK2tA0dZYoFaNflA6kngj619BfF79gDxR4++LVraeF7N9Q1TUrTSLi5TafJia/TUrkSSzfdiSOO2hjJbgySqAQSFPTeKf+CW3xG+FnhibVtZvPB8Nla5WWddRk2W481Io3kZolVEfdu3MRtVTv2OVRtv7Sw6io86v2J+qVb3UT57g+HjNZrdBUs7SQn/AE26jeO3HODhgpLt/sIGc7ThWwcYV9bWNpqtxH9l1K8ikRxaqJEhkX5CA8i7XA3MUfYGyFBUOSwlHQeMtLuPhf8AFO+Wxu9E18W8rQW2qQ24ltrtVVTug8+MMeqgjaCrEivV/gx+yj8Qv2jvDh8UR+TaWk08lnZyf2a8gnKYLNuhj4XzJEjzg4cOONhy6mKUFzyaURU6Dl7sVdngOt2csUcC7NrxwoGKlVy+QCSP6HjFWtY+yWdg0bW6s0hjkW5Rwi26jdvBXHzbsjnOBt75Nd949b4kfDbxFNos03ibT41lcWP2mCfSXu4VkaOOVUZVO1toAYZzyOcE133wl/Yn8d+OvBXiPxFNqV1/wkHh+3eebSAzf25HPLaiazcxuQ6xv5kO1+uFkAwY6upioqF5tJeoo4d3tFX+R4vZeHrO7sobizvLWGaZQXhvJ44FZhwXjmYrGy99rFXBbAD4LmQWHkxHaoZM9Y3Ug9eQwyD9RkVc8ceEPiE3h+6m1WHxBd6XayEPekTXlmWAblJ1Z4iw5G4MQCGGeDXsfxh/ZZ0n9nXX7zw/Jql9fSab4Mt9djlaFljluGufJeNVRWHkgEBXaQAuBy+4JUfWIqym9XtbX+txyot6xRyX7CPw6sfiV+3t8L9J1RLpbGfVXmcWt1La3GYbeaaPy5omWSNhIifOjK4x8pB5rf8A+C9PwF0f4Uft3QTaHb3FnB4l8NWOq3InuprqSS63zwSSGWV3kbcsMedzHkdqt/8ABNwNB/wUL+FU00ZhEeo3L4YFfl+x3PPPXoRXrP8AwcReFW1P9oD4d+Iv3a2eo6C+mIC37wvbztIeMfdxOBnPVT+PH9YazOnC+ji/1/yN1RvhJS6pr9DyT/ghj4A8O+Lf2oPE3/CUaTaa7ZWXhed4ba8QtCJGljw5TOGI2YG7Iyc4yAR4z+0b8KbX4S/tTeOdEsY1h06HUBPZoG3eRDPGtzHGp6lVWUAEknA5J619Cf8ABD208r9qfxJHt2+boZXp1/fKP1r6G/aN/Yo8I6z4j1Lxrr0mnNqGtXVnaQpqe+z0yARWtpbMk9yk0WxyLeSYOzjdGs0ccbzNGTnVzBUMxnGd7OKS9f6uaxwrq4SLjumz874NOSa2Vs43HoB6e9R3ngfUPEifY9Ks7y8vJx8iwW7zuQBliFXk4XJz2x7V+jll/wAE6vh7Z6VqMFh4fvdWs9Pt5hBO7fZb7X5ZIkaWG1MxCpAriRop5AHkkkRPMFpAftVW6/4Jl+FJdNjudY8Mya00jxzWD2L3EN5d3LKkKz39lLaw21jaxKWlkt4pJW3RkRNIjGJtVnVDV6/h/mc/9m1dj85/DXhjUPCltLDqVvc29xcf6ZGZrZofNiflHQNjKkDqOCc4NTyXUc6qyyRsvqOhNfof4Z/4JgeHpN1jH4PhtdQ0a8Dz+JrmeWDTfEEUYDW9zHa2cqvBOiuy3FuY4I5Xi3RXEIkY1T+Jf/BNbQYvhTN/wi/w+WXXLzT5tP8A7L1K9SC9nl+ZrPUBcxHyEuRMUkmgVvs0kEhhHzQwPV/25hm1d7+n+f8AXWwf2ZWs7LY/Ofx5pUeraYsK/MjEM3YHAPH9ePavs79oD4PWeo/8EKtDvIoR9otNK0+/Q4yI5EuoC7AepjaYZ9GbPU5+Vfir+zv4q+BHiW40vxFZGxuI5mt2TfkR4+7nHGHBEiHALRlXwVkRm/RDwV4Pl+J3/BDKPToYWuLtvCd5BbxqNzPMkcqxqPcuqYq8zrKMaNWDulOL0JwNNtzhJauLR+NugaDCGhmmUuisGcN93AxnP1zX73ax4LPjf4o/DXWpI5Xuo7fUkkdT82JdKuYXB9QS0WV5zhfQV+F9zb50DzIwP9WSp6ZGCa/oM+FcgudL+G+pQhVjuLVDuPIJe3z699uPxrHimbXspf4l96saZJFe+vR/czl/Bk01z8MvD/zSMtvJNbOXX5iAW2g9+O3+FaCRZepPh/pvkaP4y0OGdGj8P67L5S713bCTjgHIBAz071PFYsH/APrV+weElbmyqrTfSo38nGP+TPzPxEp2x8JrrC33N/5j4Lp4I1Vfl9TUi3UjctJtJ5rtvg18C9Q+L7agtqwjFmgAJGdztnH4DvjnmvdvDX7BOjto0P8AaV/qMl5j96Yn2Ln2Ffc47OcHhpclV+92Suz5PCZbiq8eemtO7PoxrZX+981Z+t6R9os2WPaRjBjf5o2HuD0/DFaEF0lzAsin5XUMMjBweap6lqSxIV4+YY5r8k5tdD9PklazPh/9qn4MDwH41a6sbMwaZqCiT9zH+4glJIKL2XOM49zXzb+1H8Jta+IvwC17Q9BnsIdY1a2eOMXUhSNIQpaYsVVzzGHAAU8sM4HNfqF4x8Pad4t0drO8hhuIpPvLIAVxXx7+0r8HE+HjzzWd1bzWcyyMYTuRoFYqioGyc5L9wOBXsZ5xM45BWpz+NJJed5Jfl954+V5Enm9Ocfhbbflo3+Z4r4e8A3n7LX/BJ3U9Hvbixa88P+FdYuZ5rVmaFpJftFwSpZVbHz9So+nFfmz8Nv2PLj4Z/tgfs329w0f9leNdX0SWNJWYTmSGexN8HjYDYPN80KOflHcAE/qF+3mk9v8AsD+JNJmj8ltWsYNICOMeY11IkG05xy3mEAf/AKqf8MLDSPD3xF028vJbK0t9OeIi5u2WMQZvL6UfOxwnDpnpn5e2K/DcLj50qU57ufNf1aVvxZ+p1sLGclH+W1vx/wAhn/BQbTbfxr+1D8H7G9t3uLXTbvVtYlRcHd5dg9vGzDPIE13EMDqcds15b+0r+2D8J/2Z9W8OWvia+1q3sIReDSNL8NPNb3ViISsYhSCG6t7fZ++jKreCWLbBOixYl3V6j8dfE+mfEb9t/wALR6be299bw+HbsPLb3Kuu2bVdKGMjIOVifGPTPTFfl9/wVcM3hb9qX4cxyQafcR/2ZHrttNDbxQJqUbyDDOI55C5H2YwmV0hkk8kts2eW7Z5Rh/rFWNKpolF/m3+priJ+zp8y3bX6H1HrX/BdH9m3wB4uvLOaL44aheWt3cx6xdJpGmXQ8RyOYxNJcu94u47oItjQiIxLDHHF5cI8o8tqP/Bef9nMxa5DHoPx/mXUpLZrK6NtpUNxoawXJuohalbrCkTkyM0gkeUkLK0iBUX8mfE+g6p4m8YX15a6bqF5HeXc0hlhs3kVi0jMegweuODx0qt/wg+syHamhawx/wCvGT8ulfbQ4bwaWrf3/wDAPmp5tiOa2n3H6t6H/wAFwvgfPremr4f+H/xCi1SMFgkllpNjb39x+9cy3H2dhuAeSWRUx5SyyNKIvNCuMHVP2hvgn+2TpOoWuh+CNa0/xRofhm7eGXVdU8+1sLdExBaWaqxZEhlZFggVFREmlOI1gjWvzp+Gnw/1jSPHGn3V5ouq2NrCzs81xaNEqgxuBkn32gepNfQP/BMbw1aeN/if4mm1S8Gn6LpOh/2vqc67d4t7a6gnbZhJH4KAkRRPIUDr8is0sfLjMqw+FhKrSbTSXV9zswmKqVko1EtW+nZI/af9rD4S2fxj8Q+EtGvo2WxuHvobmVCvnW6TabcWHmRZUgyD7XlcjAyTg4Ar8u5f2O/En7L/AMf2h1vSbrT9F1d9U/4R+4ur21uLjULOOWIJM6wuShMU0JO9I8l2AUbWVf08u/2kfC/xF+Nvg2y0y41gXk1ob1LfUNE1DS5JLfzIA0yi4hi3IGZAWUnl1HcA/PX/AAVctNP8M/Ev4Y600mpTaheeHdQsxAjq0Plwy2jrIFAG12MkgYk4IjQYyK+XynEVIVPYPaXfyuz0sfRjKKqdj2z4ZQxDU49ehjjaXxDaWFww2/MkccFkyg/QzyEdOvvXFf8ABQTxLoNl8EIU8UWk954duNVs5dSt7e8Nq1xbwzo7oSPnKngfu8Pu2YK5DDv/ANmnWofGfw/S3On3+m33h+O20q7gvbKa3kgkitLJ8KJEXzEZAjB0yhzjJ5A8u/4Kc+HbfTf2OfEWoXnnTNcXNhZRQxjCgvdxyFdg5JPkD1OV47CvHw8X9chTd7tr1R6VaS9g59kfGXxQ/wCClEfh79re30fwn4f8J+L9Bs7OHStMl1rQ1aSSKd45Uhly6FmtczRxMpCHznZkJLM3Dj/gu38RtD8R6kvhr4OfBe1uJpRHc3Vn4dvlnvtvCmUx3QL428biSAuOMGvm7+zLuH49RtGsq/6XboZvKLCNto6npwT684681xujqk13eyG+s7OaSVthe8jhkjO5/mw3+9kfSv0jDZJgtIzjfRavufL1swxPJzQdm2z6e1X/AILh/Ey4128vJvhd8DYtQnkJuHk8LTGdnwFbezXJctwc7iT1HTioNE/4LO/HK18Sa/rmh+H/AIf6ZdeI1tIbtrTQAYVitoTFFCiSSMqoFbkc5PPHSvnKTw79qvo5v7Z8JiJUXck9wZnlOAMsyRsSx9zx24qxLpa38rQxXVlAlrMAotLqdYpOA2UCwklTnByASR+Nd8cny9aKCOF4/FveTPsHUf8Agtb8c4/C/hG6vNQ0rfqVsLspFZRWsZeG9kVceUFdU/dKpTfyE/2q+ofgF8Wr7xF/wU38OjS767dtW8FpY391qC/6TMpj+2zMVwoTe6sFVEVE3jagUba/JqXTLn+xtHEZjbySwb94qsclOQrEMfXpX6G/sVeOra2/4KeeFYbFt1nIVslF08UskbnR2i2sUllXb5mQnzZK4+VcFV8DNMtoQpS9jFJ8s9l6WPaw+KqOUVN31j/wT6C+OOrrf/8ABab4NWis0jabpcNpIXlZyXePUpeSx/uyIccZr6D/AG0vgDon7Tvhq+8Ha1c3Wn22oW9s/wBrsxGbq38q7eUFC6soDNGoYY5B6g4I5T/gozLeeCPiz+z/AK74c8P6brHiiPxXLbWodltmuQbOZRHJOFLLCpleQ9QMEgAkmu20vVvHWpa7dXHi7TdBhhWxjNrcaVcmTe5mmSRWjcBht3IQ2cnJG1cZb4nETnyUalPTlWmut1J6ns0Yxcpxnrd/ofBv/BL7wjZfDn/go7468L6bfT6hY6KL/TLa5ljCyXK218sW9lAwCQCe3Jr6k/bs+JFx8KvgHrl9BrFvpskkeptAtx58ExvYd0tu1vcopRJ0b5lhd0M2MJu2Mjea/E601nw1/wAFb9BXwbYaLa6hqngWN7+a4h2Qpu1CcPcyrHteVyViQndu+ZSchcV2v7a+ieMNC/Zr8fWfjbRrHWl+x6u1rdeHZbyL7NFLpR8m6niEjFUExnV97tEVUBhtkwvo1pe2xdKtLqlpfXsYU4+zozpro2fj94q/a6+Kni7wZrU178RfHcl1axQQQyf8JDe7okaRQyj96eCo27c4xnjpXmOrftCfEPVgPtfjzxne7hkl9ZuZN3TqS/Y4H1H0rS0Gzs5tO1iG+u3NrNtExthiSJV8w8eaFXqMcnHvmq9h4P8ABt1Ku7UfEEjHChY59NV2PAACmbJJ6YHXiv0ujToxTXKvuPlcRKrKzUunfzZzN1411zU1/wBI1rV592c+beSN/Nq2vg82dZ1WSRVml/s9nV3G5o2DxgMCe/zY+hIrpNR8JeAPDUqw6jZ/EKOd4vMAN/pluxByM7TvOMg8Z7Hmqeh/2DbeNFh0C31yFbi2Mdz/AGleW9yxbzo2yvkooUAKcgknPtW0nDl91GNOM1UXO+p7L8FbvxB8VPhVJpb3F1cafZeIbeaSQQNILDzLaSLzGYYREb92pUcsUQniKv1f/wCCb8sOvf8ABJ/So5MNHbLfwyZ7Bb2cEfl+lfmL/wAE5NUafwj8WdJ0i1We5uvDlzqQnuII1ktYLSzup5VDglsuEUBUBDOsZYBU3r9rf8ExPhR4l+JH7IGowx/EPWNF0Nr67tbTS9P0+0kS3ff5kk0jTRuXYtIGAPAA47AfI59FShKD0SlF/en2PawN1VUt7p/hY+W/+Ck37L+l/BHxLoM3g7wjNofhGTRokubmN57i2F60twPLZ5Gfa3lJEQuQCCSBwTX6lfs463Hqf7IXwr1T7zf2fpjIV/2okjPJP+13r5C/4KQaA0n7FDTXWoSahc2c2myNNJEqvPIsiwPI21VRWbzC2EAXsABXV/sZeCX1/wDYV8GeJbjxJ4ma424t47W78m10tYJ5I0CRAeW7KY1O6RXblueAR52MviMDTlOWsZWvq76XOijalipKK+KP3H0v8OYdvxY+J0ZDKs8tnOFJXcQ8ZOTycDn1wK+hNE/Yi8R6ppHnfbtOhu/+eDq2B9X9foDXzx4Q0u6sP2jfHayXEP8Apel206RwFvkChU4JUbgcdxx71+j/AIS1kX+kWt8ZCn2yCO4UKSVIdQ3f6+gr7HgDOsRhaNWnRdr8j2v0aPmeLsroYirTnVV7XX5HJfs+fD6/+D2lzaTdRfbGM3mLNFGFVFYc5J5PzZ45/AV6ossaqPuKTyQaz7rVo7eKSf5X2jaSh6+lcu3jubcf9GjHPrmvpq1WpiKjqy3e54tGnGhBU4bI89+Dn7VHgPwXBpvgvxJ4u1LQvFelxJp81v4tma1m1OaNRG00c05KTCRlZ1Mcjbs5AxxXeeM/GcFpeczRxhkMkYZwN68fMPUcjkcc18A/Ez/gqX47k8E3EXxR+BU1h4X5Rh4t8AapZ2E8h3iOMNcZRpGGz5VVmAMrAERZf5v1n/goL4Y09LhPh+1z4bsY7lDNodld3N3o82XY5NrqCvHDIdqbfJYFQxCK2wh/mqWY1aKvXpuy6rf/ACf3o+mjlcMU1TozSk/mvm9Gl637tn6zXnjXd91twP8AKvCP2rtQOp6J50b53fZ0XI3KzeeGwR0PC9P8K/Ob4z/8Fn/F1zPHDBJpvh2w0+ztpoZhNJavdyfK77wsgZTtyhhJbcr7ggbCjyK7/wCCv2oXHiLz7jxTcahHezwSmK4klulhVJQyohfequNibwSAVEjZBcivOz/MljMI8PhYSd2unTc+ryrgmphGsZi8RTi9VbmT1va2/bW6Tjsr6o+z/wBtr9h/4VfBP4Z/Dy68H+C9F8NaxH438PabDdafCYp7yNr6Np0lI/1m6KNyd+eQDXp3wU8E6X8TdQ0228QaTpeuRxG2uzDeWyTwiZdNgkV9jArlZJWIJHB9DX5pfET/AIK4+I/iD4j0tNbvL7WNU8O6qmpW8EkKxxecqgqwhMKFGRWZUJjXDO27fkY+hf8Agn1/wUC8TfFD44abpc0czW9ncfaNUGm+HX1aR7Uwt+6iNlsxIGgVCziWMBmJBkQAfG1MHjlS/eRel3d/1c9XEZbhsOm414SfaPM7vayai036taaq8XFv6Cg+DugfDH9uvx7e+GdD03RftnhPSr24itLdYElnkn1YiTaoAU4shyAMkAnrX5T/APBSbxPba/8At9T2Wn2t3Z6BotuLHT4r1Q0kFv5lw7BM/MsQlllMa5/1QjCnZtr7u/aW/a78XeHP2mfHms+A/DPjDxBpt7pel6VhdCvnuLWW3W6YwvbfZjMhcalgtuBUFMI3mxuPgP4r/HTwB8ZfjJr3ivUtLjbUryziD2yg/ZbFbdERBAVnjl2lUBYMSx34Xbyqd2VyqUq7rTjKS5UtNeiMaORzxlCPs6tOL5npKSi997Ppv93ofJ+kO0j2/wDpf2d5rZ7iUGaReclVO0MFKqQGYLltiuwU4wd7wfa/8JT4T1eZpFvruFtkBhWZjEfKd+VxlugONrHCnjtXrWk/C7wf8Y7q3vPCOiXWmz6dbyR3cJN26SRBBuRPLVyH2yEkhSR5nzArh63NC+NnhnwdoMekxrZqdNdrNj9mZt4CPGssjbdp81wC5wxV2IKhmKj6ytmk1TTp0pN9U1a35nm4PhKhUxEoV8ZTUUk4tSXvX5b7tWsm27p6p6WVzwb4Xx+ZqE15Fe295Jb2k1yv2WMDylRJN5YbVYcKWyFKhUbLA8V9a/8ABIu2fR/jHJ4m8RzW8Ph2xe3F9JqgkaKeEy4yuPvtHIqSAMGGYycFlWuK+EnxruPiXb/LbmCbRbO5aJoJxdXNyjEQCBEbawT9992JdqhlU4LANzGtftR+Kra2Zn0q3uLi+JdZZ5J5g0DbHUMjs2TtIwS20gKCmFK1y5h9cxNKVOFJRb0d3e35f10DJ6OR0MRbHYmThF3TjG3Mra21k07q0VJK97trVH71ftB/F7wtofizw7dX2tW9xqdoJYYIIsy3haaa0m8pY/vZKrG+1sZKpxnaD8ift8+J4f2if2p/BeleFZP7cs5PDqWNpNBG6o93dXzR+UQwBV8RRcEA4+hA/PGD46/EDUdK0fxpHfR2tpZyyWgW3li+2TSxwhnm8ldm9kZo5urCI7MqoMTPUg/af8c6rr3n2VpZx2Nrst4zLZtHs3L8isyLkKpVumSduSeDj5nCZJj6MlKNm1frt0+8+ilU4WqUXGvXqRasrpJqTdndK3Nyx1u2k3bTdI/fbwnNpPivxLcalpmoafq+l+aVWa1mS4hnAgkVMMhIyPLHvxivkv8A4LueKrfSv2avCeneb9nbWPEqtLHACqzww2025JMZXKtLGQrcnDEBtjFfP/2B/id4g+D/AIU8Q6BqvirR38Yakqz23hkanqNw0sc1syR3FnMkG+HIkRco9w4ZSwUH5T8Y/t1fHnX/ABG2m6Lry+I7q/0X+z47SzuLwyPazpYwqPNTlSpaSZh5SiNw+VMfKnly3K68cWmlflev9PoeVXWBq06l8QoR5bx5k23qk42X2km32djwrXNOZfjtpbWsMsVuhimWV4DtUAsnmEemcA4OM8Z6V5s1zMn9nww3mrWkl0LhlhsYzJJcne2AAJFJYgYAwTz+FfQHhL9p3xxrd3Gtrpt1dTyq9w1slo9xHfSZLuxLMzRxqhlc+Xz8hyxHC19P1PVPgHaMuh+E9V0qS3nmTVLnUNK3S2LCVg0MUrh3jELmSLDb+SN5YuBX3FKvi435qSv0XNvvu7afjfyPIqYPKXGnH607W99qF+V+7blXMnJau9+Vqza5rpPj/hz4W17ToNa1S6s9Vt7OQCEC5dkEuHdXNusmJCgZcFtnykgZ6Z8/8NKNWsoUsbbVLy4lc74f7RjErDABypGZMkgDCLjoS2cL9CaB8cfFHhzSIdT1WLR76OaaKKCOy1KJpw8290AhVmeJUVcboosj92GVjkhbK71zxT49vtQ8G+EdY1XUraFptRt7O9spo4oxcRul06W9vHJGyyyIjSy8ksiP+8IBujisWnNzpLys/wDgfjp6G2KwPD8vYxoYudtFLmgla6XM01J9bpKzsk7t6OXnDfAPxfrGjaDPa6HKqfOwV7iJW2qFdjgsM7VU56YxzivqD9ma7utS/wCCi3gm6t9Pvoz/AMJbaTyidSrpG10qyO4bDcq7NkjJzn+Kvn+5/aS8Z6lcN/ZCWfk6g0E8Num292SEBB5XmISC7ZGMFiZGG47hXvHwz8P3lz4Z8B+NNW1jTLXxPfeJDfpNa3P2qXSUhkMw8xQqLGzzKPLTdKxKOAGbMY4akcbUg/bxik01o9de5GZPKKU1DA1JykpK7klbRWdrLZyV0200mk1dNv7w/bu/aJ8Px/Hb4frBexXEvwt186lribyCDNbtGsaBFdt3z8kgDGenyluw1r/goj8NlhW3ga8vks43gkeOEPG03mRZUYJ+7tkY5ww+UBcnj5F/4K//ALPF74M/aJtdeg1yO6h8SaTcR3Vxq81pJ55tljht93mKv7xTIp3gbEaRCoHRvj74Z+DtZsfjPpui+Mp77WNNs7u8hOjQalA073WyUQgR5+YJc+U7JxuVGUMpYY+apcOuvh4VI1NEtuvdr77/ACsevg8/yyhVdPG4dyd9XGTSeu7vtZb2Tu10T0/Rf9o3436f8Lv28LX4lwXlgdP0vwCmlzmY+aoka9lkJBiJicgS258szK+Jk4xkja/ah/bT+HP7THwUt9Hm1S5jt7u0ig1qzEcKr5ohYohSQSySqk2x9sCNOWiGwDll/PP9pX4Yah4E8R2moLqmtSXGsaciWP8AaUctvcXDFI49qQbAwaKYOMMW8zZAwDIdxd+y/wDAKGy8X2ul614rj02z8QWkb3FkstzbwzW/mTQSSSkxLtbJIQ8HEzMp3BSeyjw/L3a0qmsV2/rYxxXEGXrDvDU6PM+bSSdnbS/Ne9+bWyUvdSXW7flfhL4A+K7fV9Wt7zS9NRbqJkxql4LO1mWRfkdn3ofLbfjKNuUgg7SKbpf7JXiae9Tba+DcrJHJHLPc6jtIIUqInjQROqrhlLFn2uGdmXldXU7vWdR8NapfaUdStIfDt/daZPMkMbTWMqKjqwnjiQ4lAnZg3/PIA7j8z6dr+zV8YPEPwL/4WjbWviDxD4N03Vk0+41KxH2pbS8kW3ljTYHMvzG4hAlWIxFpUUOWIWvpo/XukopadHv9/U8uvWyHkXuVL3fVOy7Xsk/u6XvrZct8b/hjqdx8S9J0qzstI1C81Kzla0llknYTRxSylipTCbRyDuXPPoVrf0/9k+48MTf2o+vaS99GCsYMvlxTZRi4mlkClpCXwCilcL8xHf0b4U+ALrxR+zZ4kkm8TXWjeNtL1CKHTdKj8PT3S6yjRS+YGuVt5BE8jpEuJZI0HmB2UkHHDfD/APY3+NHxI1/XPC/gvQ/EWrP4d0c67qv7+OGCG1DMHlWSZowVa4jlVY0y5kjddpaKQrmo42VNQhOMVHfS9/Xtp289TtoYzh2i5VMRQqTnO9neyi7WVlZc2t227WaSSdnJ9h+w54Kv/g1478S2etJaWsmvaU+naPcLfSxreXEgMT+WIgWuIxG8quAjRscZeNczJ7Z+yZ+27rn7Jv7PmoWEX2fRtN1LUnuBd6hBEFnleFFZYyzM7KFSE5WIZLOAWCsV+Z/2YNDi1j4iW9v4y1zUW0iyaxu5Y2SaZYFmuIv3f7omRd6TsCqKynzDuG7GNX4hT2fxp+CPhuQ6Nq1vq2larfQ3ExAuZykMNqzKZmcE4R8cAEmMD7qpjHFZdLENwrve2qVtv6+R5eWZxRwVaGJhTU+VNcs0mm3e1/we191e2p9IfFf9qDQ/2k/2UtZ8Ixz2iasZraHTpra4863ujFPFOYzgFg+2J1AwCTKmBjmuh+Dn7Utn+zl+wTpPgi/uLO01lbyVnW5nMYhiuJLgqcMhZQGaP52ATcrY3KMn480v9nay8DPpeparDql7YSRW13JFbwKi3MbxLIhdhIGQDeFK4+8eMBg1d5+0p8HfD8ugx61oscejWM0Nt/a1vYSW+28aRjJC0YFwT+7hkSJ0zKoaFXJ3M7jGWR0/Z/V/aPlbvt12OiPEtL67DHLDRTivhd3Fve7XMrK622s3vol7p8Jf+CukuhfG6XxBq2qaRqNjqFsthJaXEUlrcFAVCsZPLCR4GMsQqFtzEBRx+hvwI/4LjeF5PCPhvR/FHhHxfoeqXd0mlWEx0+aW3vEM6xQMrCIfM0OSMjBKpvMW9zF+Ivwv+BMenyWd9stbW6861WW41lvJskS6jnQJuVGZJQyrg7SFK7mdAPl7r4Ia9rWg/tmfB+3hlmuNOutcs/tsOnMjfaZV1ib5gqkeewit1Ks2Tg7hkYB9LL8rWFqXw0tNE7/8McWbZ9Qx9P8A2mjGMknblVvRu0lHTayilbu0f0uyazeK0kckzMucE564psd/leRn3NR3eqxmV1KkqrEY9arjUbXHCr+dfV6nwvMj5W/4OH/HkZ/4J16pp9rHDfXmqazawQND+9kilVZplZAASGAjPIIID8/eFfi18BPg9J8RviRHpWpG3it7Oy0uBTq8rQ2L3cksSx+a5ZdoNxLGpcHcu8kYIBHExfEj4wW4/c/GLUAeRlfFcitjOccsOO1bGh/F34ia62p6f44+KuratY31i4tmn8SNeJYzxyx3DXLJ85CpBHPl/l2AkgltqN4lSnGTTb2/zufXYevWw1CVOK3vrdrePK+np9x6J4+/4Js/GzWvGvwx8D2+jy6rc61aQNbPBctcLpjT3JuJluRgMj2xvYlkbbhy6ujSLKGY0z/gm9Z+FPirNb6P4gtdak8Kam8FxFYJO08dxDKFKSJIYGjWJkcyESKSowm1uK6L4a+GvE/hnT9Wt4NWurfXdHtW029tHuMzGW3ghsfNB3AMweIhirqRkEkBSV+gPi18Z9M+Hv7Rcqy6j/aNrD4Zt9NvFPmXCTOjm5ln2q0YfiROfMUlYnQhgDXnYqpUp2jS8/wt69/I51UlXvKs766X8z5xvf8Agmjql/qen67qcjXWo+ILtWns54Hhn0wJPEh86d5jE8hVgREju7qC6MVAY914d/YD8TeE9CksfB1zq3iSC80y0vNV/s/w9ZJPZWzDzyy2lxMwubhRBEDCCJCyooYkl4/Rvjd+023xJutMt4dsP2Wym1gvaKv2eOWOOaWKQ5kEhBjLK2UMaSoF3uCVHffsB/EO38OeDdQ063DQ6heQi3dnguIZkdVtw7sGKMzDzFRdiqMIeW24bxMRisbHDOrLz08un3dP1O2jQwzrqEfLX8z5L1XwXqfwi+Ls0+m61Y+M9QkmiK3WntaaSq6dE0cURkVT+5e4uDcN5Vs4kc7V80OrxLqftM/8E8vh78Nf2W9J1C4uP7B+NEcup6pdaZe+IrVxr2l4meEpBKyyRyR5t4z5aOSqys427pIu08H/AAfg8XfH34n6nr8ep2LapqF3EURBNCYLq4js/IBcA7okaeMFlGN7DChSDxX7Sfxxt/HElxcSap4o1LUhrtxfahpEviMtpEt1ZuscDJbSzOst48bKZgGgdSzrGshlbd6mErXlaO9ld/LqcVai7XltdnQ/FCL4g+Ev2HdF8E32g+F7nwJa3MaaNp9xa2aXEszSWvls832dZZAZGwGW5LO0DKREywgcB8Z/+CeHhnxd8CG8YfCfWG8QaPo+qXF1rvinW9aRbqG0dUmUvAk0sciW6z2yzSxjzRJKGZCJRHb5l/411/4i6Faaf4gTWNQ0WOB7Zg4htmh2pLB5l8rBIxOm+QqA2XdIXwiRxxts+PPiNpGu+B/C+l2dxrtvNCkT39+NQ1HWL1DBtmtbeKG5jitobPM4ucRxKyzrDg/ua6aHtYxtLe+vXt/wf62rGyoOpfDqy+7q7de1k33vvu/KYPhu3h7XNV8P6lqdnqTWfhn+yU1DTb2TULOUf2tYQt5EkjFETo5T5HiEyZiXGyvZ/wBnv9k/SPjl8MfEupX00cVxJqaRWV3dar5FnC0+o6nHJdOqjzJAn2VBsEkfmCVm3Aowfi/h/wCC73X31iS20mG6utPisU06WS5MDvaCc3F1FJLgv89yBLsbzPKZ3CgJIxf0LQtM8V+EPhLpfhzRdFuPKjuo7+SWWxkupBdQSzSqnmsYwIj5kZDeSz56ldrYxxs5yg403Z3X/BKw1OMbOabWp3uifs2eF/jT8P8AT/hTpviTSLPXtOeNLi1IjjtphDv8kqgt4ZJJXEgnZDcFx5u52kZ1At6R/wAE4bTSfhxqFvHB4b1DXNP1ASz6f5zmJFlk+zW8bumxzGIHE7SuplUKyhCRl/PdD+I/xU0GW1vZtS16OG4kDhLnWpQumxeaJo2jIb5lIBQq3mMpChCIzhuml/aF8ZeINc1a80dvDOg3ut3k93e2dxem3t1Bhjij5eWQNMmZWLh1UBVwTgBfErU8WqnuVFy6ff1+87qcaTh71N38l06HB/Hj4V6T8FP279QtfD0eqaUNN8IWTW/9mzXU0n23+z7a2RUlRo5TGxMaFQYvMV1j3Q+YZI/b/wDgpR8JNP1vx54PtJNK0jUtU1WK/cmAxW0149uUSJZJ2Rg7FzIyqynaMxIWYgumlxWj/EDxx4y1HxLpOj3FzBpI0pS9pJ9qvIbuCfzriRQ7G2EkMWVLR7YklJUKxZ9z9rnS5PiNrfh/SrOy8Ua9pb28wupNN06e5ks8BVibz4wzY8t3w2JfMBZjG21GrShJutHm3jdN99F95lWjak/71rLtqZvw9+FHwu+F/wC05b/EjxF408J+D4fCfiizsNN02DQ4dNt4ryfRDdJHe3dsgb7G6rJIGZJAGt1jjESFjL4P+3d8c/Cv7Qnx4vdes9P0Gx8QLs1rxXeWkdne6bqAe3tbW4b7bbySC8a2Vt+Ygtv5hu8GYRPPL6PrVp45+Hvx48WeIPCngDxysOq2ptdSgntpb3T/ABDF5Yj8iVBsQIjM0gAYrvVj32HyjQ/hD45/t29hXSfEen6xdXLP9qbwmHaSPJRWSOGIRruTeMOCSCvTLvXp4fRKU30MJxtLRdf120/zLnx3/Zx8GeD/AAvp/iTRtTSbxFHevbXWmXVg5N/PIN0MaN5zQGJEYsPKI3sZDMNyOid7+xv+2/8ACz4dfDzWPA/i6z8KNa/2fHoXi/W9XuobHW/EtnC15FG1ktraR3ExVzCv+k3a3cJmikR5EUCLGvP2ctcm8Oae2h6Lr2i6toNtNbXlynhm/liuy8sjr5BuEAaIgAOwErK3lhSBlmx/hr8N/H3wq+IWpT2OnaxYjVI/sV5i9stLjdXBRrtUu8t58URBAZ3bcWCsYlzV0pL2bjOX42/rv/wxtjL1JxdKD677u7v0VtNlZfdeyy/iv8M/Afwvu/Cvh7wI2qeI/Dd1otr4gupfG22xvfC6T2tzKlk8NqN/9oSWtzlnO1LiVYD5SpDEK7L43LcaD8UbeHVlgkvnk3SNIn2ia3nkjIjdmIOUEjwkAp8wVDhVNcBF8GvEHj3WGn1bwIt/qFxPJNJrF94psll1GR2J86ZhIsYdiOQfly2QoxuHa/tly6fNo1vHqp0+O51DVLVor+31yzvhdOYAuXETs0G2TeF3DZIgCAo5QVnUrx9pFXWz/Qz+p1nD3YPddH2Z2P8AwUP8Tt8L/wBqjWo9IjmvrG18G2dmrapsvrjMkkc73LScrLcMsxHmZZckMpI6+x/Abwp4Nm1vxP8A2dqU2kaXr17Ml7NLb2Ei6XLHcSRNMbmeIkGSGKNTtfan3VVZEJr5/wD2v/2rvht+034xk8V2vjDw7oMjaRLb3Frc2dm8t7HbTNvklxLMSpfBCL+8OZIx5iosrcf/AMNJeGdI+Kq65p/xQ8L2t9b3rQWeZmlNj9qMtwsaN54jIO+LbJhY4vs6gh337vN9kquGhDmtJJX+X/B/ro/QjhcTTrOTpSab7Prr+R9deFfgx4Z0b4d/Eaxlli07Q7Rkuo7awls5NQltymXRZ0GcXClPunfh18uUAhm+ah4bh/aB1qLT9N1HXvD9rZ6YZLK3Os7prGdtUvI2kQyRpK+WS2R3IZlMrLuIcNXkyfG/wf4Xn861+KWjW9rdWDzSNaWy+YEjUwSAxidTJGQsX+isMTLBEI0EYCp3XwV/a1+GHws+JPhu8/4WFIV0OMaObeCe2ihme4nlukcym4b5EV0iEjMYoUiCO+/OdI0XS55xldvVf1t8zOWHrVeWDp2XX56+u3+Z4/4d8C6fo58ZWvieOZdHPiaO6ksjHcWkNxHO17Cj3HknettbtAQjrIruLuELt+7X1x8GvjHP4X/Y/jvPhR8M9X0uYNHa+I9c0q1vtXt59U022xFHPFptzZ3FtbpFJZ3K6hGJtu6dZBM6xo/ylcXngvxd8aNW1/w1480vVNY8aaxcXkW5P3MEMtwEME9n5jmREdoxFuACpk+XKgWaP3Hwp4JuvCnw/wBYsl8ZeB7fT9YsdLGq28YvLO2vLa4kdtLJhjZICs0zM8TFcT7mCEgvv9Z1oSjq/wCkccsBUUtvv217F74L3fw+vPAFxo+tWw8OyKJby2kVVS4sw5trtPs7TBpHwwaErE2V3ybl2shqj+yz+0D4w+Hljf8Aw5h8G6hrfgOa2kln8OoJP7NvBqkcpcaneXGoxQafbKsqiSRYZJpWiuIy6COJlXTPg74b1Q3TeJPG3h+bWJDqEDWf9pQXEVrPZFWv5IzKo2NbQmZpIwgVNwLKqgMMjXtKm0HV/wC1NH+LngHT2tbaEJqWoa4017NaasI0jEsimMCK4RCqAELgpMWVgHGOHlCMmtdfJ+vz/Q7MZGpVhFaXVvtLoktFfTRa66v0SPJ/2lNd8N+PPGXiabw34chvJtP1ea4t5ZdNZby1srYMC144Oy6QqjMY1hxbxJHGrlVWvor9g3UfCOufsqfETw94nU6otr41ufEGnw2F3uhlSeG2ieKJUchmj8mVSsoAUOHDYIavnj4v6NpfgP4cX0WpfEXwhq0NqbrRILGxl04TNJCyQyW4baJSsBkicgthVRWxgLWR8Bvj98Nfhf4E8RadfXerazp+sjTr37LaWU8KvLEJEUqyqCColMkiswPyJ/rGUBd8QlVpKDvo10d9LeRw08POFS8eV6fzRt187fL/ADPvn/hZXwtXUta8O6lo8tv4R0dLu58OI5lnikcXcdsuFlkIbbIiBBKgEO7BO84PkvxY1qXxTpVrNoviDQZtMtTDv8OXf2iS7kjkKuqmGQDzI4kdHDkhAfMUspyp8Uj/AGufhHdS6Zbtp3iSTSdPWbSFhezkaMWoeWdQ0vlPIYBLM/lbTvUiMEBUzXEj9ov4f22jq0MnxAmldE1SQmyRJjOMo0XMTKZipzyxj5LFy2BXLRwtODv73zT+/bfuzSpRrSWvL/4FH/PzPd7zX4t19o9rYrqOntpyNNYBRdPaK99bK0SlXkXeVaeaOTYwTcDuDBq+jv2gPAHh/wALfsfadeeHYtH8OzeA/iDpPiK2vFQxLbRXkP2O7lTawKrIWtmcn5dyI5DnaG+CLb9qzwDp8d1bxab4imWTy9MWUiVVSybYxVNtsreSrRIXDAvuzsDKxB9Un/4KZ+AdW+DuteC5rHxVY2evWLaNJci3MrWlrbyRywsiLDHgu0MYjYZcAYk8rOV7aHLTqKWtrO+j1v5WOWtg6tSDj7u6t78O9t+b+l5H7geA/ifH45+H2ga1uUjWtLtdQHGMiaFJPU/3vU1cbXlY8NXwf/wSZ/b38P8A7TPwttfAdg32bUfAOmWWn2guZWW51K3WFhzGyKFkgRI0k8t5ELHK4XGfseHw9dTxh9y/Nzy1fY0VGpBTifKVqc6dR057rs0196un8mfnZ4T/AGH/AIG6P4da31jwBNNfB2f7QuuXmXBHyqAZDgD37mvnH9rD9nef4Ia7qnibwd8P9P1z4b2cUV5fpPqbTS6YkMTmeSaB0k3gbi6S7ZREFkLIAQ1fud+yzY3Hh/8AZq8H2Md9PbvdaaJwouZI1DXGJQRt5zm/Tng5VD2GPn/9ufXG1/8AaBtCJlkW00+JCRl1CtPPcL97kgJMoxjHGBxivyip7bDUlXlUcttHfr53P32jisHmmPq5fSoKDTl76aa912+FxtZ6aX9HfU/D+2/bb8Uedb3Ea+Hbi5EcQM8DGMF0YB8eWq7VMYCKmTsI3EsDsqB/2zPE1q7taaX4IsZZElVJTo4uGVjIHhYs7fMYueOAzHd8vQ9H/wAFB/2IZvgD4i1bxh4T0uzs/h1qF0rGCF/m8PzSlVEIQkN5DSnMYTcEzsO0BS3zhpBt9QtFk8hpNxPzLK3zY6nHb/PNe1h/ZVqaq027Pzf3PU+HzKGKwNd4XEQipL+5GzXRr3dn336Psezt+2T4007UI57OPQ7eGOVpore20wokaeWUVBtnXhWzJkYJPy8L8tLbft2fEPRby3ujfaXNLapbRIHsnKhY8+ZgedhDNxv2BcBF2BO/ljW1nb4hFpIzKBli25e+ep+vSqWpWdrFwbVMqcYHYEfrWn1eL0kvxOL69UTurf8AgMf8j134a/t3+P8A4bNNY6fdeHrW1YEm3tre4tLdZQj7JEW3lUJiQq7KOGMYAKkli+X9tPxxqPjCw1Jv+EPms7U27S6dLp91LBemNAGLsbgSrvfc42OpQthSMHPhS6nCSY4laPa33QoK59ccfyrQ0zUYfLXzXmfjjYg7Ej0+lEqUFqor7kSsVW2U2l2TaX3KyPbT+3J8TRpLWv8AbGgw+ZDEsk0Ok3CmSVJvMa4ZftBjMkiAQt8mwRqCiRyfvasT/tzfEm9ZtvibT9PMi3aqINFZmhE+Nm0yu7fuDkxEkn5iZDNxjyQi3MKurTc4/jHA/Kooiso3K0jY43b8f0rHki+i+5f5Gv1mt/PL/wACf+Zuf8JjqkF/JfTeMPFF3eyXi3wWK4ksYopAX+ZEjKqAPMcYAxg49MZk/jea3tFtzqmvfZltkswkms37KY0l85UI8zkLJ83sTWLql/G3mKYrlpjwXaY8jntzj16UsOsXGpWTDy932VVAYgMWHzHBJGf4ar2EXq0H17EW5VN29X/mdPN44uGmW6k1jXJpJ5p7mQnVNQYhrlNk75837zr8rHjI4PFVE8bapaJHNFql9C0BtnUm/vPka2BFuRmU4MQJ2H+HJxisvUreSQrHuhbDY+6BjBOMYxzx2/rUt814oh8lkaRjht6AgZI/LrQsPHsH16u3rN/e+1vy09CQ/EjWoYII7PxBqVusOPLWC+uIzhZzPgHzD/y2YyfxfMxYg5Na9h8XfEMVvaxR+JfF8aWzF4Y49QG1cwiLCjI+VY8BVxhDllCt81cNrGuYnaOaNJo9ygAEgN36Dj1wKu2l3p8ljxYp9A54/wA8GiVGFtY/ghU8diFtUa+bOxtfHeuSMgXxL4sUQpbBc6nKNotzmH+LHynn/aPLZPNSTeJdcv7K4tZvEfjGSGSG5tZUk1a4KPHcN5k6H5+kjAM2c5IrmbB7NHVW023TzMZYjdk9e/0rQnkWQq0FvCozzuBGD7VzujG+i/I6VjsQ1aVSX3v17mnL4n1k363p1rxXPdrdJeiVtbvFl+0RxeSsoIfIYQnZu/u8ZxxVG+kmXSfs8k+qJax28doLd9XuShgjl81IsZx5ayfOqfdVuQAaba308RP7mx6DrG3H05qB2O4M9va+U2eUjO5ep7n/ADmhU0mKWKqy1lN/e+u/39Rxi+330k88l1LNJcXE7TTazcszyXChLiQ5blpVG126uOGJFU9RfSZYJLO4sbaTy0SMCW8Z0VYk2xqCTjaq/Ko6KOBxxVjUtVztHkwqFHVYhuY46n17VTubvfYFjbxjGMYUcjI5+pz+lbRj1OadRy0bDSdHtdqtDarIjfKAkafK3BHcdsHPv1rTgssOY2s52bB4WLPHuQ1YGm61NNrcMDKsMO4A9wq55+lbuoXSoQbSRvPG4qAG46DI/Xj/ABrT2cmzDnilZEsuhtKF/wCJVdQsGOHUupAz7PgZ4yP59aXU7f7Jb+ZJp0yKTtBe7nC5JwOrnv2JrMsHubu7kW6vJmjIBAmbGG9s/wCfyrB+I0rQaFaItyJh9pbod2xWRSM9hz69ea0jRbdmTKqrF6KfSdZmY3lrpt1kZC3KmRouMYG9j7nnv+mfrWkaHD/x76fpatgt8tui9eDjHr+Gap6RqE1vAXj+RlGcetW11Ga6/eNtVgTnYoA/UVty2ehlo9WUo7Sxtkk8u30/aQAAYFJXHTp6VXtrS1E25Vs92SeYR1PU/jWupuFf5n3bj3Rev5Uya6mg2tHIqs2R069D/WtFKwggsrcOu1I2BQDMURxx+H8sVrW+mNeWYmWOGFQMbXG1s9jjoOmfoRVFNbvIHWTzFLN8pbdxj0qPwnqc1/rSfaJGmby2B5zg5Hb8KlqTHzJGlBAsU8eRZ9+ZGRh0qeeTYqhILEr/AHto/lUA0s3TyMsbNJnkKQ3ZPQngndVx9KeCTLwTRR7Mtv7/AK0cmpPtDPvPEMmnQs00Fn5IYHBGc+4Gaw59XS+mkuZZfIhXLMQdqog5/QdzV3xnYI+jCSLc7QOCw3DgHj19cfnX0r/wQjW3vv8Agp58Nbea20W6usalNYf2paG6hhuYdPuLhZAgYbZQsLiOTny3KuAWVRXdh6ClotzlrVmlqfeP/BED/gmV4+/Zz0Xw38SPiFJc6XL4u0u/1PQfDLWxgu9NiZoIftF8XQP5s0UzMkA4jTYznexji/RiezurdgoSTGP4ea0PFXjfUNR8WaW14qwtb6fffMtpJcQcy2ZPzq+5QNoyzoo579aqW2s3GrI01qdPvItxXzLeZpEyOoyARkema9+h7kbJHhVnzS5rlrwt8RYvBWg6bpsV5ttfDtpapFef2ei29zDF5a7FnMZR2KQQkhG3AEE48ttnxj8ZPjV/wnv7aXimzsNVttSs9HsoBceV5cmJRHFbRIHjATIaCcFQOuMAcA+Gj/gtv8f4tdXMnhSZZICQ7aT8q8jsHDFjjqTxjjHFWf2TPiNr/wC0B4i+JnjrWltV1O81W1024ktrRovPuP8AS7ybbgscL9oQ8AAb+tfmOcR5sM2lorP9P1P1zgnEKGZv2j96aa/9uf5Hkn/BXLxBcWf7K9pof2ZlPiLXIUMhIXCW8csjcHqN/lZI6EAd6/PrQ/DRtLKGMxSKyph23rgE53Y596/Rf/grpfXU/wADfDOlySfLqOsNeKwG4Hy4XTIz6+ceRwe/avg3/hGbOPw/IrK3mshJcN3HH9K3yOTWEXm2Rx1U9pm8rvaMV6aXt+N/mZMepaReSqkd1I11kkozhcH6HAPXtzUmveHLtLBpVhm82Rf3Y3opB4/2zkbSfx9cGvL30qS9uY0jkfM0iouQGGWJ9s9hXuHjnR9NfwLNts445pFWNJVyzJ91eM5HOf19K9ipeNrHxsWnueZ2egv5+GbDOzfK8JU5GMjJIBxk9Owre0Tw1cXNttZlhVWIA2bi45Prjvjr2rb0XRW0+yXzLiSWKNAiBlA2k8n9NvOO1WLfxFbWiSKDHGkTsuGz1HJ44xjjPpn61lKUpL3SlZblJdEvPI8tvIjjwMsYm4wMdM/pU0nhS4to9tvdxzDhiShTnPTGD7VYvPG2mLaqt1cNIGPGJNuOhGAuODnvmsubxzYI1x9lvXjbzDtQSAsQAM5Bz3yfyqfYz7Fe1j1YX/hArbsv2iZpyNuPKAyO+MD+dTeHvCHn2Rt3u7aN2kLlJU2MnQY9x6fU+9UG8U+drsDNIsnzGMBF5PDHp+fpntXp/wAJL5YrHWmjia4WSJXLMu5QnILnjCjLoM+pApVOeEblRlGTPMdc8Yab4T1F7aSCzutsYJlg6IcfUkHv/TudzRbGx1nRV1a3vLY2qp8oMTAlhwwK7+xGM457ZBrzj41j+0/iBqsxXd80arhzgDagwB0HWvZ/2etKvl+CEckVnc3Vnbs/2qVYmaK1aWZ1iV3xtUvtbaGIztOOhqq14U1Nb6E03zTseSy6PbXesSSSM1xbyTF2njfYq5LHlc/qM/XIroNM0HSmXzFu1jeTkbnPP/jwHp/k1DcaHFDLd3Sq2/zpnzvZsgOM9T1Oe3rWvYraQ2MctvKDncHjZcKC3YH+906fp1oeqC9mSnw5pUIjVbrEmQU3XDsAfYAj/OKli0i20wZSTzI2xh1dsDjryxzUtto80l4kjjyWKmQiMbNwzjk9e/frk8cZrYn/ALP0uzjnjhj8po/NEkkqogXGcbj1/AYrnk+XzNo3Zz11cwZG2RmV8KQAP8epx/OnbbK4UQswUL3Ln5R0HQ0/UvHei3VyVW8tW5GHMoZfTn/d+mD+NdlYT6B43hWOGTTb5VADlJ0