Bolo bombom de chocolate branco
Bolo bombom de chocolate branco
Bolo bombom de chocolate branco
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JExHyNnHPpUOsf2tLextZBUt48KQyqVJz1/lVq70Y3uJZMY76V1jEsKk4yeDnsK1kEE2TGWZT/CMZX8DVPHkeRI6D9+wUOnRif5c0wbG8xWXY6HhicGrhPl0M5RuWjJNCSVDKPekS/bONxU9fpUP2q5a3eEPGrY+R5OQPrUQt5DbK3mrJIBltvauiM09zJxsW7yFdShKOB5oHBPRq4XVNNl066IKkZPFdZb3fzBGO0g8Z9a0rjTY9bjETABj0Y9UbHH4Grt0JuZPhiyGpQ7hIsF3Hgozjh/x7H+dafiEaJcRCDxDpj2lzjC3EI4b3rT1Lw79h8PD7MoWZF+bHrXn8mtarBbyW80qzQZx5M67x+API/CjYaIf7Gfzdvh/Xkm3fdhZyj/AJHj9aj0/WrmO+NlfAs5IAbdnGTisi/uInVZ7WDyJBkOVfIJ7EdxxkVWadmaG5Xhk4z+opbgz0uBQo5FJcuFQ80WFzHe2EVxGeJFz9D3H51VvXJOwdTQBUtyHu9x75GfyNXWG58YwBVOSAwrvyQr45/utV6FxLCsmBuPUehqL62GNZWH9KjbnqOfSp2HbvUTjrjrVAVZFGefSoCOcVZldEHzMB9aoTXsY/1SPIc9hxVJXJZNtorPN/c5/wCPeP8AGUUU+VhdGzaLlRIykNjHzDBxVwYOMfrUMR6DGalGBjmobuUkSBcDuTXNeJ9eFuDZwvz0kYH/AMdrU1vUxpmnvJkCRvlQe9cPpUAvr43N0S0cZLHPc96Iq7E2dL4S8OxT41jWSfIU/u4e8h9K9FtJJNSjF7MPJsYfliWMdfZP6t+XrXA29017MvnHZbRj7g447KPr39q7HTtY+2hYSAEXhVHSreqBaFia5vNQmW3gj8qBT8sa9B9fU10ljppS1CzctTdMWCNN21QTzmpLrWrW3DKHBYUgbMjW9IjktmWWXYmSW+bHGeAcdsCuKubiys7kLZQ+aynC5Hy/kK1tf1Se++WF277lUE8fWq2naasADvHunYZww4X3Pv7Um1FXYrNsijUIFvNZulQHlISwG7049Kg1HXPtcsTW8imFDgheQPQVo6hHEIi0g8yTqN3Jz/SsSLTZL2SK4lt4ocPkqCeR0yfxrn9tzbGyp23IRYtd3aXLEoj87yDnPf8Al+tb9jNYpOloPlkZScsetU9WsHmS28q7aBUGCoyT1AzxVzTNHgaOOEwLMYm3GVySc5rKUjSxpQNa2jIZpEill6B2wT7D1ppuvtNx8y/ulIwOlYfjPT7iS6sZ4gXZflYL2ORjFb9upis13qTOBycDr71EtFoCV9WRtFFJNcLA4R5Mb5AN2D0I/KrkH2OO2kZJi0MYCMo+YLj2p8UUbozEKHYAk1NGsUSEqh567aSbBjL66tbeJRNcpC7DCbz1/CsuNmmlZn5/hH0FaNxaWmoxLdSwiQR8pvGCCKpWqbeCMEGiQkW4ogAOKnCZ7UiD5cA4z39KtWkG2PEkhcjue9SlcRUkj4waoy5hYOjbTWvKoyazbuNdpY+mKT0Y0W1iLBf40I5OetQXj6dGrwXUqxhVyd5x7/0qZy0di8UDBJghClugbtXm2ozXMtz51zcLcBiQ7RkDJHBH5YrdO4KJpjSBqCzNpV5PM/mH53yqkdfzz39q6QaXJcaDHZHcr7QGJbn35rnfDPiGDT4RblGKOxLBf4STxj8K7K5u7WOJ5ixIjQsdq5wKGxu5y8cdnZX9tZyT3RDHy40mYhQRnLen0ou7drfUzcS7rlI8gRA9OvT1J461lXMd14g1qF7SN3gRwFlYHjBycmundYGuXRHGVYKd3AB7jmpbtqVboUo9R0ua9WMwyJOQQY3z8ufXmmwT3EV2UgSMxP8Ax7859hUWo6Q4upDI2xJFK+cP4UyDg/gCKxrjRbzSWW5015JE+9v3DGPcdCK0UrMhw0Oku9P8874OJAMsh/pRpeqGC5CyHHY5qoNRLusjyRtheSpBGe4qe5t4tQg+02rjzcZdf8f8a6ozT0ZztNHdjWrD+zWkuplCbfmzzkV5N4u1SwvJfI06B44CCzSucvIccD2WrsN4+5rWfJQ8EN2qG68N+c4aLlW6CrtclOxy+nQCd9knKyDa3t6GrcGhzvcPZhPn/h9/pXXaV4MmZwSvy9+K3v8AhHi0KooK3kBDQyDjcP7v+FCVh7nDaRenTJWtZVMYLfOh/gb1Hsa1h++uSw5Ara1XRbfxPAzRRra6xApyMYE2OvFcrpl9Ja3bWGoAxyq23Lcc+hpNDNuSFZYWiZchhg1n6a7q80UhGUbH/wBetV8BCc4A5zWXaIftd3MQfnYDHYcf4EVBRabHY1nXF+CxihIyOrdhTL+9LyG2hbawHzN2HrWZMwdiYh8oOc+p9auKIciZiobzGffu5zIePwHWqs94gfZGpdsZyeg/Cmqu+XapJBOSfWtBra3hgLOqng4Aq9idzK+1L32/98iipv7JH979aKLoLHTxg8ds9qlyNuTx7mkG0KCfzNUb26SKNmlIIBwq9cn/AD2rE1OW8Y3gn1BbdG3JGoxjpuNV7QiKJLZODjLe9TW2mXfiLXhb2kDSS7iz4HAq5caNPo91OZ1VjCxyVYMOnqPciq2RO7GpOxlWMHATqfU11/h8g7dpGAPmPtXnxu9m9lJBJArq/DF9sjlIkI+XnFEXcGrHY6hrRtLbZGxDnp7D/P8AOsFb6W4bH8PJ3HnNULm5lv7sJnjOMVpW8aecIiwQIBniqvYncdb3kY1KK1aMvK+SoHGAOprYlbygdp3O5yTVCEIuoySYG6OMKCR0B/8A1CpTOGJcn6VwVZOTsdEFZEbwlg+45bHWnwRyJDHGqDGeSeMU9ssriBd0hX5S/GKqf2RqTtFcG+82ZW5WT/V4+gqLFl+6P7oScKFOT2qdbuDT7EzrE8obkCMZLfSpIoT5oRipOM8Dg0mo6ra6bGsalXndtkcS+vv6CiIhRcQzTwM7GN5Fz5bL8ynrz6VbhijaVz1yc9a4O7n1OLUi4K/aZ+f3bcYB4PPSug1SYw6cbicyq7IqhUfBLdulNodjpEWLGEK7fY1jWviMSax9i+yBYmkZFcPk5HcjsDWbplzJYQxwsYUikYqJT1384z+Ip+maFqFrqkl1I6tBzIGVhy2KpBy9zrHJaQxsgZDweKzbqEwTEoDt78U3RH1Yz3I1AqYyQY8EceoHtWjqETyWcohYJJtO1iM4NDV0RsynE+VBFWUl4rItLa/t7Iy3cyF1GWUdAKsxzSNGj7DhxlSax2KsXXfIrI1LUY7TDspdVYblB5OT0HvV9VcqJriVIoByxzirL6dYzSRzmJJBGN0fGce+e9Uot7hoinrUv/EvkaJxGdnzMeqf/Xrm7HTdIk0yQ27tdFW8xEOAQcD5fxrrb7SLTUREHyDEwcY/PBrAvPC9pBdbRLIhmYlcNjZkjIFWNPoV7XwjC8sV0z+WitkQpjcDnuw9K2ToBUvJFdSIfvRp/Cp9/Uf41Hpc7GaWzIUiMFS247sjjn9PzrVuRK1uFt22knBJ5Iqb9xtu5xlt9stLq7Nrcryx3Q28e5WcDnkjgdKh8Rf2xdmzhETRtIAH8scM4PXPb8aunUdW0gTIlnbCLO2MjjJyeSM5Jq9aeI2vNORjbfvgP3hIwufaqTB73KfiXWLzTpoIbYxSb0JZfL3E/rWS3i6aKOSFrSJcfLtyQcfQ9K1NMXyr6W51YGZmOY2C5Cc5I+ntVjVZ9BF3FcSG3aWQ8AjlmHTPp9TT0Yk1sctp0Ntaz3V3epJDGy8ockYJ9fWtfTYpZrgXOmsPIDcFmz+BrJuorm61tYdgnd3woK5VeeR+Heukl3adbSSKRGGz8o5JP+Jq1KxM1cj1zSy+buFQp6lV/wA9qNGv9yBJD8yHP/16zrDXmacbyx3n54m52jOM1bubF7W8E8IJQnt/KumErmEo2PStMmiuLVXQAHHIFM1S1dofNh4dORiuY0jUvsjqS20njbnP511lrqEF2mNwDY5UnpVknOzqmpfv4wY9RgGfk4Lgdx7iud8Q6bD4osZLy32rqlqMyKox5qjvj1rqdbsjBIt7byBSp3blPIrA1O48h49bscJIGH2hF6Bv730Pf/61Io5TSNXe6QWV2214jznq49K1p0eGyk2cyNydvqetYvi21jiuotc0wFI5juZR/A3cVraVqK6nYJMMBxw49DSa1C5zkj/IR0II3H1q/p8QWAkqSp6Z54qXVbRTeJL/AAPkMPfGf6VEYri1hYq+5NvT04q90RaxFDb+bulRyjKxVQBgYFMvTcvsikKHn6Z+v4061a6Rd6KJFwDheoNKrme+VxGcBQCDwQepoArmS+BINsSfUN/9aitnZGecn8qKm6HYJpmdFdjsQZwO5xXIajqMuqamLaz67tqBe3vWl4iv/s9p9mib5pD83H3V9BVLwrts5n1N1BdTlAfXtURV3dmjZ6HptivhfS4tJs1Mur34HnuOqA9qXUnstIs202O2hvJWH+kySDPP91f8ao6JqbxLNqszA3VySkTMenqf6CmQobicozjJPLk8D3pu9xeRgS+F01Vi+jyDzeptZGw3/AT3/nVS3N3oXmwT27xMzch1wc16Xp2m6RaLHLcbGmDEmUE/KAe31qj401HStYWIxLlo+N57imvITMDRtsgV9vzk9O9dVaxQKrZGSVJwDjB9T61ymmRn7WhiyCCAuOpNbus3z6dph+zIGnVQNyJnn1NRVdkOKuUFu2ie4FxKjybuSp6DsKl0t2uifMG2INgH+8f8KxI9O1O5SS8+0JLPNGWcFcY9h71pf2ja6SsIuRNujTGFUkH+meK5bK5vbQ3IBFJNLDHJmRANw6kZ6VpRwSJCwL54wOOlc9pep3+rGV9OsordAeZJ8nf+VS+KI9R+y2ssTlxG2ZViyOexFKweRt284bYWJQglSrDGTXI6/fabPfxPYs32tJwfMC4B9etWr0zxWdib5JJrhydgBIwPXH97Fad/4ft9QtonkDq4Hy8AFc+2KNhrc4xLnN8k8gOfN3BQoIUZzjk1t6jrqapd25t0XyYnXHy8hsj5vX1FWofCttbQXENwjOyHKuxPPGeg7ZqXTtCjh0yGWSFDOCcNyB1puVilZk5u0hjuJr61MkMZBhKxg7vf0rR0rXI7mGdpYvKihAJ/iJyM9qqapcXUOkNLFBvYMFI6hR3OKn8N6bG2ksTG0Yd92SeT70k7ktKxqwXEEiboGV42Hyn3q3CrtsUqFyMYJrn5bRkgNvaTvEzy7dx5PXkn9TW3+7gTAkHm7cgdyemaE+pLXYutZxquep9u9QlVR92MYGAaxxJPDM+ovHJKYkIC7z8w9h60mttf6jpUf9jlomYg4b5W246e1UmnsLlaE1mC11dkB1FYrXd5aiPBLueMD9an06P7JDHZQTExR8KZOTjNUdF0SKwneSY7sFDGsg5jYDGetbkMaQghB1PWlK7ehV0lYguLGae5jlVyAmeh7H/OKlktxLEsnlgOq4G8cj2zV1b2G3VVkH3jgGori4hVHuFDFFUkhRkmnyxtuRzMof2Zaw3L3wtwbh02OV/iH0qO5iZIJGWZgSpy55wfpU+oztHp73agxIkZbDYJziuY0zxCdVs/szxv56YaRwPkwelRJWLV3qS3dnJfQ7UYQnGFKj7n0qKDw3HFpLWbsZmOW3Nx81a6Bl2BU3AnBPoPWrKvEZPL3qX/ALueazTY7mZFYCG1SI87FArM1LSIplDmJXKnIVhXUSIB1FVJ4wQeKeqFcytNjkQT3EIJjmfLRgY8lsc49cnFZ0tpPLrUreUot3Jy3UsTg+vXIpdeW8t7CU2byIHIDBO9VfD2pX63ph1DZtZAELkAk5/wzxV6tXKXcbewW2nmRQjCV1LbV5JFaFhrJkdLa4t0KhNu7nJqzqUMMt3GqyxrPg7VY9R34/CsiW5jitWnhByJChBGCGHWtqe1mZT7mrOh81mi4CHBqCXUri2UXETEFOGPTK1kalfzS2kd1GSp+43bmstNVfJS4kZwwx6AV0x2MWda+uyXUfOSBzgdCO4qm16IpCP+WUg2svtWLpt5tcw5yOo/Kkmu9zhcBRVMSNFY0kiuNMkb5JBlD2Ddj+Irn/D1y+n6u9nKSEkOw/XtV/7YpRB/Gh2k+ozxWXclTqaSdBL8rH37GkM6y/G62kKjkDIrMvLwvBJGFKsQMfjitCGU3VgJW6lCG+uOapyxIdOjDHn7u7HamhMmt1WCx3HoRycVRtrTzkln3kkvlTnpxSzpLFOlvbyN5ZUlgTkAURTy2KtEYjsjPzEnrmnawiytvPtG6eTOOcYopovSQD5Mv/fNFKwaHIa1cNLeuCMFAFA/Wr9ofLt4YUHO3cayrkrNd3GT85nwOO3NaVpJkyccoBg+lTHYt7mk100l7HbpwkeI1x6DrXQ2yhY88c4FcvpluZWW4B/iPA9zXUxthDk/X3oYEGqai8URVWIAGOvc/wCRWGkrTS8ngU7WZv3gjzz1P1pNMhLOpYcDnHrVEnR6cgijWYAjHQ46e9Tu9xNLcKX4ePPTpx29auQWv+gOQVUIFDcjPPt3qhfWrzXSm03KzD94w7AdBiuOq25HRTskRaLGyQMZFIduSG4qxqtlHe2sRcSYMgKjA+ZufXtWJBe6vf35htIkTyWLCNhhioHerUmt6ratDFq1sLaAMfmVOWHccnFZWaZpubFlBef2O0Nle75GYbXbjC9wPSptHgurHUnN9cA+coCxbix+vP41PpC2kyNeWm4w7fkXPH5Vdlit3njubiABoRlG3Y/Ci4mVGsEfXDeySvJt4SJj8q47gf561rwzSSSuphO0cq5PB/8Ar1mslpPeCQTbZnGAQM8entWu0tvbRIGlCgsFGT940te4mSgKw+cjJOMVTuJYDGbQblU8bgRxzTnvoI5FXzEV5TgKfvcdcis7WYvKspL22eIMq7thOA3rQ2+g4pX1NGzjW3B3z+d5rgAgcCr1wYIVa2DlQ7DftyDn2NcTYztqFrFKkzQzLzlG4JB9K2rSLUbnVPtb3C/ZwvKAdCKSn06lSp21uaSWTLeSSSMI4U+YOxznisDStRtpNcuBFei6hC8tLwyknovtxW/cXwEotpY2bzEPzY4PtWCmn6RaTnbZpvznBJOPQ4ptpEq7NhbyVJ5EkiGz+DackirAnROlYC3t7MzyYMez+HbnP0pLyW/OnvLHHsbZuC5+bPpRzA4i6r4nhsdSMUlmzAYPmbuD9BWro+vQ6xG7Qq4EeB864rmEtdVlkSO+hidJIyzED5oz29s09dUutIufs62ri3AGG2ev0ovqNxTR1moQyXMSCHAdW4b+6OhI9TViNhBGIzzx8xrJt9SlkRCqhhkZIbjBq+ku98lRj1ppojVaGd4hvrX+zvs8sxjimby2bByozzgY59KytEt7aYXCacTiPaZGxgSNzjA/DvWr4i0K01O2NxJOLd4xxKT8oHoawPBtzbW17dWAcNLK/Eu75SB6VXTUpbaHRQTZAHrU1vbxC6N0seHIxnHNVLpRZX25SPJbqB/C1W47lWXKmseoehbmwxyeRVOUgU5rlSOtZ91eZ+SJS7H0FOTuSkZ+r+dds1rDtG/HPsMZqlaWf+jhLgeY8HzEIOCRnHOOo/pXR21tDC2ycgzHlj2HtRdwspZiwEIXqOCPX9KpXKTRSmjtnjW68oSEgbHUAlR2rFht0abzY4TMspMjLvI/Hb0zUc2qrdTW/wBjmZInk2/Mccjv9K0GtrixtwYnVpFBwWXPvViYt5Ztc2jwiIIChCggde1efzoRKYn4wfyr0zTr9b63LvbSQup+ZGHB+h7iuK8R6cYb151BVHbAz3NdFF6WMJrUzLaXy7qNicdqdPKMnPBBqpyVwx2kdCaju5iG6nkVuQSNdbLlWzxnFLfMGR3XqGWRefzrPZmwDVhnLxop/uspqEUdPo8/mW08Wflyr5z0DD/EGpri1dYQkbh4+qjGDn0rC8N3BSWSEn70eMnno3H8622kkhlCs24Mfl46Ck5OLBRuiK1uSlztu1C+ZwAfXP8An86sXd1Cs53ABvU+mf8A61JBFHNdsJFyyjIz+FQT2rm3uHUh2V8gHnGO1O/NYLWLguxjoKKxt0o6lc9+RRU8r7hc5lVP2t3OeZT1+prXtjm3uWQYI4/Ss3yziIkffkJz65zWvbW0im5GDzGDVrYGS6BOfKYeldGZB5QBPJwM1x+l3H2VyrLwetbouWdDNkgJyAD7f/XoWoMy7hjPek5zlv0re0SAtMino7Yx7Csa1QvKD17mus8NwhLtHKg7BnnnrVN2RK3KOtQ3FvN/aNtcyyCNyrpzgc9h0xVvRNZMUM5vQV+zE7nI65wfr3p17Kuo3k9oyPbiznD7843J3qlfRrd72t1aWOe4G4xnggcDP6flXG9ToXY6bTjBfFL+3QZddu4rhsVb1mxtb7TWtrhBzyH7qfWmaLaLYWhibkIODn+dWb64RLBrgAH+EfU1CB7nI6PFfaW8tnHKGj3