keNsdSuN2MjGcjHB9alytumXyytc4eKw0+WRjMrMrE9ZZFyO3AxxUdxY6XH5nzLJbx53AMxAxyRn1GPY8VsXmitHcsLaFZLeaZofLLCRGxnnJ7ZGBnPJxkdasaclnNut7y6exVTtKJldrAgKcHpgYH5fU1Jq10ZKT2OPXS9Pm1aBoYHjjXBJT5pASfl2jkNk9h78HpWn4ytbT4caR/aAnuZJGjIC+Qvyt2DZUYGcDrn+VS21jb3fiC9j2QTLCsbeYOkmC/JHY4GcfQ9+e1/a8+BfjHwL8EdM17xF4e1bSdH1658iwmvI9nmSJscgxt86BlYlCygOEcrkKcXGolOMG9/xE03FtI8j0D4uyeNdchs5IfsTXJCKbfD7m9wR047Vb+K+mwx6OlvNJeSKX3LJLEkce4A43d8cscVw3wr05j480ny4WaT7VGFRE3MxyMADkkk9h1r6K/bB/ZW8cfArwp4fuvGWg/wBk2+tXU32XNzBclmh2h8mJ3C8SqRkgsCSOhxvVlCnVjC9r7LvYyhGUoOVr2PG9I8JW50pWkVVdlXlsNkdu3X/CtRPDGnrAPMhs4i3ygKRhz77gcf8A16yri+uLaykRd22JQpUgZxn/AAI/P2rLuvHVpo/+t3GSAA4xvkx0/nWypylsRKcY6M6V4dPhRVjtY5FjBBfywcnPUsFx7Diruk+H9LMSybYJWYZCuQf0x9K4n/havn3vlxrKgaZYsMvc5AOfSl0z4tRPHBG0Lx7kBAbG0KoOc/guaPqtSwvrEOh6GfDdlIpZbWFT0UKNtY2p6RFomrRY2MkjBIYkYRtknGQ2e547c1V8P+Mri8vImijX7M2X5O5QQM/Ke2R26c11upgNCGO35MFjjnAZT/jWUouDsaRkpK5zXjKZfB+kNcCzkjZgNxe6bapJ9Aea53SfH0mt3kNrOUlW4fbhHIO48DnPv0FfRXxp/Yr8ZaR+zZN4/ZtMuNHjsLa/uLdJZBe2iSyqq5jKANgNGzEN8oc8Haxr5v0K0Nvf2svzYWaNifTn/wCtWmHqU6sG4u9nb5k1oThJJ6XN3xvZ/wBj6MzNbSvHLgESTNjPbv2OK9d/4I+wPo//AAVN+Atx/aF1pqyeMLGET2wzI4kJjaHBI/dyhjDJ1/dyvwTgFfit+x74yj/Zoh+IEdra3WgTWTX1ykc4+02EQkURu8bYLK4IcFN21clttcn+wn4xj+HH7UXwn8STqN/h3xrpGoKcgE+VfQSlcngZCkcnBye1dWDrxceaDvZ2OfE02naStof0+fFBb+H4y2MMnlBWtrqFdkXlrsIhccevy9e+Kw7rwfHqcxkuNNhupvus8kcbH6Zbmux/aA+I+g6vbaDdQ77fVE1GSKLzV2u8f2W5z7Fcj8xXkF78T2humUNIu0/3c5r6OgpTgrq1tD52tyxloz5fu/8Agkz4+vUst3wlhSSSaYME8eacothtiAkk/wBCbKHJ2hSzDZJlRld3UeMvgL4Z/Zs+G1vp3hKK40+38WaxfeIpY2kdmSSZbeAqpZiyoq2hVVJJwTlmJNfol4t+IOi2HhrVbhdd0iMx2Ejo7Xke1W2ORzk+x6H6GvzY/aR+Oem+I4NMkute0i6ht7+70y1aG4RtyLq13b2+NpJIfzItpPBEi845r85zrTDcqvq1+d/0P1DgOPPmsZyt7qb/AAt+p8Qf8FYtY8zS/h7bmaZpLO3vpSSchkeSIKMnoAIGAHox/Dov2mf2UvDPh79hq2g0/TtO03xFomlw6vNeQwKs9/cR2375ZHxuKuN5xnAYIccHPE/8FCrX/hOf2jvBOgoxY3Gm2FltxuCtNO/GPfzh9cV9Ff8ABQd/+Ec/Zh8VXQ+Rf7MuAgJ5YCM/h6V5ftJU6eGhF7tv8f8AgnVnUlWzHFzl0dvuVv0Pyx/Y9+HFv8Vf2ovh/oN1Ek9lfaxFLcRsPlmhhXzpUPsyKyn2z0r9Bv8Agrd8CPB+hfs86Dr2l6PYaDqmh30VnFFptrFawXMMtyC4kRFAJDMXUjBG585DcfJn/BKfwz/bv7bfhpo1TdpOn6heAkdN0LW4I/7+D9a+yf8AgtVq7WPwN0azj+Z7zVoVYgYChVeT/wBlH+evp5hWl/aFKEX0/O/6Hz+Fpr6rOT7/AOR+fdnazG2kGYwyhc92yqKx9O2fzrzf4l6tLaz6fHC203F0zysoG51LsT19lH617R4E8BeIPibq1jpOh6fNfX2sXpsLVdgEcs7BtsZdvlDFFJ5I+UEngE1zf7RfwRuPhLr3h7TdXj0SP+0LDWNe0931FXeaxXT2nsi2ycACU/dz8zNwC3KV7OGlD2nK3r2PMxHMo3Wx8+yxNNaM0jNJI1qgLudzHdNuGSfapLi3UyzM23BlvWH0K9K7jTfCNne31jEZI1We48M2ZMk3zgXVoZp3ADDIDLjgEAMMc80trMp0v7RHePF5+k6tdFVw23zpmt9u4KSQ4AUsSQQSAw5r1r9Dzyp8PruS1terN5JyiMf+mERwM+5P5mv1y/4Ig/BTQNX/AGY/GOtatptlqF9r19PoV19oiEqT6fHDbf6OUbIMbyM5YdGwmc7BX5M/D20c3isrE7pWAHXdgwpz/L2r9sv+COcNvpH7F+mzTSL/AMTK+vpQCMkn7ZJBk98Axjceijk4AzXyPFEnHD2hu2j6DJVepd9v8j8jv28fAFl8Nf20PiRoenwx22mWmsmS0t0GI7aGZI7iONR/dRZFUD0UV+tv/BK34VaDF/wTj8N6ffaHpd9pniTTWudZhntlK6iZbh5AZOMsVGwKTygRMYwMfH//AAVVgt9O8O+IrW5+BeoWmuN4gnu774jyaHdrAIxOqWaR6gjmCZXskiRo5Nyq7MVRJANn3x/wT70lNN/YJ+FaBs/aPCmmudgyCZLdGPQ89ck+9ePn2KlPLaW6d187Lf8AU9DLaKji5+n5s/GPxz4Hm8MeI/EWiib7U2j6leaepIG6cxXXlZx77c1HoHhWPToo7ryzucZ3yLl4l64JAzgEnAPUnGO1es6V8Lbr4z/tTap4ctYLiSbxB4wvbYBdofa+oTMzfMQPlUM3PGFrpf2vPhJD8I/D99rY8K3vhu60G4mW/dLS6Wx1cNJHHBLbfaMRC3MpICwzSTfMWMQSN2j9760vdoveR5nsXrNbI+bfix44s/Bkcdv8s+pbcYU7RFnJy+OrHrtGBkY6Zryr+1tT+IWuxRXFw29gRB5rZjyoYhF5wDxjjp3JxzlXuut4m1q4vLhzNvlY5PzFzwSe2PY89Rx62PB+vR6BqbXS7J5FtXji8mXbJEzYyVOc7gu7nggso+UHNe3RwvJG+7POq4jmdk7I6rwX8NLzXtGknungjd2ZYkMwDbxxtbaHAwwwQeR82eRWFLpupaJpxv5pI7eWO68iDypA7TOA2SjKT90jB7jB7g11fw++IS6L4RuIdQs76a4tVM4kjgP+mbnzyRn5iWALDJI+YjAJblNV12U6PqtrfQ3A+03K3UIOY47VtysViTJCt98Huxdeuc1UYVXJ8y0I5oJJxep2fw2+L7XOsW8OuyK0m/MN3MfM8p8YDOufmA755HJO7JI9O8VaJJIZLj95Gx+8xbeVPBIDNnfwQyE5JHHJya+Z5USYP5XlySRyb/MjYFWIweDnjnIyM9OAOa9f+D3xBuPE3hlbOSO4un0wNGiJz8owV98jAAP3QCAe1cuKwvK/aR26nRRxDmuWW51vwx0pdS+I1lb3CZt7i4t4JedxmRnIZj9VI/Ov1b/4Ke+F7Xx5/wAE9PHsl5HHcNZ6Y+pREqG2SwOJlZT/AAkbTyOxYdCQfy8+HdiLL4k6Pbsd0hvbWQ4woUNImV/4CwdfYCv2d/aV+CHiH4s/s5/8Iz4T0u317XvEFnffZNPllt0hnKWVyFjl+0MkRQztCpDttKtzkZI+TzqTjiaEl0d/use9ltnRqRfXT8GfhB+xwq3f7TXw7dW86FfEVgxKtuUFbhGGe3UdK/WL/grp4Qj8UfsHa1cTQRzT6HdWOp2jty0Dm6it3ZT2zFNKpHfPTpXjH7fmg/Ff4q/tQfDH4o+PvhjefDXTPD+r6fo8R1K1WKfVV+1IVY3MdvHFLIoyBFJL5rAO8UbJ5rL9K/8ABRzSpNc/YQ8aRsGZjoyzhiP+eVxDLx/3wfyqsyxPtcVh6q012vfqtLk4GnyUasN/+GPxpj0ebUJIYYfJ8y6UW0fmzLCgdmUJukdlRF3HlnIUDkkAE15xdeDby4upJI4Ydtxa318he4jTdFBcz7z8zAhh5TAIcO3G1TuGfsP4F/sXeJfHfwB1L4uectvoHhW5aaK2jGbrURahbi4ZNxSNY1iSUBjIC0ibQB1Hhvxe+Hf/AApn4r6t4Vku9ZvY/DzeJNKNwCI1nUWjzx4XzhhSLhGkXCg5OBKSVr63BYmnOcoReq3/AA/zPBxlKUYqUlo/+CeVzeD7ywvIfM+x/LLprk/bYMJ9qtjNFk7+PlPznpG3yyFGOKlXwLfQxqskVuv7/ULFWa7hWMy20CSSqGLheBIu05xIWwhc8Vp+INYln0XUvKvNb3Lp2lTqZZcgPAkMAJ/fE7E3sIsAlQVG2IAhesLw33xLUQrrUdvH4+njaPK+YsV1IqbMfaNonZYXU4YqQOZWAFelzdzz7nL+FbO4s9B01gfL+0r5kXI+YENHn2+4eD6V6VrUUj6RMyqD8r5AfOAAa8/0KRrjwT4VkQzO0do0LFyCAReXJAT5idoQoOQuDn5SMM3ol9F5+mXHzph1DcNnqpH9a8/EfEd1B6H6jeA9Dj+Kf7Kt5odxHGzeIvDdzYzLs/562zxnj0yePoO9fjwiGbSbWVGypCuxDduP8a/Z/wDY4Kaz+z94UvDIv+kWcJxnnJjB5H1/PNfjv4m0GXw9rGsaWV+bTbm5smHvE7If1Svm+HJ/vK1PzX6nt5vH3Kc/L/I/Wj4YeGbH4j/s8SaDNDH/AGbrmlvp7xYwvkyxNEVx2G0/lX5i/sQeFj4s+OPgfS7hFeWXxNpaSIyhuDdRBwQePWv0l/Yx8Rtr/wCz3ol1uO9dPhf5iOSqhvx6/wCOa+B/gPqNh8Hv+CgH2fUFuhY6H42njK20Zkl2Q3hKMFHP3VyPoa0ymTXt6fb/AIJnmUbqlP8Arof0ja94S0nV/wDhGbw28En26/N0zFeW36fdn9dwNZd/8NdJlu3ZY/LBP3d1ee/C/wCMH/CZ+B/h5qFqxjtdQ0d9USOTiZfLjjt9jgZAYfaWyATyuATWnr/xr0nQ7/yNQ1jStPuNufKur2OF8cjOGIOMgjPsa++w7qygpJ7pHxlT2cZOLWx7P8R9d0vQ/AuoLqXi3T4beWNYHnDxttD7Y92BIDwMHGQDj35/HbVfEEfxL8KfCLw3YnUlvLu48NG8tpdA1CG1tWiis765JuXjEDKsltJ91zvI+UHqPyxPi3xAGVjqmpsFOcGVvy9a7r9mTXdS1f8AaK8Kf2jrl1penLqIu5He9aKGARhpgPMkY4G5AAWYnpyT1+ZxWUzrxUOZLW69eh9bk+drLasq8Y811Z+ml/yPsX4jyx+OP+CrWj6aJDINL1ayVAF+6be3jkYenDRHI9RXtf8AwU7W48S/BS38N2bQx3mv3tppFu8hxGJbq5jt0LEc7cyZJH5Gsn4ofs8+F/2UviP4b+LV1rHibXNQurxXmhSKK58yS9tS6Yxg7I1EwLlju3qSVCkHgf2g/wBsLSvjX8Yfh/pGhW+u2Oqaf4itdZf7ZamFytkTdkptyCV8kEZI4Ge9fJVYudek6WsaatfzV7nsvEe1VWpU0lUk3b/F/wAOeX/8EaPC0th+1/rkl5bqLjSfDM0J2rhQ7XMB3A45BAbB6EHNfWf7cHwu0v8AaG+I/hPwXqFxNbxSm5vd8LhZIm8v7NC/oQJbpGx0OADxmsjW7+D9l/8AaUuvFeqWfiLVLrxVplvoNvZ2dlAq2UOlW9pC26SWWMbnZ8ckD5QBk1T+Ffx4j/aF/b8099H0zxHayeG9JxdQX9osbxhtW0yVXBieRGj2W8nzbsZPGRk1GKrVK1b61DRcv3O3+Znh6cKdP2L7/wBfgfRnhPwbof7P/wCzVe6b4U0dbDS7e11LUU8t/wB9IZPOKv5zAkyGEIm85OFX0Ar8of8Agph4l/s/4w6FanSls28P/DSCJYGnc/ZmutLs7R1JIG4xl3TkDc3Lc8V+sn7QWpeK/CP7E91eaNcLYiy8IW0zzXsWIWhEEbXbO7fu1YxNKQ8h8tWAL/IGr8+Pj9+z/qHxY+Leral4z8X+EZde1T+zNJvLVLa2+z7E237oiykTPEirHCpYiYxxiQhonaMdHD9TkqSrVHfe/fp/mc2aw54qnHTb9T4+0jX7a1+JOk40xVjt/FXhuLYbxxtjsLIxFN5Q45bJbaSuAMMBXJ208EPw2h2Ws6vD4MCyH7RlWc68QGA2ZVQrAbNxJIzvwdg+wLr9lLR00hb5vHXgKO4vLS81eLNrZvIbi6uBHa4cEKXUK4DqQjKMLs+6bGsfsX+EdduNR0FfiR4L06zuJLjRo7+z0OxlWG3jgFx5iIsqsV+1AAIGVgSzEgLz9b/aVC/X7meF9Rqb6dD5f0Pwtc+Hr6RWVhZw317aCUvw7RXgVsHAPRQc4HBHA5r7i0/47fEpn+G+sy+L5r6Px1f22laB8M/BLDQYYLcvslnmIilhjgVEZQSjP+9Yo8flyNWl+x3+wxF8YfiF/ZMnjDRpLbT9OTx3Hf6LALXWIZb97gxQ+YHeJYY5jKHkHEhs4AioWmx9JfsP63ocP7SfxE8Jyad4e0e+8A6vfl7iy1BY/PkjZEmujbea7xqdyOXwqhp9gMjRu9fOZxjqcpOy5uXV+j9fltqe1leHlGKu7X/Q908b6hqVnpDXGh+H9U8YMtjJJcaba24a6vkO3GwSfKxbhcOwU7/mZRllq/Bvx9feOPgto+vy6e2mtrEEl61ncLiXTWIZlgkUKuHj4RwVUh1bIzXyf/wUR/a4vfDXiLw3odr4i8UaH4P1iGBNR1XR9Ta3kjspbmOO7R0W3keRRDGjgwOkpDsmeSD6d4I+NvxD0b4K6lNpHw1s9U0WJb670vbrstneXlo8jyQOYDYGOKRo2XKGUgEEZHSvk8Tg6roQbtq+9tPnoe9TxEPaNL8i9+zf/wAE7bL4cftIXPxItb+zl01be9e107e0l1DcywxwiVieCzMt/I2CAvnwhQBuA8Y/4OFv7T0r9l/wH4dt4JI9Pv8AxLdanqdyo3Q2otLTy7fzGHyqCt5IVVsZKHj5CR9Q/GT9mub44y6LNcX3jjTJNHtHtvK8ORmSOTfcSkljszuBUgHaCQOQOK+Bf+Crv7KNx8PNI8N6HHrnjrbreleJteu08QRkJt0nSmu1IjKIcuWMYbLYMhOAOG9bK71sZSnOd2tLW7X/AOHPNxko0cPU0033PzLuvEWgaLujhgOqTDI3uAsK9iAMYP1IYkZ+bnFQSfF/UgPLt/sttDjC7YssuO3pj6AVzMsCi429qZNAsZ4zn3r9I9nF/Fr/AF9x8oq8lrCy9P8APc3B8TtaLH/iZN14AhTjt/d/zmrFj8UNXibmaGb2eEc/liuZSME9f/r1PYomdzqJFXjBJGfyINH1emvsr7h/Wq38z+86638fWOqzN/aWkxtIwG6aE/MxHTIPPGfU16X+zz4WvPEnii4bwzY6trdr5XlXZs9Okma0LKzR+YI0IXfsYLuA3FGxnBrwslWuGKx+WpxhQSQPzNfTn/BLPQV8aftGL4fl1XxNpdrrFsyyf2JOYri4MMcswU4t7gkBY5DxExHXKjca5sZ7lCUovZXs9TShU56ijJK7e60/4B6Xa/CTxfoev6H4jvPDHiKx0P8AtFbWa8nsJY4oZd8LgMSPlGWADHCszBQS3Ffrr8Ef20PBvxD/AGn9D+H+n3fjax8X+Bl1SG707/hGZpILiCSGB/tU1xFJLiFii+U3lgEuA3VS/wAp/tUfso2XwW/ZZ8Q+JP7Z+K13cafc2ey11qZksnBvYFwwbSrc5AztJkHzBeG+6fRP+CcH7YfjL4w/Hn4l6ELK30XWLPSLnUMQWy3l5psFjcKFsQzIN8cks0x2CNcyeY+VlkMh+Ex1R4ml7ZL4brT5d7n0WGj7Gfs297fqfRfx0/aBXxJH8etD+KWiovwh0rwXputaRfRvC009xDcTuzQA4DzrcfYHtw+1fMXazAqxHI+NNIsf2g/2Y7Xw7dC/sbHxpp1vYlZIPLu7aO4MYYOmTslUOQUBOGBGTjnwb/guh408IaR4e+H+qXVnpOp6lrBTUNCOy4HnITCs39nzW8BilYSfZrh47qVFXaCis7xCrHwv+P3xN1HSPCtnc+AdDh+2X9gJF/t9/wDiXI00XIzb/NxltrZzyCy5BHnyw85UadeOmvftZX177vz0O2nUjGcqb/q5c+I/wQvv2d/+Cb114TfT31A6T4d1CWUW0rJHczmxv7t9jfKxUTv1wCcDjnFfmj+2jcPZ/tUatBNFBcSXeqXzhpfOBujeeHtI2uVMncy5BADN0dpAFVf10/bl0BvHH7MeqWVvqV1Z31vo8t7atYSJJdLcwr5kaCPI81ZNhR0AO9GYdSK+F9f/AGZtN+IttZ+JtJ17xFqzWWj6PrUeoyXN3Etwmonyrm5kLwxyiEQWyvCTtmAhVWyAqH3OHcUoc1Wr1b+921PMzii58sIdF+R8B3OryS+B7pfOSRb3wxHatudyRHFq0eAPnxx5SnDAoMA7QwDDrJNauE8R6hqcdnbiWbxjoergQifeGkgvLjasnml8HdkksXzyHXnd9oad/wAE97pjJpzeJ/EUMCataeE3mF3P+7tYbGTULaQqY9omLsrLHgx4l3BFfcBS1j9lDVDptnqNv4r1aLWNWtNR8Rm2/t27jRdWso4rB40dkJKMGMcjO/mAgKsiqMD6b+1qPT8/K54X1Cp5/d5o+Tvhx8NdQ8T/AAl1bUI7OGfT/B+paha3RBcC2Z4VkgZVDg487K91BddwbODet7G4s9KkhkSWGaPassbgqysGXIIPOQQRg9xX0he/s3aL8DG1jV7Pxxqml2EOo6Zrcsjao100trf3MX2l0SOIHbvtA6AL55+zBZFKPur6C/bw+A/hXwh+xt4p1DSfC/h7S5rO8sJori2ji8+L99b2/wA0iksf3bFScnIOTk5Y8OKzSKqwildSdl5bb/eduFwMnCUnpyr/AD/yOm/4JweIv7S/ZS8LqrqG0+MQsc5xtO0evpX5vftaeBpvBv7T/wARLHEYjk165v4wmdoiunNzGOR/cnUEdiCOetfT/wCwx+0D4q8GfCb+y9B8BQatY2cz2zX99r4tYriZpG4jXyf727nLYxgnIr0b9rz4baTr/wDwTV17xxqvg/w9ovjy71S3utSuIJkvbiIxaj9kiH2nYrFfs7INoAGCAQSMnx8HJ4XHTctpu26vq9LnpYq1bDRS3ir7eRT/AOCb/iKS+/Zz01W+ZrWAx53dNpKf0FYv7HP7PEnin/gpl8TPFEsKx6b4XjbUEXyjIbm6vLWMKowONonkckcg7cdePM/+CfXxp8QeGfCT6Lo3hOPWre3u5YZbmfVfIRix3uFVYG+4hDEs2Bx34r75/YW1zVNU1m6uptFg0X7Zqd9ZssV6LjzIxbJIkjN5cfzkqigEHCgDJ4xniZTw1Ss19rTfu7/kVHlrUqa7foj6z+Av7F2l+Lvh5b2/ia+1SabT7WWwujBqEiq7z3UlzIoaJkO3yRZDcp5KOCS27JJ/wR4+A1w26bwizTfxsl5esHPrxP1/n16Gp/hf8bfFnhXwPqfhvwlYaPrHiK8l1GfSptYvnhsbdoVtiY5QE3tzcRkKGRWCt88ZQEs/aG/bc8V/Abx8uhPp3gPV5japdSPcXEtjJBvLbUKLJMD8oV87hy5GMAM31+T42UsNFU5NNLVJtbafifK5lh37eTmr9r9jwvxP/wAE5v2d9D8L6lqF38PYbGzsrS4ubm7ln1nZaxRxs7SH96eFAyfUA/Sug/ZW/wCCd3wT+Ffhfwbq1v4dj8Ra5Y6TbbvENxFeq2qu9uFluzbs7QoZQ7NsCkJvABJANdl8UdSXUfhj4ltbXxVqV7dX2nTWUcOk32nW9+GmQxBreSXYiXC79yM7ogZVJK9a6Ox8UW3hz4WbpPEkUlzp+jgMrXMErtIkA4JKl2YkdTyc+tflrxNZw5XNu/mz7/2ME78q+4+WPjHr2pXvhrS/7Vhjt/tFzFKyxIwjXZasrbC3O0NNkA8gCvmP4k+HV1r9qf4W6PHC1xcwprkkafekJ/suWJVPf79yjEd9or6OvPh/rfjiwW00/TdQ1Jlt5HLbv3UTSOpByzDsvXnIWvHW+F+v+Jv29vB8d7pl00/hLSxfyJDG7yB7nUtOhPmbRtB8tLrOCw2oDnrj0sNb2j9H+RxVL8i9V+Z7F8RLq8S+05pTIswl1hwJFwFaTUrzDAngH92mG74x3FeG/Bnw/e6t+2H4ruLe1uJLjQPCsBVlBcuDFrEuc44y0EQGeSR3r6Q0L4aa5r2ixxyaHqH2230G0by3jEJSZ41mZSJCp+ZnPOOjGvJ/gr8Hdb8Y/tD/ABK1q3s7xfs+m2/hwExHEbW9o27DAFcsNUHf+BvQ4ijK8Jry/VGstHH1Pfv2ivhBefEXwN4h8M31nqj6TqoW2uY4ZJLd7m2VCGTK4OxsKpHQgkHINfil+0P8d/CPwo+KXiHwj4d+Dvh20k8Oajc6bLd6vrepXz3TRSsnnKkUtuI923dsO7bnGWxk/uP438I+L9V8X3kf9nyXEE10zCWJTJ5Q3hiztjAHzflz0r8Ef2r/AIUa5qn7UfjVrHRtSug14s58qBnYeZFGxYgDjLEnmvU4bjFznGb0tfdrU4s1k+WMo7+hxur/ALQd5qTq8Phfwjpu3OPssF33Of8AlpcvW14O/an/AOEdule/+HPw78QLuO8Xv9sQswPbNtfxAc85weeuRxXN3HwU8T26p5uh6lD5jiNfMgZd7HoBxyT2A5PpTNQ+D3inT7SaSbw5ripGhYsLCVlAAJJOF4FfXezpNW/U8X94tf0P3I/4J5fCPQ/D37P2j+LvDXg+y8I33xG0bS9ZvbOxv7m8jAktGkiVDcyvJ8sd0QecbpG6jFfnxqOuSar+1v8AHO3hkSTVtd8W3EdtsuGjvWtft95HMkQAzJG0ckXmIpJKwBiCFzX6h/snaRe/D74DfDW1uLWWytbDwrYwK88ZjXattYrlTjBHydR6n0r4C0n9kL4X2UPjSz+OXii88L+LvFmrprNhqukIz3VtYMouUe2aW2ZVka6eRJSASRbBVZQSzfC4CvD2tadRvWyW7e/6H0eIpS5YRh0v5dDrNc/ZuPx2+N/hnRdevk0zwno9idUvRIYovtMdtcwI9pG+8Y8zzIlLNh02Sgplcn6d/ZP1m8039jb4c3V3GsMf/CBaVNMkPCoPsMTYC+oTbkHoQa88/aQ/bE+CcHwgkvbHxnHda5ZwTfu4tGFol9NMD50u4RM0YMjG5dRIA8sSHITdE3s3wt0iLR/2bfC9nqDWUf2Xw/a2E9vDuXGLeOIoisBjAGACQVGO/FcuLlOdGKmmtf8AhzooxjGbt2Po7QLWz1/wdqFvcrDeWN8BbyW8uGinid5dwYHhgVbB/wB6vhH/AILE+BdD8E/DOCPRdOs9Ls/D/g3xtDa2lrAEt4RdaLc7yMDAbcgPqdzZr7U8KXV5L4bka0s2uMeWXC5+RsKcFQD6ng4Ix69PhL/grXquoaj8OPFC3kcqGHwb4hn2NbtHsVrS4gzk8H5nA/D3FVkdljqaXcwzCPNhql/5X+R+GE/N3nHao7hPutlv8KmkGLjcaZKuxa/U7nxIyKIhe67uaktU+X37/lQowB9O1eifBjxB4B8OaLdzeLPD+qa9qn2g/ZY4JVjt0j2Jy+XXLbg2MhgAemaTlZXA4Er+8zk9a+tP+CLgeX9vLwsqqrNJFqQwx4x/ZGojn86+ZfiPrmneIvG1/faRpMeh6bcNGYLFHV1gAijU8qqg7mVn4UYL9+p+nP8Agi0I7P8Abp8J300m2GGa4t3CrknzdN1BQf0x+NcuYWeFqf4Zfkzowv8AHh/iX5o/VD9ub4aeH/gb/wAE/fFel+F9C0bRbOHVNL1B4LCCOCB5Pt0ILMEwCT5agnqMAHHFfl/4H+KniD4QfFZNQ8M6xqGh6hIY5Iru1lMcwlV1dAT/ABIWALKeDtGQQMH9P/8Agpk6j9hfxptW6jmaXSYgbiFo2dm1OIAAYGfmJ6Dkdq/OD4Z/CXw/H+1DpOi/Fq71bwl4bMdw2ozQPHbahZZtJlgZY7gAn9+YSyBWYoHIHBI+LyO31SftNdX5t2SPo8wv7eNuy/Nn2F8e57P9r79jDXPO8PX1nr2h6dD8RPD0McpubHTrd8G8tLA5JEQZZljiZQ0WYkDSeXHJJ6l4UkS1g87buSO6hg4XI2r8ynGe4Ue/Navwd/a4/ZP+Fvwqj8LNeLrlrp63MNomqPFMGieUuEO+VuQrouSFVjFlQmOLfgrQ08QeAF17QbVr7wzdS3VxYs0srz3FuGYW7IWQeb8rL8wOG4IJBBrza0nycrTSu7X8/wDhr/M7KcbO63tqavxT8LXN9rOlzxzxrazGC0Mi3MQePMioxXLHLc8HBAzznnH4/f8ABQv4b2/7KXx7h8H+HfMn05tJh1OO41JIri7JlkmQqWVETA8n+5nk5J4x+0Xjv4Z3Pie00Fpm8potUt1eMAMJYzdxBCNueme3ZTnHf8tf+C0/wb1u1/au8OyW2m3l80nha3hK20JmkLLeXzfdX5iAr8nGBjr0z1cN1H9YUJbNP/gE5xBOjeO90fF7ePNaMPli4hWPG3C2cIHXp9ylTxzrMaj/AEmN1yCFa1hI44H8Na7/AAh8UojM3hfxHGijczSaZOiIB1JYqAB7k4qax+Cfi68jVofDGuzRsAVdLKRkYeoIHI9xxX3n7pdvwPllz+Z79/wS80bR/wBoz9ot/CPjPQdP1S1Gmy6pazRTzWdylxDLAFG9ZVj2FWckMucgYYAEH9Ff26fBV9rP7G3xMW5az2x2VtJiOVSyst9btyAcg/L3/wAK/PD/AIJaeCtW8F/t0+G7PVLW40m81PT9QtbW2uYWSS6c2kkgCgjsY1PzYz29v1M/aN+HN637Mvxij1K3a2hh8N315l5l+Rre28/kZ6gpk55/OvkM40x9O23utdt/+Ae7gP8AdZJ76r8P+CfF/wDwT0szrHwpSFBtXTL6eW4cOCAplR1yR6F+P949+vtH7SOn3Hiv/gnL8S4tq7If3uDIMHZe2VwQASOVAY/QV5P/AMEkvAOueOvh14os9Ps3aFtTXNwzeXDHiGIkK5UqWyoyASQMEivePjp8O9Rtv2XPil4fhs5DNZ6FeTzLCoaNdllJlsqeBvjXnHp+PNimljvSSf5G1HXDfJnyh/wSzST+yPFCs6+db6gggUFWx5qANxnPTcfwP4/f/wCy/eponie9sgzrG2tpEiqpbAlt/I6gccxj8Pzr4J/4I4+E9d8b+MvFUWk6XdahbwvbTO4hZoNwVsDeAQCOMgno2a++Ph34I1j4ceOriHUtNmtvtV1p1xE+GxI8dw2/adozkOPXg5ozqKdecfT9BZe37JP1PoTwBDfaR8UNMa0t7rUbi41eCytrRPLj8sXNnctK2Tj5QLPzGJy2EwoJwD9I+JdF8ILdW/8AwkUem2+ofZ41/e38UDOijaDgupYZBAbHIUdwQPEvh58UNB+Bfj3WNY8U61b+G9BhsI2vry8k8uBB5xiTecc5knRQO5YDvx3zftq/AXxUftDfELwLqDL+7MhmjkxjnGWQ+vbjnPUmvoOHaa+r8632/r7z5/NuZ1rJaWPH/jhNfePNFt/DelyaXf6hBrukNqlvbag01zpUH2lZ47iWGOa3lVQ8KOG3sPlLGG4RHhfzP/gpr/wUE0H9i7wDpOj+IrSS71D4hLd21pFa3BzDbxCMTzHMeCw85FVPlDEtllCnPiX/AATZ+JfiD4l6u/jbx94p8Kf294p14WumeFLITXgFky38txHFFNL5VgHuLm1kXYZHYWJVtivmve/2y/8AgjL4Q/4KQ+IPDviyP4lTaHc+HVg0u80pdMhnsYLYvHPcQxnhoruQTENPmQELAojGws3y+ByfmxUaVVpxS5nZ/L819x9ZmNSph6fNOLi3a3NFrRq6eq1TWz2fQ+HbX/grd4Q0ya4aPwv8QPOYLGpS108iIqoAKmSVnHO49QBuOACc15fqX/BQzSdX+Ih1CO08XWti0sMrwW+kWcdwwQozKZftWz5mQ9IsYPILZY/Vnx4/YZ+AusfFDVdU8NR+ILqxhugt3aWuoRW9hHdxfJcQCPySyoZVbKIyYyVXaADXFeEf2NfhbdfFuTxQ2h3DSQs0v9jqsLaKWAK823l9MAts3bC3O3HB6JSwlGck4u6v56/ecsY16sU7q2hw0P8AwUf+HdvpL2lj4E+JKpJje73sNw5I4yWMucAcYBAAAAwAAOA8H/8ABQ7R/AOv6/t0Xxte6T4gedIIP7R+xzWLSQvErgpO/mbFfozAuyqSRgAfUr/8E+fhD4I8Qt4oWPxFPJYTi/TR7m4hk0liSGEboYdzRAtwjOchQG3DIPwX8J/h6vxG+LOsQ2tqs+LTUpILVFRAZJI5ILdUB4GJ5oAuOmBjoDV0amGqRk4p2S1uVUjVTSZ+jC/tC/EL4y/ATwf8RPBfhdbSHxZHfQzR6hqnmT6Aqy+RBezbVT7RAPJlkaMYkcmEbl3O6/lZ8W0uvEvxT8RXi2t7diS/kQtHbPLyuFx8qnHAHpxX676X4Db4M/sw6hYyXEIOh6NY6ZJIj9XgskQ4PcmRy3od2a/HfxPIsnjPW38iyuPMv7ht09rFOcea5GCynA+mBU5LJSnUlFaX09LmmMi4qKuURoF4PlXTdQUtwF+xSAseuANvPAJx6AmpJ/BuqNpM11/YetfZY1KtMNMn8peO77NoPI6nvUcrIXUmz01dmflWwgVW6cMAmG6fxA889aju9Og1ASMum6StxNGYVZdOgXbnIGAEAB5+8MH3r6E4T9Pviz+2B8Svg1+z14f1rxV4E0LUPDNsY/Dty1l4pFvc3jtFGy3UcawSGGGXySAm8vGxdWGAj1x2if8ABZrT7PT7WFfg/eGC3TJdvFAZmx3JaxJPbkk9epzX1B8V7BNG+G2k6LHDY33h/ULldOvI5FDLdwvE6eWy4+ZXXdnPpyOcH2H9lX9gL4C/tF+Bkv8AUPA/hzV49H03TdNtntvliVVty38LEM+HGZGzI2AGY4FfJ5f7Gq1TnDV31V/8zuxkp0oOonov+GPzn+OH/BWLw38ZvhfqHh6++DcI+1lHt57vWIbhbaeNwyyKr2JG7jGRggM2CM8c7D/wU/1BvhxZ6engW9ght7c2UMkfia7URCMbQ4ZoCrMOuBjBHocD7R/4LLfsnfCX9lD9mTWrPwZ4R0/QdS8SW1n/AKTGm6Rmi1CBxskbJViocELhmXrlVOPJvCf7Nvh34RfsP2XiuLR7W38WX/w/voJtRAZZpba7t5rgowB2lv3+3eRv2gJu2/LXZWVCm+Rx62Wr7J3OehOpOPOnur/jYb/wS2/4KM3/AMTf2i9K+HDeE1t7OTTZ0v8AV7nX7i9nSO3juJ4sJIgGd7xxZBUbSMDgCqv/AAW78YxW3gzxXY20qOsngHVXkMbgj/j98odM9TMPT8c8VP8Agjb8E10XTF8bCONbiaxu7WMu2C7T3KRs2O+0WGM/9ND3zjiv+CzdzMdN8fRzNG3k+ArkbUYHaW13TlP/AKF396ywFGms1g6a2/PU0xUpPCT5+z/I/GOVtsm7rkUyR2f73Y5q3JZqT/F9MimrpyserdeuRX6PofGlZWyv1q3ZzMIimyNl3FstkEEgA8gj0/D8aVdJUr8rH2+YVKmkA/8ALTt2NAENw++bcQqsp4AyegFfUP8AwSP1P+zv2uNBk3bQl0rZ/wC2FymB7nfj6mvmuPQlU/6xsfga+lf+CWemfZ/2qtGCSbWaeHDHCjqRjPbO7Ge2a5Mws8LUX92X5M3wv8eH+KP5o/Vz/goP+29pPwB1Hwz4Z1jwrJ4sg16zj1NxbaxJpvlNFK3lgsis/wB7LBgRhk+hHzZrH/BSD4e6r8YNJ8Yav8H77VLjw/o11pVna6n4gbVY4Xnmhk+0x/ao5DHIqpJH8uCVnb5ux9M/4KBXieI/+ChnwZkuNLf+x4ZNH0/dc24a2uZTeyySJ83yt8ksZI9GGfvDPL2f7L/w9b/gol4w8C22iK/h/UPCFxdvbT4l+x3NwbaXdbMRmHy1lIjI5TGASDg/n+Dhh4Uoymnezejfo+vY+trSqSk0rWulqQx/8FcfhTqTMsvwTt18sneo/s+Ta30MC+lM8R/8FVvhrd6IV0Xwb460W9aVUSx07W1tLRIiG3sFhmVFO4AeUIwG3FiQeG/Q+0/4N6/2bbnXZFMHjRvm2eUdXi2Lz2/c5/HNfFUX/BPv4cD4w+KfCr6XNFpuh+D9J2SW0zWs1zdx6lqcLyzOpO9po4FWTHBA42lVZe3GU8JQhzST+9+X+Zy4OtWqz5Y2Jv2Nf224f2jfG03w78G6Xruja42nX+oWeqeIdSOoWlhLHCFgzFuZzH5vl7lWRcAuQCTx4X/wU6svHniP47eFrjxN4fsdL1a+06a3tdG0i5bVpIlikBdmlRB5hd5iyhV+WPywfn3V9JfsVfB+PTf28vGvjKz0ePS9J+wXdnG1nZiK3hlNr4ckSIbQEUsJbhwowTiVucHHmH/BcXTf7N+KXwn1hLOG6E9vq9m7yxGU2rM1kUlUdA4Y43YIGcngEjHB+yWLj7NdP0OmtKfsnzd/1PjW88Ia7An77Q9aiabKoJNOmUuRjgZUZxkfnVay0W+mtVmfT7wrMxcSG2ba4JJBBxgggg8dauap4k1TXYY49Wv21zyRshbUrW3uWgQKqBU3R/KoVVGBj7ozk81n2M0McSp9l09+T8z2cTO3JPLFdx/E/wAq+jje3vbnA0aXwnj1zQ/2nfh5eaNbxx6t9vuIrJboPDFcSm0mHk7xyu8AJvGdhdWIIG0/cX7U/wC1F4u/Zy+A3h/VPFWh3E2o+Lrm9i/s6z1w29zpsTwRBFlnjjk3ybQ28xFNrS7VkOwM3xH8NruPSv2i/hTep5dr5PjHTVaSONU2h5DHnC4B+/8A5Ffcn/BYPwR4g1/4WeC72PT7i70vRZLxtUuY4T5Nh5otYoQ/pvdmUHpnjvz5WO5XiqUZpWa/z0++xtSbjSm4/wBbHhX7Kv7fXhj9nnwZNp9n4V8aXyzXEs8EsHiKa1itkkO/yY0jkVSqsWIZlVzu5xxXW+Mv+CoPhvxQmpPN4X+IlnqWpWE2nfaB4nuZVjR1IBMZucMqsQdpxnGCRk1w37AP7MXhn9p/4N+JdH1SOax1bStXt7qDWbZFNxBG0RUxHPDRko52kjkhhyOfo/wr/wAEufh/o0WsaPrE2o+IH1jTgYr2fyoprFkkTLQ7QV3EMSSwbgAdC2eXEVMHCtLnT5r+f+ZpRhXnTXLax8y/Aj9qf4efBfxj4p1SbR/iFf2mv6tLqtnZWs8lnHpjys7SKNt/tm6xAMyKf3XOc161/wAPTPhrp93DftofxZhubBWeJhLHJH0P31a+w6gHID5wRnua63w1/wAEzPh54R0DWNBa/wBU1y61nT5Fh1G7MJm0eYOmx4lRUBKk8qSdynbwKwNB/wCCVmi+AT/a+va9D4u06R/sa6fNpn2CMPKGVZGZZ3J2kcKMfMQScDBcsRgqs+aV7/PX+vMPY14xsrH2148+KNxN8KJPFmq6Lqfh2S/8OvdXNlc+W11pMYlt7km4WO4RRsSElwsw2c5b5Wx88H9rbwtMAw1+xk4+8bZmz+P9uCvo2S7j8W+CrGD7RfW8V1ozbLiCZo2jf7M2wqy4KlZNmSD7V8wWvjLX0gVf+Eu8aqAOAnifUY1A69BPivK+tQoxSqJ/L/gn02R8M180U5UZqPLa9763v29D5Y+Ev7Qtr8LfD/hjxJY22m+Hdc0PTLrR/DvhbSItSt5p7iZJJBf6nctxy0MzQx2xDyGVAzRRKGf9TP2sf2lNR/4Js/sE/DO08S3EWlfFHxRClldbBHJHBeMkc1ypGJBIkZnSAsODtU70O01/Px8EPFWsal8Q5G8Px623jrXpxJoRsEeSXzzHN9oZMEHzjiMq4yQpkJwcY9f+LXxS+NX/AAUt/aH+Hfw98ReMbrxReW8Z0fQLvUpFDWUTFZJbmedU86baIi7SSl5D5WASRgfpNLJ6OHpTrNrmu7vayavt8m2+tt9D43P+KMTmuJpxlzKEYpRi3zWabVk7LSzVl0u+6Ps/9hn4qab408T+LPCumtqniD7Vt1EzwR+bBbTAEzSXEjMDEZyihdxOXU4wS2fpPwt4LuNHjS2XT9QtZYD+8E6xBehzgb+TyfrXnf7MPgA/s8/s6aP4N0tbGa58Paeo1q5sPtMcep3aoqT3RIkU/OwADtgkEZ2jOPffBvw0WDwraywapqjLdW6SeY2pSMz7lB3ZDqDnkdABnAwRX5fmGMpqo5Lbb18/me9gsPJQUXucl8bYLif4f3cen6NqEsgwSHVQrDptGGx2618o/sp/sY+LPA2p614ivLHzJXu7CSwYSxqxs0uY55XdUkdgQ8MQwucg5HYD7W8aaV/wivhK41K+1CJNP02J57lrrUZdqIMEkFpwFP8ACMg9a+VfB8t1ro8XG+h0+a0TQ55TbtAk4BlZBEnmy7nfDf3mIYrkAjOIweN5oSjHY1rYdKSkz1jxV4hi0f8AZ38Rafrlrb3Wqrps7ySyKsn74KEwG5BkyiA89SM85r8htO1JZ4t00EUhkbzPniibbnnqyE9T696/ZH41fD6+8Ufs9eMNN0yz03+31m/suItHGoZnliO9ywIXKuxLHqPevz9g/wCCV3xRjWONNP02Y7fvxakQknbI3W/HrgnNevktanCM3JpXfU4sdGTkkl0PnSW5jjmjZbW18tgQ0f2eLa3fJwg9uvp7nOv4J2an400W1isrGOS61G2gVlgjyN8yL12cdcZr3Sb/AIJe/FKAN51jpsYXHJ1I7lznGcW5HP0zx17VsfB3/gnb448JfF3w3qmrRWC6fo+pwX1wFvhMwWFxJ8qfZ13HK8AsOle3LF0uVvmX3o440pX2Z9pftCeL7jR/g1q3iG1sbh7XwvplzeWsNvEu65uWjjS3jAXks9xsjUAFiZjgEkA/av7Pvjyz/Z4+HUejx6LrF/5YtolQK6+SkcKRKo3ZO0YYngAEkY7n5g+AV5D4h+OKf2nNKIdN828tU8x2Q3aELHJ3HyoWYEYwwUjBHPtvl3niLW76FbnU40xxsu34znB5H4c8H0r4/wBpOk06bs1+v9P7z1qlKE1y1NU7HJf8FYdJuv2ovgRfafpun6xb3V59htAsEBulUR3JnLOAVwhIQFj9zbuw2NtYfxt8FQ+IP2ddT8OWVpdqTo8umW4RIm8qFohCHUO6D5Fw3JAwuRngGbxv8Uv+Ee+HF9da1qV9a297H5aR2moyGdXII2owdjwx++EwBznC5re+HV3F4p+H2m3hWS3s5IjtaTU7m4kRNxVd0jSYd8AEuFBY5xjNY1MZOXvSd9b/AJf5BDCwiuWGxwP7FfwhvPgZ8JtM0C62yTW9jBGs2wKksoa4kmwMnGHl7noQckc18X/8FjWMfhT4lTTLJHND4RW1RSPvxtrulknr2ZgOmOT0PX7M+Buo2UaWJaO0h26neCHPRITFG2zzJCXOXVTlmLEp1O2vCf8Agq78CvFH7SPgnXNB8CaFZ6tea3oFrbJMt1awDzV1azuGiaaZ1xuitmIXdtJRR94qD6WSTtmEZ1Hpq29ujOPNLrByjBX2X4r9D8K/JO7+9+HWpIoNw5Df9819T2v/AARi/aGurpkbwLFAqgnzG1izkVj6ARSO3r1GODyKs/8ADl/9oRG2/wDCG2v0/tKFfr1btX6E8wwy051958isJWeqi/uPlWG0z/C3/fNWYbQ5GA34qK+qdL/4IqftGateLDZ+B47qZsgRw6hDI3qejdgCT7Co77/gi3+1JpMsMdx8F/E0Ulx/qkNxZbpOM/L++54HbiqjjsM9qi+9EvDVV9l/cfMKWzvztPB/uCvoz/gl/FMv7XHh6OOKSSSSaDbHgDzGN1AgA/76NXj/AMEbf2oEXd/wpXxg/bCfZXLH2Amyeh6eh9K93/4JPfsL/Fb4D/tw6bqnxM+EPj7wz4ftdMuSNS1fw7dQ6dFdAxvb/wCkMnkhzIg2jfywGOa58djKP1apyzTfLLZrszXD0ZqtC6a95dPNH0b/AMFCkvLb9qf9mPRbi2mluotTS7NvBlpNj3Fk+4qMsqqsMpJP3QjknAJGZ8Cdct/Hf/BZLxfYPH9uddFuLGJJIcmNoNPtI2LIQTgNE47nkcZ4H0N438Jrqf7Z2seKokW6bQ/BVnptjdvJGsVrJPeSS3KbVZWLmAxDcCMK5Xcd205fwC+Ceg/Bnxn8QPGXhrWVj8SeML0z39xeW1tezW6FvPNvE8cUjRxbnDN8z7tkRY5Svz+GKhGjyS35bfOTv+CPr5UZufMtua/3Kx99/wDDQum6VffaptN1i5ZjvBgMTN09DICfQfrivj++8JNF8ZNcvtQ0m68Pw+ILBYRK0Uc4lVNQ1CddojckZW5BPmbT83TggQxfEzxxb3XmTzR/ZxtllUSwCdMkLzF5C/MpPzDjgdiNtdx4u1vWdT+H5um1OTVLm22T28m2JS4coNvzIy4OVPT06Vy4jFVMRHlqNWNMPh6dF80DN+CHhc/D6+1aNo5I7fVr9HkkBZY3m+yWluBkADLNDjkDHA7mvkf/AILg3Fr5HgERx/vbS6u1kV422hZI4u4ZSWHlEgBgenbFfWnwt8WXk/iOSO4uJLf5DcSQNMFiMgO1yyBUB+QkZbIGAQAQDXzr/wAFkfCw8cfCrwvb6VpE15qkfiJS8ttbmacwtbXg4CDLKWjz/wAAzz1rTLZWxsG/60sViF+6aPzeiuNLZdv8Wed0Nz/8nDNQWupWKWRW4ht425UmOC6fIzkcrexjvjpnAGSxyT1Vv+zb4wuyuzwt4q+Y4Df2BekfmsR96cf2afGlqGH/AAifiA7+VL6Rfx8Hpx9nPB7V91ojw3Y5O11SxsvFvhK7Vk+z2HiTS55X+zyxlFF7CG+/czAjaWOAF6dTzX6o/wDBWzxBpPhb9kDxdaxLbtcXV3YRrsXbkLfQNj8l7entX5YfE/4TeKvAfge+1e80HVbSHSmhvGeTT7yNUEc0b5ZpIY1VRt67hivvz/gqRfzeMf2eNYk8hribUtQsks44bdt+9i52qAxLZ2kAbc57ngV4uZUufE4eV9E3+Dizpw8lGnUXl/mea/8ABEn/AIqH/hY0KmQW0baYzlY92Dm8BxxjONpxnp2r731vTFaK1vlmjkaOOWF45IvLfYyYGOvRgp+lfNn/AASj0TU0/ZRsrjTVkhxqFxaSxkxqu8LE3A8styDk7yxDM2MLgD6gtJ/Ecum7Vb5imcssDMOT6wH+fpXhZnWU8VNx72+7Q9DBU+WjG5y1n4XisL03FrdRXnmO+9Z9yhM9ApORgYGR78VB8REtdb8NzWcNzatNHKlwE2SruKyBuu3GSAevGT1qwPF3irSZ13MJvlBJFvaqB9f9HH4H+Xe1pvxH8QXfzvY+cjBgGVY9+RkHIVAB0P4nB98KcnHVmk7PRHO/DLxDNP4f8OrIzW9rsjt2VFXdtjlVcMwG77q4IznGee9fPui7zodj9oJa4FtGJS6gMX2jdkDABznPA57CvoC/1Nje6pJcRv5jW/2y32qEWED5GUANncWZTyAO/PNfLnxW+J0/w38danY31t4b0+1lvbuXTW1DVrm3kvLQXU0ccyotnIApMbL944KMO1aVcPUrr90rn13Bmb4bA1KscVPlUkt72um/8z5E8E/s2/F/9nL4k/DlrrwX/wAI7d6HqlvrNne3+p22mXs9o6slyClxIjpu3SwgtGoBiU5cDdX0h8AfgXp/hv8AbcsfEGg6e9roh8HrLFBDf4mEkszRyhGO5nTKsMAk5Ljjk191X2r+CfHem+RrUGj6pbyEgW2qWETNkZ+6ZAyoevzFl69q+PfC/wAE/HHxp8U+JJtH+GOrab4ftNSkjs21a/ttKj0+Mu8ggiJSd54lR4UDo8kAkileMgzSAfoVHPFPC1sNXgr1Le9ta1++6ab07n5FLK/3sMRCelO7t3vy7eaaT9Ez6k8E/s1zeILqQ339vWektFJJcJca1Kq3Vw5XAdA+SoAJYEkEkZ759Q8L/A3UdI0iW30/VgdNV41tmF7NG8SjkodgZeAQu3PQA9TXx34f/YA+NF54xXxNrHjzwesmm6cmk6PpNrd3JNparIXVXdbcJI6A4DEHIz90YWvUNH8YftKfCDTVFxo15rtpEis062sV+HXHIBtyTxnJG3I/CvmamW06m0ov1R61PGyh0f3n0JqP7PS61aqt82g3M0SnyGvbWS9jiZu4EjDnpyc88gDoeP8AAH/BPnwj4b8PXVrqepalrDagIRM1qv2KIiNg6qqqXIUkDJ3cj6nPI+C/+ClbRXP2bXvCzW88TBJ2gmKvETnG5X+bGNuMD/GvSPCX7ffwz1W4aG88QLptxuG5b2J1jQkfdDEAHGKz/s2pTVox+7/gFfXVLVv7/wDgnoVt8DPD6XXnGwj+YZy93NmQkYy3z/Mew4GBgdhiaX4YaPEoVdPj8sDCg3MmVx0x8x/nVrQ/iT4d8YWEdxputaZewyqHBhmzuB6H19K3raFg67LV3z8o2o2cYrllh4r4kaLEy6M4u7+Ful3n/LlbrwOshJB/xqr/AMKL8LvZtHcab50cnDbpWI6dsnt+h5r0Bra4G5VtZFYD77/Jx+OP8mjGorIWESqo4BPQfUZ578j/APXn7CnfQr6xUPD/ABB+y0uj6vDqHhXUpILo6lPe3UaX/lO6zF3ZHkfcD+8wQQM9RwDTZvgF4lfSxA2pa3dQrcGeRLy/sJywPAAZFQKu3AxjIDEbuST7g9rc3MDH5d2cYBIx+JwO/pUh0jcV8ySJmHKqV+UY7/r1rX6vBrUPrNS+58367+xTH4ktrm4uGvFv3Rvsrv4kHl27MT8/lLZkbo8qy5kb7vGDt2+heAfgLd/DzSLGNvGOpah9lCfuvs5lhcjn5vMbDnoNwRFPJEafKq+p29jC27bJAw3MpCnBznk+vXPr1psljbyIWZh8p7EMGOOh6/41l9Xg9EiliJ9WeNfDf9mTQfhjpsKw3OuatfQyvcyXc21GeZwodgibUVSFGAdxHPJ61reJ/BNvrrtv0dpty7DIFCjHJ5CkDqSc9cmvS00mNn/dthV+XO4Ak/zP+eKV9CfhR5ioTkgHaCOn+HpWkaMY6vcmVaUtOh4TN8AdJkvGmn0V2kl5YedKN2Oh4f8AT2os/gdpemriHS7qMqNhP2y43EcHk+ZnPHU969wfwmzswVtuDgsSef07VHH4SaKXlj8pwSGyMdPTP55rS0n1ZnzI818KeErnwxciWwbVUaMNtjmvJ5ojkFfuu5U8E9RirkGj3kLbRZwSEzPM7SxswLsxbJwQpxnAz0AFdc9lJbXMoZmkVeu0NjGT16e3b19qcsDSNtjaPs23Jx7Z+taRjJLczlKL6Iq6fdapJCDJbpnjBCs3mfiGP61eudNt/FdktnrFpbyW5Iby5IQ68EEDa5IHrnAPA5qwwkhtmZpF2qM4VTkeuAO+ahgE3mFpAHmbjewHTjjk59PyqZRctGOMlHY8x8U/sS6bdfFW48Q+HtTu9PXVtMFnfQ/bvLEUkTw+Q8MYiZN3lidWZ9zAtHtwAa888N/AzxN8Ofi54v0+6n8Xf2PfT2X9nyQ+DJtYtrgi1jeWQXEGEVQz+WwYE5gBJOcD6XnZrq0fdbMSjbWCjG44B4z16jke/pUEGuT286zL5lt5W10cNyhHcEdMcc561j9VUruprfQ1+syiko6Hjt5+znrVzaQzXF1r3k2pUzAeFbi286LKuOGnIDHYmSAMY5VsAFs2m+IdG8OXGl6PdWer3OqYXy57KeK6SZpfM8wLtkVmOHG15FG7JLZJWvSLb4Z+FW1SLVm8G+GV1Rb55Euk0yAyl/kPmKQgw24tz1ByfeuvvtVuLtZGkuPmwQrs75GQMk/l0/2aiWDpLoUsTU2ueIr+zr4ik8S6befu7W3kKy3sMsSIBsIcKW84kKzKF2hGyCQSvWrniv4JQfYLq1tZr62t+Yo4vMaZFjHIQ7pDkZA4AAwoJycY9ihk86BpPLaSP+/uDDH5f5xWfeaRb3CNIsIaNujtGCu7uAcYyOD+IoeFjay0KWKle7PlHVP2d7nTtb86O3t35JbdI0ayDjr8hAPHQ+n1qE/AkwsZP7NsH3OzssjyFTuwOjKRgY4xjqelfVFxpVmIhutUZozuUsg5P5Y6dxVO8jsBCwa12dyAo/XFTGioPmuzb6w2rJI+bW/Zs07Vo5o7vRPDNwrAo0N7pkM8MyHG5GR4mDKRkEMOQfSuX/bD+Afj/wCKPgHwpF4c0Oy1640fxLpt9cQQXsFrILaEu0jAzSwodvyqqqN5z8uK+r5V01nJWN2GOE5XHr1IP88VWNtZs7fZ45PcKx/oc1rDmU1O97dzOpUUk4tfcfB//BKXxZ4p0zwZ448Ft/Zfh2+0HX3nl0/VdHuJtRV5UVHR186Lao8mPGRuO9znGAPqLXNa8W+EdW061uJNDuo9SARJ1tZYtrBSxJUTMTkLwDsHBIJHX0rUvF1tp9sputSht40BRRPejaq57b8DuOOO1cXrn7RPw70S8WS88TeD4riMMFYz28u3PB+7nrnHXvijEUfbSlOELN9tTOjU5LRlLRGV4tg8RR2jTtbeHXhwHjujcXURZNhbJjWCQKDjgb2yeh7VyknjTUIbiSOK3sZY413pOLobXBJ3KNgLZB5BYLkAdOcamuft2fCbSLu3jXxBp80m9fJawtJG3NuAXa0S4b5to9OPauZ1b9t74e3lx9og0fXdU/d7lk8mSHOTxtLSrxk8gj8Kxhl2It8P6G0sZRvpI0PEENy7W8moXFvo808T2t09rIJZrUsrMm9ZUwCfLGMg5O0cV8mePfjb4u+D/j/V9L8PfF/Q/hnFM1vd3dlc2Nxqb6jcSWkBN1iIFbf5BHD5XBJtzId3m729f8fftj6Fe3UN3peg3WmyRzpK7310kgZ4n3LgK/8AezySc88V86/G79lbx/8AFPxJp/iTT/BUN/b61psFytxLrn2IyjBVSEMq5Xaq4bB9M5GB7+U0Z4Z3qPlvfqvI8fMJ08RolzWtur/gz7IjubOxt2RZbdpGQO0flx7jnr8pOV+hP4VH4e8Q3mlTwXVlqH2Sa3cPEIBLFIjDPCOiDoMf4gV6QPgZYX5YWsviAAZaOV9Ck2I3qxhkl3EHtyPyqrZ/At9NvWmk1C0fdgyD/hHNXwwx3P2NwuM9uvtU6E6me/x51zWCW1jy9aVTlzeou5yoBO6QBZXxx8u8j+ddFpXx/tb15EvLNrLcCp/s2cS7d2CCsUjqwOM/xHrkY74uvfBzTPMmWTXtNZZjs8s2d3CY/YmSyUZ57jPA6Yrn4vDdnpd8qxXFg0Y+Xe80Ue4DPDCUJ14OFx+HNS4LsVCozqrjwh4b+MGm/Zdc8Ua54kg2MPs+u6hBZsw9FYqkYbOCDE+Qe+K5PW/2TPgTPZ/Y47fXNHu5cEz2GsSzyk5yMrKZozycfdGcDnPJkfwZf6lPHDFILNbiUuxjlEyOScKMh8g4/iGMZGTxXRWnwM12bfIunXmpNbsv3CkwY9WVdjfNjjGT1GOuSXHmjs2Eqiekked6H+xnbaFaXWneG/iB4ottOuJoZnQeFrxnRkEqrmSE/N/reDhQSOhIBrvfDnwE+JHhDS7c6T8T9dt9sgJ+0aPcpGVB53K0Rb/vojp3rM1f9kjUPPuJ5PCfigW7vlfLttSRcnjlUYIMcHKMP4gAcghuhfCCfwGrSLoOu2SkneZre7G1s8uvm5PsMbjxW0sTNrlvf1SI9lDc9W8OeOfiJ4Lsv+Jj43+Gupxkci/+02OAMDqqHB+vt16VqQfH+8kQxNqHw7kuQgZ5IfEbqkZ5/ga3JIxgg5FeOW/jW+spWjh8T6zpbKu7y2nktyhXGccKvOR6Z9D0GvP8TfGA0+Zrfxl4gnhQb8/23KVH0CyBQBjpkHnGKxlTg/iivut+RcZSto2ezaJ8bpgscUNh4du3MQfP/CQDdID0IDQg4OP881pW/wAYrySRTHoto2QCPI1u3kPP+9jNeD6f441q/uHkufE/iCRiASss7MhJP/TRm3duevvUF1rUlkVaYWMzZJH2zTYJBjj5svFzjrjHY9hmsXThe1vxZopStoz6AvPitq0EBX/hEtQkm+6v+nWJ4OD/ABTgH/6/4VWHxO1a2gV5fCniBlK5/wBHl02TYxAyMfbASevA6ngZ6nwq08UYjaSzsfDUojwnmHw9pbH5sjcp+zng8+/I461TkvdUvp9623hG1g8wNGRoNijAgdtqIxOGblRgBjzVRpw7fn/mDlPufQK/GGe2IX/hFPGCvF1P9nW7KO3WO4YHr0Hqaavx3KSNG3hvxoCRgn+wZHQj6qT+hrxWx8UXUEKNJpuh3EakklJriFVXHZYZlUcDOByQenHMd58SVjul8mw0/S2gB3+RqGpKWBwerXTE9OOmP0p+zhtYOd9z3C/+O9nbhZH0XxZCudu1vDl+zDGOTtiI5+uOPSqNz+0HpdvHiTT/ABPGysCFbw9qC+3/ADyzXj9x48vXh+zI2o23mfOrW+pztleedzSNgY9xnvnAxJpPi2aKZVmvvFLqy7f3WvABW9ArWsn06np75p+zp9n94uaXc9Wj/aT0NpFMkmrRs2Sd2iXyBccAcxZyecduPztWv7TfgeGKRZNaEEina2+zuFBIzxynbBBBxyDXl9x45u7OcNb6h42kCJkY1G1mVfUc2Iz0zk4wcVnz/GbWIo5GXxV4i0/5wV8yPT5sAdf+WKZGe5547dCvZw6X+/8A4A+aS3/r8T2xf2i/BN2kbL4g09lkXcCEkyexx8vsRVeL9pPwDI7KfE3h8Yb5t1zHGR9Q2MfjXj+k/G7Vr2Exy+PNUuHUZZE0O2lkx7ILmMdOPy96sy/GbVbC4Lf8JFqEyBvkabwyiDHHy/u7xu3fpz0OMVlKnZ6Rf3/8A0jJdX+B6pe/tBeB74yIutaHdRsNjIbtHDD6bwMex/KrEHxc8K3W5YfEGh7mOQsdzEHP5y5rwS0+MPiTVL4vDq3he72gsVntJoyc/wATKNwX/vo8Z7Uy/wDjBr0I/wBK0/wDNHuDtJ9gu5zjI9I+uPU49wc1Xs12f3/8Az5j6Pj+Ivh/TdKiuJNX0mK13P8AeuolJOB0wTnt6dO9ctqH7UfgeFwItYtbiQchIjvLZ6dPr+teVXPxI0+4aB0T4bSM0S487w9c7oycMyD5ccMT35xnAzXQeHvif4d0W33Tab4G2zIC7x2FpMJWyAAiu8e3qSTub0xxkz7GF/eT+/8A4BXNPpb8Q8cftF/D7xlZpbapoFjr0MH7xYdRsYZY4/8AaVZQQMEryAT+eR5f4q/bY0D4USs3hfwjpOmSXQYS/ZI4rPzYwwALmNBkDkkEHG0cV7U/xg8PoVkt9L8E43ALmDS4xGeRkhZ2OOTyATzXjPxZ+Mkf/CdXD+Hvh54f1JZvLdb3S4rGKeaVQxB3pCzp8zHG2QliQ2Oy7wlTX2H95Moz/mRxfjP/AIKQ+M7+xujo9v4fW4jJ8uOKCW8kyAWwBkZJx1xjnpxXM+NP2k/jpr9pbraNrdvNcIuI7Pwy0caZUtuLujL95dvJxyeMjNeh6h4++KHjdLmPQfCM8MduoLNqOuR2pkOMhVWaWCPjrncQAOueK50aD8aNT1ZI7y5+H+k20jsGkGraZqAtQBkGTyr2R23EYGyP+IZxito1I9IL56mfI+sjgtYX47a5PGra/wCII4m8qQ+XrFlbqn9/KLIrbsZwOByM9zV/V/gh8QvF2iW41bxNbSusbxiDUdbuprjnbhndEdWCqpwpcqvOApJJsD4LfEzxNrGo2/iH4uaPDawyKttLpFu1s04JO7k2ROQcrjeBxn2rRT9mDQ/sV5YX/wAV/Hmsy3F0l5HNJp5ufJVVIWEF7qPGTkn92Qfl4yKr20l2+SZLpxt1OB1n9gvUttxLqet6DptuzM4EUMki7GRAfvlB1DHGf4ifWsPxZ8Dfhv4I1W0l1r4g6PpF1asp+ZoIfMGAR8olfj5QR94dR716doX7Evwft4VXUo9W1++gbzFkuJoLd4hk5QKUmVSCc5IcnH5bWj/s9/CfT9Xn1K38La0rXMYMr3eo+X57cY3fZ7eAlW2j5SQD0PWh15dW/uQRpJdF9547cw/COTWdNkTVvG2pTKUiQ2+kXMls3lsXUeZHaAYBDEgNng8iup074g+Dvh8ZmtfhjqGotD99tcuIoYeBkJ5c92WPUYIiI5BJxmvXF8A/DzSP9Kj8GeH7e+Ys6umo6tKYMMXyqtdNGvzHoAvccqNtW4tK8J6fqMM0fgvwFvwzGdvB9g80YfG753haTcevDYOSTmodRy01/r0DkS10POLP9oj7b82i/CHwbptxJEp+1WFtM8rIQSAfslsTIwy2QXGG4+8SAtp8Y/E0qMdU8J69Ndb2y+n6XcNA654I3lmB9cscnkYBCj0DVtXa40iSx0++0W3hkIZEj0xJLaJwVyfs6tCCSoI++OSMhgNpZNb2s0jNFovheZGOQ7+H7OVm9PmaBieMc5NZckexXtGtD//Z"/>'
          });
          // Centrar el mapa en el marcador.
          map.zoomToMarkers();
      });
</script>

Ejemplo del uso de las propiedades classes y group Ver en vivo


<style>
    .firstIcon {
        background-image: url('data/star.png');
    }
    .secondIcon {
        background-image: url('data/circle.png');
    }
    .thirdIcon {
        background-image: url('data/triangle.png');
    }
</style>
<div id="mapa"></div>
<script>
    // Crear mapa.
      var map = new SITNA.Map("mapa");

      // Cuando esté todo cargado proceder a trabajar con el mapa.
      map.loaded(function () {
          // Lista de clases CSS que tienen una propiedad 'backgroung-image' establecida
          const iconClassList = ["firstIcon", "secondIcon", "thirdIcon"];
          // Añadir un marcador.
          map.addMarker([609299, 4740700], {
              classes: classList,
              group: "Cines" // Primer grupo que se ha definido: este marcador tendrá el icono star.png
          });
          map.addMarker([610681, 4741659], {
              classes: iconClassList,
              group: "Museos" // Segundo grupo que se ha definido: este marcador tendrá el icono circle.png
          });
          map.addMarker([610865, 4741600], {
              classes: iconClassList,
              group: "Instalaciones deportivas" // Tercer grupo que se ha definido: este marcador tendrá el icono triangle.png
          });
          map.addMarker([611246, 4741403], {
              classes: iconClassList,
              group: "Instalaciones deportivas" // Grupo definido antes, compartirá icono con el otro marcador del mismo grupo
          });
          map.addMarker([610280, 4741340], {
              classes: iconClassList,
              group: "Parques" // Cuarto grupo que se ha definido: vuelve a empezar el ciclo, este marcador tendrá el icono star.png
          });
          // Centrar el mapa en los marcadores.
          map.zoomToMarkers();
      });
</script>

MeasurementOptions

Descripción

Opciones para la obtención de una medida. Cuando queremos obtener la longitud o el área de la geometría de una entidad geográfica hay que tener en cuenta que el resultado depende de en qué unidades están definidas sus coordenadas y sobre qué CRS se proyecta la entidad.

Propiedades
Nombre Type Atributos Valor por defecto Descripción
crs string <optional>
"EPSG:25830"

Cadena con el código identificador del CRS sobre la que se proyecta la geometría de la entidad geográfica. Dado que al proyectar una entidad geográfica sobre un plano se puede alterar su forma o tamaño, la medida es dependiente del CRS utilizado.

geometryCrs string <optional>

Cadena con el código identificador del CRS en que están las coordenadas de la geometría de la entidad geográfica. Si no se especifica se tomará el CRS del mapa en que se encuentra la entidad.


PointOptions

Descripción

Opciones de punto. Hay que tener en cuenta que el archivo config.json de una maquetación puede sobreescribir los valores por defecto de esta propiedad (para ver instrucciones de uso de maquetaciones, consultar Configurar por maquetación).

Propiedades
Nombre Type Atributos Valor por defecto Descripción
data object | string <optional>

Diccionario de pares clave-valor que representa los atributos alfanuméricos de la entidad geográfica o bien cadena de caracteres con el código HTML asociado al mismo. Al pulsar sobre el punto, bien una tabla con los atributos o bien el HTML especificado se mostrarán en un bocadillo.

fillColor string <optional>
"#000000" ("#333366" en clusters)

Color de relleno, representado en formato hex triplet (#RRGGBB).

fillOpacity number <optional>
0.3 (0.6 en clusters)

Opacidad de relleno, valor de 0 a 1.

fontColor string <optional>
"#000000" ("#ffffff" en clusters)

Color del texto de la etiqueta descriptiva del punto, representado en formato hex triplet (#RRGGBB).

fontSize number <optional>
10 (9 en clusters)

Tamaño en puntos tipográficos (pt) de la fuente del texto de la etiqueta descriptiva del punto.

group string <optional>

Nombre de grupo en el que incluir el punto. Todos los puntos con el mismo valor en esta propiedad se consideran en un mismo grupo. Los grupos se muestran en la tabla de contenidos y en la leyenda.

labelKey string <optional>

Nombre de atributo del cual extraer el valor de la etiqueta si esta existe.

labelOutlineColor string <optional>
"#ffffff" (undefined en clusters)

Color del contorno del texto de la etiqueta descriptiva del punto, representado en formato hex triplet (#RRGGBB).

labelOutlineWidth number <optional>
2 (undefined en clusters)

Anchura en píxeles del trazo del contorno del texto de la etiqueta.

labelRotationKey string <optional>

Nombre del campo del cual extraer la rotación a aplicar a la etiqueta. El valor tiene que estar en grados.

layer string <optional>

Identificador de una capa de tipo SITNA.Consts.layerType.VECTOR en la que se añadirá el punto.

radius number <optional>
6 (undefined en clusters)

Radio en píxeles del símbolo que representa el punto.

showPopup boolean <optional>

Si se establece a true, el punto se añade al mapa con el bocadillo de información asociada visible por defecto.

strokeColor string <optional>
"#ff0000" (undefined en clusters)

Color de trazo de la línea que delimita el símbolo del punto, representado en formato hex triplet (#RRGGBB).

strokeOpacity number <optional>
1 (undefined en clusters)

Opacidad de trazo de la línea que delimita el símbolo del punto, valor de 0 a 1.

strokeWidth number <optional>
2 (undefined en clusters)

Anchura de trazo en píxeles de la línea que delimita el símbolo del punto.


PolygonOptions

Descripción

Opciones de entidad poligonal. Hay que tener en cuenta que el archivo config.json de una maquetación puede sobreescribir los valores por defecto de esta propiedad (para ver instrucciones de uso de maquetaciones, consultar Configurar por maquetación).

Propiedades
Nombre Type Atributos Valor por defecto Descripción
data object | string <optional>

Diccionario de pares clave-valor que representa los atributos alfanuméricos de la entidad geográfica o bien cadena de caracteres con el código HTML asociado al mismo. Al pulsar sobre el polígono, bien una tabla con los atributos o bien el HTML especificado se mostrarán en un bocadillo.

fillColor string <optional>
"#000000"

Color de relleno, representado en formato hex triplet (#RRGGBB).

fillOpacity number <optional>
0.3

Opacidad de relleno, valor de 0 a 1.

fontColor string <optional>
"#000000"

Color del texto de la etiqueta descriptiva de la entidad geográfica, representado en formato hex triplet (#RRGGBB).

fontSize number <optional>
10

Tamaño en puntos tipográficos (pt) de la fuente del texto de la etiqueta descriptiva de la entidad geográfica.

group string <optional>

Nombre de grupo en el que incluir la entidad geográfica. Todos las entidades geográficas con el mismo valor en esta propiedad se consideran en un mismo grupo. Los grupos se muestran en la tabla de contenidos y en la leyenda.

labelKey string <optional>

Nombre de atributo del cual extraer el valor de la etiqueta si esta existe.

labelOutlineColor string <optional>
"#ffffff"

Color del contorno del texto de la etiqueta descriptiva de la entidad geográfica, representado en formato hex triplet (#RRGGBB).

labelOutlineWidth number <optional>
2

Anchura en píxeles del trazo del contorno del texto de la etiqueta.

labelRotationKey string <optional>

Nombre del campo del cual extraer la rotación a aplicar a la etiqueta. El valor tiene que estar en grados.

showPopup boolean <optional>

Si se establece a true, la entidad geográfica se añade al mapa con el bocadillo de información asociada visible por defecto.

strokeColor string <optional>
"#ff0000"

Color de trazo de la línea del contorno, representado en formato hex triplet (#RRGGBB).

strokeOpacity number <optional>
1

Opacidad de trazo de la línea del contorno, valor de 0 a 1.

strokeWidth number <optional>
2

Anchura de trazo en píxeles de la línea del contorno.


PolylineOptions

Descripción

Opciones de entidad lineal. Hay que tener en cuenta que el archivo config.json de una maquetación puede sobreescribir los valores por defecto de esta propiedad (para ver instrucciones de uso de maquetaciones, consultar Configurar por maquetación).

Propiedades
Nombre Type Atributos Valor por defecto Descripción
data object | string <optional>

Diccionario de pares clave-valor que representa los atributos alfanuméricos de la entidad geográfica o bien cadena de caracteres con el código HTML asociado al mismo. Al pulsar sobre la línea, bien una tabla con los atributos o bien el HTML especificado se mostrarán en un bocadillo.

fontColor string <optional>
"#000000"

Color del texto de la etiqueta descriptiva de la entidad geográfica, representado en formato hex triplet (#RRGGBB).

fontSize number <optional>
10

Tamaño en puntos tipográficos (pt) de la fuente del texto de la etiqueta descriptiva de la entidad geográfica.

group string <optional>

Nombre de grupo en el que incluir la entidad geográfica. Todos las entidades geográficas con el mismo valor en esta propiedad se consideran en un mismo grupo. Los grupos se muestran en la tabla de contenidos y en la leyenda.

labelKey string <optional>

Nombre de atributo del cual extraer el valor de la etiqueta si esta existe.

labelOutlineColor string <optional>
"#ffffff"

Color del contorno del texto de la etiqueta descriptiva de la entidad geográfica, representado en formato hex triplet (#RRGGBB).

labelOutlineWidth number <optional>
2

Anchura en píxeles del trazo del contorno del texto de la etiqueta.

labelRotationKey string <optional>

Nombre del campo del cual extraer la rotación a aplicar a la etiqueta. El valor tiene que estar en grados.

showPopup boolean <optional>

Si se establece a true, la entidad geográfica se añade al mapa con el bocadillo de información asociada visible por defecto.

strokeColor string <optional>
"#ff0000"

Color de trazo de la línea, representado en formato hex triplet (#RRGGBB).

strokeOpacity number <optional>
1

Opacidad de trazo de la línea, valor de 0 a 1.

strokeWidth number <optional>
2

Anchura de trazo en píxeles de la línea.