Z3D/CtyK3eU7pWZj6morOHPJ5J5NaiGGGMGVwi5Cgse5rKTuy7kH2VVXJXj1rKvYLzU4YntJWCwSgqsoxyD1rqFRcdaaYttTa2oKVjiJ01MaoJclZsgblGIxnA4zV6/tJJ7tHjt45m2bXjkyQh55x6GtXV7J5rcmFirjkbe+O1c55d+jMxWf7PHIWfyN24dCevb39a1jqVuVtDinkvJWjk8krnp0+mK9H01SthEzxiNyMsAcg+9ee2WklvMnXU8LvBZ067Sec+/PNbPjDVZLCzgsoydkqDa6tg8U7a3CWuh0erNOLKQWkixzsMKzDIFUbXTQ5aU5DP1djnpWfZalP/YiTX4KmMYJkHLjsa39PmiNqmZAXmHyDPUe1S9WTqkZmnxOLuVJ54EAYiPc+CR9KvusaxyyIysqDLbh+fNPn07TpJXmmgimuIl3AHkgc44+tc1fa/qUDlYYECHhnkU4z6DtU22RfxaoS21Sa/vZUiRRAW2eY0n5YHerJuzDfFY/OkWFOXxlc55FY0kNzczLcQNHFLGcO6cBx6gYrV061uLyzfzMeY7+aWGAG9DjFNqwM0NYvfs/ki3tjJLLzkYUD3JPFZVnd6pHqsrz58mZf9Wex9sdKq32oR3N2scriSYNhVAIQEH3p2lakdQvBaMAk2/Zt27flHfPc9aNegKKW52Vri4gUEBlOQwbnis7UNA0RbSS4voIYtuSZI8pgdv6VdtbeS1i8t3DbScEDGfrUkkMGoQta3MYljPUGqTMtnocnZ+GrPUrSabTdVkwCQdwYY+vSmxeGdeW1by9SR0U/KoY5P6V2NtYxWCiG1gVIjknB71LDEVjVwNgPLKefwpj5medy3msNbmFoZhKnpH1HTn8q3tJWGH7K96zLc8kDkAnHQjpkVP4tknhsAIInDNkl1c/KOnQdc5qlHdPF9khvYPLnZht34Yk4PPtRZDvcim8Q2luZEMkkpDnJYc9f89KZe63a6nZSW9nO++VQrI4I2jvj3qe+0eGWFpRFbwumZN6qQAO+R+f51ys/+hXGIZvMkYHy2RcZB7+vr+RoiluOyexu6L4XiSzxdyFpGlDfJ6dBxj3ra1JZFZI44C4bOSOgqDwjNc3eltNc4PzlEbuwHrWxM0YbYfvEccU2Q9zHsZQkb2snysDlc+hrA8Sw75ZEK/wBl/ka3r9PmWRcYDbWNZWtyQefaBWzlWVm3dRx/wDXrSnLUiS0OHmsrhLcXGPkYlRz0PuO1UbgMyqfauhnkDsYQywpjng4c/hVGKy82LJHIPSukyMlVJUZ5q5HGS2SuBuyPyqzLpjxsPl6+la1jpEkzwxspzIQADSSGzG0b93qwUjhty8fTNdGkRuN8fmYCj7zL+Q/z6ViNZmw8RfZ5gV2Sd/y/wAK6IW4MMn7zy0Pzc9Tnv8ASpktRp6ECwMkkeyVm2MN7EcmllIjlMauoDnLHPTmol8yUuscuMDK8dfX+tT26xyho3QEOMHPWlfuMiNqc/doqQ2yqcCOQgcZ3n/Gij2aFzmBp2nf2v4gs9NtVyAQMjsPU1348N2wvL4wuDDCm1mHTIGP6/pXPaJG3hPTN5+bXdUUCNcc28Z7n3Nauv60mjaPBodq4a5IDXci9j12n1Pc1pe2g2rmFN4XnWQvEhZM9RVmbR5bfSixUjOc8fSug8MatIIUSVA4kxgselbWqyWt5ojsqBAylh+BoTS0IaPMbSJgw/Kuy0eEpDIRwThQfwrnIU/fgAcE8fhXRZuE0pDZgeduJ+Y8AUqnwjjuZniSW5ub6xsTuaFQRIFG3dzyff5a0/D9oLa1EQXAQ4A9Kck891o8kurIiTqjK0igDAx146Uvh6Uz2QlVeGAIPrkVx3N2bkKMYWx0bIrJ1BpBaxQsdoWXBUjr1INWPDzXMNg0F2CJI5G5J6jPFZOunVNT1b7Lp6qI4wDknG4jnk/jRYfkadkBgYrS+zJOuJFDDrg1lWheJvLlXbIvDL6GtaGTgc1g1rqBcSBCgyTSSYHHYU0S8YFVru6WGJ5ZG2ooyTVXQgSbN9sGNqLuYn36D9DViOKSWXdEFVA3zLjOR3rndHjnvLi8vZnYLKdiRqRgAev6V0ulALJt6ELgj1pq90imrK5yt450DxASkBWynIMoC8A9CR6Cp/F1h9utLeZYfNww2leuCP8A9Vb+sXCq8VqbU3H2gkN8uQqjqT+n51VuTAlkkEEe1EIUIeMDNU9GCezscpc2M09jDZwLNM8XLJkemeaqJNqOneRLHdI00DEJbq4dlz6gdBXcwwAQG5xjylbIX73TpXMaXaaXctFLbwOlxn5nkk4U46Y7/gKUdEXzXM7SNQminlkmnmSSc/P8pJkxnA556n2rfZrebTipvEWN8kxyEcZOcZ65q1d6L50QieEM+cpKG+79KE0WGGEW8kfzSD/Wg/MMY4zRe4NoyLbUok8u3BBz1kY4Deh6d6lS5vmRV0qxhgWRyGfdlTjr06DNV77Q/IvNwEKLI/yhmJIx1wffHSpbbUY7TUvscahIth2Nkn349fxoSQN3MV7C4AkZ4JfNhJ3OqZ255455/nUGnX4TUg88RlDDZI+CGjweGHuK2dW1f7bbCCESeUcvI64Ukc8f59Kn0bwvFa2pnldZxIh4bgAGm3oC8zobdTLOkReRvLXJyxw+Rxn1rVhUJIwxjA4wK43RdUGjXQhvCy2s4Jhlbnbg9Ca6K11XTjcSm2uo3eQZK785PT1oVrXM5J3IPE+rXen6aktoikl8SN12iqWk+JrJ4yl3N5Mpbqc7W989q14X07U0aHz47hXyGQH86zbKxtdl3afYxDCZMRBxywwPXnrn86LjVrWNd4VuYlUnKqwYEHg/X1FZTib7fi4CKnGxs4bPeryJcQiGK3aNFAC5YZ4Han3YeJUYEMxYBvcVLBaFCaMRWvkx8bztIHOfrXGeINPu7K7Mjea0KqFibPCgDp7d67TUZks4RNn5lbAUDOT7Vh6xdS6k6RQzKIUgMsoaPJUjnkfhinG5SE8La1HeRxaWsBDwoX3j5QMH0HXrWvJf/Zbwx3uVWWTETnAC+3Wud0UW+jRRXs75+2kg7RlkA65H5VpahJZazEbFpAGXDRt1P+9x2qm9RWNO6hjEJjfIVjhCD39ayIokuS9vOAzxtjNTQTLZ2I095jPLCCd2DyOoHPsRSwRhJ1cKQX5IPXJ55qWmScnqlkYb8oQAN3TrmrHh2ye6vvs7w+Zz0yQaueLY/s1/BMDtLrwfcH/69UtD8TDR9U+2yKshJ+YdK7acuaKOeSszt9Q8OWWn6f8AabsgMBwKzrN7XULBZrYhbqwO5l/vJ2b8D1qj4o8b6Nq1sAjXiv8A3AoK/wA64uLxJLZ30c9kGR0PBY9R3BHoatgjrPG1smpWsPiawTDI3l3cY/5ZuPWqVhqMWpWII2+ZEPud8VnReK5heXCWtqnk3cRilikJKkHOD9QMc+1Y1lKLXUS0W51zgBTjJ9qT1Q9joHiKT+cz52HcAv6/hUxdPODtlB9cYPrVyZrZAFm+RyMbSOv0qtGYnRQwy7fLgc4Oen8qh3HoOIuCSRMuD05oqgSVJH2gjHGCRmii8g0KyeIbubxLPrDxwtcbtwR1+UegxWdNqDNeyPNEodnLMFGBkntVePfJElzHw6jDVe1W1H2mKZc7ZFBPHfFW49hXOk8Pa/pqQ+RNbXPmY/dsrjB9e1amoX4S3mZBhWUIowBxWJo8cUNmuI8E8ZPXrVq+V5T5Y+4o/X/JppEtla2k/wBLiQH7oGfx5rpYJNoMfGQBhfY1zNh/yENx6b8fQVuvL5Ny8jAJGiDMnvSqbDjuZXiDWYkW405kkQSLgFRwWz/KprLUntPB32mzO2SMBRkZwQcVHqkGntbvI0+7G52kz83rgfQ1XRHbwy6W7QzRM4KH7uRn071yo6DqPDN1cahphnuXVmdj8yjGRW9ZPapHNLMDEkWfmIx06n6V5oj3szLa206Wyw8BS5TPqcdOtdf4Ytr6OynS7k3qWHlndu6jmjS4NdSHUdZtb7UiunIxKDJduA6+o/xqeG9nRQZImTPZsfzFZM3hx5NcbyonWB3xJlsL1GelbWuJbaXp1u0Zcxo4QxL8wYYPWspK+pSsrIsxX4ccgg0+cq0JEtsJd6nCOOKq6XJBeqGtcNjjntVfV9RlmuntbbdIwUBinf0Ge1RG43FXsaOjWjCCP9yY1jJAUSZ6/pVuymk+1yB7GS3V13F3YEED0wa4x73UtJluNqM27gTFc7fbJ/AZ9q1PD2sSXZe5uGVtvVAeq/Sr2Bq+p0r3gmwgjKgeveoZIldS2OAOhqKEi7mE1oG8sH5o3GGQ45B/OrKLMVb5NpLcBh2qbSb1E7LYzzc+XaOUJky22VM84x0HvzVC68KLdyxsJDb2wTOB95iec/rViR0tNRdZW2c43FTg4GcD3wafqk13qOlJLpcwdFf51HDMOnBPSmr7Me2xmtqEmhSC23vPtjJVOv45PSqE/iPUrjU4x5Ei+UykRIu7epHzZ/SqmqQTWUsUU6M6hP3jE4V+pIPqarSSKJfMtS7xblIJf5gegAPaqSRXmbuqyrcaNiFXTcSwZ2zsz/Tms9IlTScmwtw5Ur5wkJK8feOM+tND3ErxwOIlRnVArDLZB4yPQ5q9DDFcQm0XYJ7ZyjbhgEA/160NqKBXbsVtJ0M3KHzZwQ0RwyP932z788fWtiaR49Fe3hLgBvL9SVHXH4cCprJJrQzu7GV5QCWJzggen0rPjnluLVYydqKSVjYgsQTnn8zU3T1Qne+pbbTBrGg2wjKlkUlc5qraeF86m0xBtreJhtxnLYHvXQabawLbLH91WBZVXjaP6VZkmitxsvJ0j38IGPUVZHM1sUUVLeRprONIx5hYjHQ/SorqF7u98yS4cB0/1cacnHJOasWsVyZ5nuLRYUGFwjZEno3+f6VOt1aW909u1ykUgwArjOc+lTZ3GVLW9e7kEQhaNUBLsxxg/TuatS3UVtA0k2+RIxknbk/hUWtzmCyklib5lIwFUkntiub077TdvIJ7phA0beehIwvYDOTj/wCtRYXQ2bW6jv7ZrqJNqj5QjDBArKg2aRFNNc7+cfMhyM59PyrRsLSzt9P8uxlZ4txDMR/F3z+lNuLNJn+yzFnxhsgAZ5qL8rsXZNFG8svtrWl0jQMAM4UfLjOeg6jsastoNtcatFeRS+WI1IaMDqMEDFa9tawvaQxwN5ccY27VGMgcd/ei8mgsY3lbCqi7m4zxmtNdyL9DOuTHPZb4yQFO0nGCdpwfzxUUK5mSnsIzbySRSBopDuAH8OevHao7Vt05bsKUnoJGR45HmC2AU4G7n0PGK5SMRWtzmeFpnxhVHHPr9a6rxM6TWAuFccEjrnoe1ZWkQu9w9zcpucJmIMCPmGMcCu2krRRhJ6nM3AMkzMoKgnoTkioVgLNk9q6pdEIWV3Qk9Qc5HNVBpLxbAy8OzDP/AAE1XUOhz8EjReZIT1GB9TXSeG9JWZDeSLhQCsWe59azdT002d5HayLtBAP5iuzgjaDSo0gHIjXgD86bQjPlVVLxscMuCWPUfjTFEafu42KchiR2Gakm8xx+8RlDDByKjy2RIASmDkdz71hqaaE5tbGU+YJh8/zdPWiqLX2GI8k8H3oq7VOxN49yh4UsBfSXkRGQuT9Oa6O60XzPDkFyfvKcY9iAar/DmAfYNZuyPuxHH4muuuY4j4Wtgo5ZwPwAxWr2sSc1ounNKgU+vFal9Y/Z7YMw5Zsn6c//AFqvaDCq3DDGQOPp/nNWPEsYCxr646fQ00SzhbM7LyPPTfk1v3MAMkjbS67Vbbyc4OKwF+S7U9t3FdjFEslusoIBA/PPNRU2Kg9TlbPS7e68yXULV0kk5jGDtHPTH0qtH9qiik0yygEiQz7WyvQcEVveJ/OttJ+0wlt4IXKjpWH4VvG/tpluEKm4AfewxuI/+sf0rkR0XvqP8U4t/IRJ3M0AVdgUBQCM59zxXT6LqtqmiW01xcLEHUdTjnoarX2nC71aZpoAUVUC5wckHOSP0qmmmPe6xIuwx29qvAA4yfQUutit1qSahr962tOlou+ORDHbAPweQC5/XFbem2RVfJnceYygZH8P0z161zWmaabFry4aMmaFcwsffOOK3fD4vLu1Ml4xBLZBPXFTJ32GkjSstKttJuEjsolaWVwrvI38HOeg+lU9XTULDUylrbI8UzcEOE7fnnIq/cXHkeYUkVJlPDOvt+tZnm31zq1pLL5c3l7gcLt257/XFPm6MlK+pYv9KluNNyqp9pjTIbk5I5x71kaNpd3p0RLWzGU9mGV+n14rrVYZ9vel1GUQaaZVV3c8KUGCT0qU9BpvYqaLHcNdTSTJ5QHCg9WPqa1CxSDL5JFNs5YVtYV8zLkcktk571Hq15Ha2RZ1c7ztUIMlvpTWiIerMbUhY65HJCkvlzx5AJ6j6etULGK9sp7i0trn/R0hIVWTBD+uD684NWPDthdtczGUkRq2U3MCzfzrevbJHiLbNzcA4NGtrlvR2Mhtt5YC7ubZUZAeJOcEcH+tZcvh+1ubIPDGYrhQWChsjPoa2riylNmyW92IAR/y0wQoqaMLHAiiIvITw8eCpqXcd0tjlfED2MdpBCqZvCgAkXgL25/HNZum3TTTRpt/fuwyQeZOo56gdf0rQ1fTLzVdXeVbSRIV2qwfBPXnAz7/AKVas/DVzZTkwnaAgbcy/MzD0PbNUth3SJ5/PScW1tModUyxYE+uO2Ksx6JHMxMzyOUGG3DaD9PbmrN3ZXS3ts9tG0kTYWTPb3NPvPtUDYBlyRhhEN34AetLbQWrJtCs2QSxOFCRt8uDnA7D8ua0GghnvI2liSTb/q2xyv41HE7tbII1KAgEjgEfX1pzNPDbfIqIwfjeeo7nj8aZDLTQQwrI0zbi3HHp6Vkz2Fo8yTG3jVowArnqAOlXI2kkhfzmAKOcMeA1U3jLPkMWx0NS3fYFp1MmSe5mvpxIu6yPyK5TIyOv68VRTRWsg7wzs+5SAvQc9jW6trJDCY4ydu4thumT/wDrqONWaQRXBwM/L2FK7LTRlabdCxuRpyxZE753E4xnvjFdFJaQzEZUhkwSc45HNR3tsltCbrC/uV3j04HTrVa21mKewiuWCfvuCoP3T3z+tO3UT12JbkxteQzJLGHUFOBk89vauQ1fWNUubqS2hbaRJ5S7BgNz79DxXW2sNtdhZo0+UgMCe9c9r3hidLoXGnRu7yEszA42tnrVRu9w91OxW0R/seiXjyspn85VKM/3T/8AqBqVNRKQ5ygDtydw5piaOll89z5fmFVyB0BwAfxz/Olk05JJlYKD7itowT1MptooaxcNNaxadHEhZ8NGy8Zz2+la+jWgEkcYLGRvlYdAa5vWLtodUGAqmEBRtHpWt4b1SR7yJ2bhm69+9dSRg2dXc6aDpznYF2msyPTkvtLEqKPMgnwfoykD9a6S4uYJNJuTu65FY/h18rewqeWjDqPdTmh7jRzfxBtE8/S7+NQFngwSPUVcsj5ljA5/uDNSeMEWfwXaTKMm1uWjz6DP/wBaq+iMJdOXDZC8Yo6APlhDBkYZBqCCzkiuXZ8FMfLV51JaoJZvLUMScHgYqXYaIjaW5JPljmisp7Ry7FbqPGeM9aKV2FkXvAQCeDdZk7kKP1NdTdqF8PWSj+83864rwNcEeHtWtvUA4+ldgZBJ4btB3Bb+dWwJNHdY5n5xk/0FReJZt0kbA9CM+3NV7WcL83cDP+NQarI00jjrweKqJLObIJuTk5AYj9a7CxUmy2t02da5a82pOrxn5JBuBP6/rW5pV0Xt1DHIztJ+tKSugQ6SZbtjb/aWRQPmC4+b2P8A9aql1o1vbj+0bUnfBIH8sdMdGA/Wql/bG2uS7yGONWw7Drt7/pWPf6/eGSSGwSP7KcbcqSWHvmuOcdTohqjusRwTreIv+tUJv6nFasis9m8kSqz7c4JwCK5XTfEthc6W0N7MkVxHgEBTj/Irb0q/kdMQlZo8kbx0x3FS9tR2dyq0Ef8AZtwLgvtOc4OSMd+lWNCSKNVjDF4iuVZj973pmumRLaN1iwlx8kyZ4X/gX9MVNbtENhVduFAAHSsm7Gi1Rj3C3l7q88JkkFqj/gW7ge1aRkKXaqC6/JlmGNuc8DPrVTVHmdZLiynJkibaYx0JP9ak0+2u9ajNrO0tnaooJ7DeOwJ5NFuYq9ifUtQVbWaNkLsEJwOmPerdn4p0q8t0h8tllDYWNscsPT2+tY2paRqF5cxwQ3C+UE+d8YBbNFn4LuI76FjOBGMGQBsk9+PTmnDawnym9qcUX2VpXk8tSMGVRgqKiF9E2lCFJFmZVztU5YjvWk0CTRyWM0JMfTB9PXNY174ZMMgewMkZQ5DZyWHcc0nexMeV6Mh1G/bTNIkmtmZZSQF+XJQetauja1FqVlAXYrIQFbP8TYrKbRb68fF1epbRSEosY5Zh6kfhS6hYWPh9Ib6C2kYQDAIc4ZscE/rk1cVZahKzdjWutGW5mkLOxVvVulM03RjprNBG0jrjO9vu45+UfTr+NZkPiW4S1E76S0ccnzlzLnjPXp79K6S2T7NaAPcST7mzvfk80uVLUTckrEUkTiUBAw5+Yrjp680+GeJ5MSFV3D5QeM1YmliiUGV1VB94k4xVGW0sNQaGU2wlij5jPQY+n4Uddyd9y39tgS+SywfOZd20DgD1NNmMcM/K4LcDnj6/rWVZo1x4laQhkESEHtj0GfpzToPEsWrahJY2sJjdA2yWQZBx7dqprQEtSS/W5Vd0BG1CDtBKknPqO1WLC7W8tFnKMoY4Ix0NO2eZHGd7I2/LjA9On0qtcSyWqzRKCcsOEAO1T3+lQPyJizTSnJyoPFTpEAOlZ8F021cBeRnPrWrbtvVWwOetEdWKSaIWj4qldRYUmtWcBWOKo3ADAjsaJISZlTXcgh8l1Mi45zyMe9ZmlxWjWM+nRygvk8t6ccj6cVZv4NlsI0SSfaR8g5Z+envVrSdOjmj+3SRGMyKQFYYYc9acdUW2kJoMF3ZNJBO6mDP7kEHcP/rda1ZpPkO3nFQBmFzIM/u1AXjscZJqCeYQ2jt5hcctk+hpol6s5S7upL6+aJAT5b5fHv0rSSKOO0M0wywBCqeme3FYmlAvNNJHnY8m4Z+9z6mtTWZhb2CRBwXxuPPOe3610R2SM3ucRqUplvJXJ6sav+HbkwvgjgNuz7YrIlYMxJrZ0BI5HxIG2McEL1roMWbcWtMytFITtcfkfWr2m3SwpdSEnBt3GB3yOK5m/KI6BcKOm3vjPeprK8dmniUjJjxycZJ4H86Teo1saOp34m8C3EbAh/tYbB7ZBqDwtKTYOM9GH8qxNUu8aP5IbPmTlvfAHH862fDEbDTpDjgkfjx/9egZss3NUby3klgEKN2wTVvkE0hYAipauUmZ66XAEAIGQOeKKubqKdhHM+Cp0juL+2Jx5iHaDXXx3Ij0GIZyEbH6f/rrzrSrpLXW0kRv3cvGfb/9VdvADLYXEO7OzkD/AD+NV0ESWtzmQ4OQD+YrTnskmtfNRj93GBzmuZsLgCfbnFdVZX0CDYcqAPm7g0J2C1zlbiN/IdDwYW3D6Hg1NpMpLGMnkjFaGu2iRkyqPlcZU9jWDbT+Xcbs8k81RJv6kBPaxyMud5CH2OcVBPYRmWNwuNvQjgio9SWT7E7RFsriVAO5U5I/StWwxfWSScYZcqB2Hv71wV00zohsYNz4ft7iZVRGg3P99eevrVzTLPUNMJCPKqiQ5iA3ZHr7Vel02d4mjjl8uUEFXJ7g5H8qbf6/c6faMqwCS7PGAOAO59ajdWuaJstyasZY2gliUq3X1FQxTRQlI1vAql8sJABtXvzWFJ4pmvJlt5I4rNXjxJJsJbce49P/AK9W4rjThEttnMk42pduOTycgk9s/wBanl7lbGjr0ZvraO20qIsZ2XzZV4AXsSaZZGHw1p7pd3BczOMbRknHp+ZrN0nWUtLsxyib7Q7+W25/lz3yO2Kk1FLSeaDUXuYngt/neAPuZiSMgD6kfnTs9hrsdJp19/aUKyW8EgRiVBk+Xn3qKa+v21s2aLLbxxKIzLt6k91/xrSsL2CbTIr2KNVi27tgXlfUCuW1HxZJfM3lM0EbSDyiinfxjIPNCVid2dDon2q+1B7lL+Wa3jHl7XQhmx79/UmtWe8y3lRIwK/eLDvWNomu6UoWK38wNABliMbv/rVfm1Q3c26CJVP94ik3pvqJrXYkkuHDDMe114PP3hUsCSXEMkc8cUyMxxu4BHoR61VaMzNukJLUGBypUSyLn0Y0lJpi0FFtD5ssIt4fJQYjA+YY78dBUt3qUGnWnmsjMrdNozjis+w077IZYDczYlOVYtnHqOauXmPtqQLbq6svYjIH41SvuGl7FDT/ABCmsieCVoo3VlKIOrDr361tQlcLhsIeg9q564tLLR51vEhWE/caTBbGfb/Cnv4jgk1L7DDA6A8B2H3iec+1G+o2r7HSRxl7yJonCwBW81MD5z2rMt7XTLO8khskjS4PzSKSSQp6f04rNt21HTbpmineW1k6+YwJU556nsKvoYLq6llt7sGXAWQLgj2z3qr3VhWsaKDc7EEhOgU9M+tZN+l1Bdy3EayPGyjkAYUjjHrWgXjX5chSefWrAkWRfm5OPl44qLXVgWmpjW5E8KOqeWehUjpWlbsyRAHqKybG6WdpnBC7ZWXaOgx6CrvnhehqIqzKk76FtpgwPNVJ5AB1qI3CouAQKoXF3kEA5Jpt3ISI7q7ljlU28ixzc7GPY4rVur6KGKGS6uVQjB+8E3nBByPTnNU9OsEnVbmQBjzsPp2JqLWdMs9StllM+0xthSy8DpwRVK+w9C/vWMY2kFhknPFZOoXW3TCZyu9uCF6H6VJEXtLR1vgQqKTlXLDA75PesCTUI7m23SowUN+7UHjb6VrFaksr3dxPaW6m3OxJeWKjofSqU0sp08vPISz5KgnoP/1/yqe7v3uIxbJEqR578mq2r38M/kWtsrCKFAvzYyT3rojqYsxjAxBkYYj3fnT49We1f9wSuAQffPWu98PeG9P1PQ7k3QctCmf3Z56E1yNzo+ni5McF1JEc9J4uB+Kk/wAq1ZKM57uSUmZwcn8hSRSPhrotgA/KPU//AFqvXvh3UoLVJsI8EjbVlRsgn+lZsjDcsaZ8mIYGe59ahXvcrSw27keVoohz5a5OB3613Wiq0ek25kXazruI/l+mK5PRbcX2p8x53ZJ2/wAI9a7oJtUDGAvAHtVEiYBGaikTPX8qkZgCfeoySeQc5HSgZHszziinZ9qKVx2PMSj2oZG4ktpMH3rttN1Ly5Le5BBSZcMD0Fcz4ji2a086R4gn+Qkjjd60ulTkwyWEjYaM5jz+ooWqB7mzdZsdQYchSdy8dq3LC7WRQwOcjHBrHkVtT0zcATPb9P8AaFQaXfqpCNgEnGaAOuugb7S3twSWQEoPWuPYmObHTnBro7fUEhkTccbmxn3rH1qAR37sn3H+YVSJZqWsv2m18vOHUErg/mPyq74fkFtqF1aszbXImi3NnIPXn61haZcYmTmtm4s5DPDc2zkSR5aIdmz1U1nWhzRLhKzOknjDgOv3q5fxRNLBAtxbELMhAZcdV/wretr9Li2DDKsOGRhgqfQ1Rv1SccqrexGa869mdCK9l4fstXSO9u2dmKAGMHAFbqaNpk1sv+jQkouFyvT61h6XdSQy7fuclXRuMHtXSC5iW1LsCVA52jmtU7id0cl4h8Kw2dpNeJM2wIWKDGCxPqe3SsKLTrt2F60Xk2jtgMWxnA/l3rsNUhOutFI07Lp8Sb/KC8u/PBqaZ476x/s5QIUKFV2jpik5JaFxvYj0vUEGiBYVHkRoRvLAdPWuSXTpJbkvbpIYs7sqM7D2H5Y/OtW+hbRVit4LeWSwODcNgZIzyM/StPJn1KCXTlVIEXLDbjd1HT16in5h6FfSGchrQ8wxNlXKbSwPOMegOa6W3QBRxWRBIsl7Idm3AAIragxxio3ZMmW40yOlO2DH0p0RXpU0m0AYxVqJncozRBkK+tYS6esYSeUPcXEG1E3ORwGznPrj+VdC5HNY+qzrZo1wyM4x90d6nVbFxZXfTrnVt9xcXTKoYqkYTcqLnj6kVf0my0yyuFdB9om2nErdawYPGMW2WHyVjRY/lxzlvQgdBS2PiK3s1SW4t2CA7VCfMV9scdsU7stxZuatFY3dtPFLIwfIdo4x19P5fpVGxt7W0g8+13RQsccn37/jW289tc2qXEW3ayhwTwx9se1Vbi5htbN5pCqfKWxnipldMSeliZ7GVrqGZdrKiEBfc+/0FWIYTBPJI8rsjcKuRhaqaLNNc6fBJPH5bA5QcnI6A8+oqlrWomFZXsriMPHJ+8U45475+nbk07W2Fq9DLuoJbPWRFNLcqNxZZFXcGUnP4gCth4Z9zqsTEJwDjG73rK0TVb+5u2kuJUmGcHcB8uOwwP5/0rqIbpWzu69qbSBtnK3V4IY/MkOxPU//AFuexqfRQl9DLc3KrHCDhCzckepFWdc06/vZg9u6iII3B/vYrET7fq+npZrGvmxvtmUnBXj5Tn8DSSK0aNq9N1HpKLozI0bOQzR4+QZ5xmsuLSdQcs76hIpcAujfMCMY5q6ksehWUdm8UkkigkBOcgn1qhfahJJGPL3xh2AYIpyQenPpVJdibkqTRXBWwEhbyh87Mp2k5z1rOuo9K3Mi3hjZeNuwkCta0txDB5smECjLE9BXNzGGW6lZBuMjkr9K1SRlcLqG3gspLhbpGI+VFAOSfxrATBkEhzxVnUZxJN5MZ+SPjNVC3T26CumKsjKTudToHiKfS59yPxglgf4jitO9ttL1lJb23UQTbQzxg8Z9vzrh0cxoWPU8ZrV02VxDtDY3GnJ6CjudbHbiHwskbdXuG2g/7hH9RXPePdPtbPU7a1tYUi8yJXdUGACetbz3BkFhZLgjcC3qCTn+Q/Wud1+8/tfxrMyHckR2jHPA4oSKL3h7TlsbEyEDzZvmY+g7CtI+3pSArHGisQvAHWgngelIRGx5/nUSyI4Owg7TzUj/AMXpWH5zqyENs38detJysUlc2cqe4orB8zPO3Puc0VHtEVyDtQsUvNPuLafAc8pnjHvXHRmVH2+WTcQEhj3x616NcJ5kDbFG4Dgmuf1vS2Yx6lYgmdBlxj761WqYiGw1JoWWdSRG/Ei91PrT7+xjULewH9y5+bH8JrLluUdBfQqdrHbOh7GrUF1JBHsz5lpJxnrtq90R1NOKeOaEozgnjn096gu71ncK2CyDB+lULm2ls5cRMXiYAqw7iltre4ncKyknGAfWhMGjUs0ZpFYDAxxXZaYqyWnlyEj0b0NZGg6NcPtDRNj6V0NxaNpybXUgE5qySvNpwvZN6u1vdpwxTo49x3q1aacVZWmk3bT024ojmMyiaE4nTtn7wq6sglg3xud2OQR0NcdWlZ3RtCXQjutItLrzGZNrygZYdQR0NZMcs1nKbK7ByvRxxuHY1LouuT3eoXNpcRpiJsI8fOevX0rS1a0W7s3ZVPnRjMbKMkGsbW2L8mc3aX+p3N5cWRt1EUJJRlUgEZ49ulXBcJb3MUkoCDkMO/T0/KobLVoba4SC4uFEjjhW4J/A1NPor3OrnVLa+2s67SjJuGPalyp6l81tGU/ELfbXtoIk3TSSgRAHrjnJHcVa16aPTvDMVlaSEXDMqebuwQe5z+FV7rXtG03WBILNmu1+R26BMnnHvSeNIJjBZ3e7dEjcJt555yapIfYqaFe3Eszm4ZnUnEcjdXx/kV1lvJkdeRXK+G7caiZEXMYjXflB/HjAH0wOfrW1byyQyNDMCrr2NRPcGjeSTjJp/m571mpcY7043NRzMixallwKo3MMGogW84BjJy2aztV1qOyhYk7mA6CsiHVJbt5vJkkRGjyoPG48j8qa7lqJNLpOnWd/JbqwMMqErKjcKxwQCc+o/wA5rPuLmylkmSd2ZlkKq8ffPO457Z/nVzTNZe3gurae1R3278kbe2ACKy7+yuY7pRNEQ5TzGUAtjrnn8OK2Vh9TpvDmnGHThciN1cgqXcjDA88e1Pn0i91Jykk0MMS5Ixknb/Lt+tSaBZfY7BGFy1xDP88YbOI/bk1ae6WO+wq4OzH45rOTswTbehbhkWztCqEOLaMKAX5JxxnNUoYWmWSS4VZJA+C23aT04P8AntUqQXD+bJcRoxdgQiL94DoCTxVuxjWCy+aBFYk4jXp14prVEN2ZkQ6beSzXLMm1UfMTr1xjpip72HybczT7mCAt5f05ya1J7xYsofkJXOeuKp386TRGEMpBHzY6ik2hq9zPttZ+125Rw0bDqh9KcgVWDqMM3OB1NMtrRBLvnIA7Ad6nuryG2JjCbey7f5ms9dzR2vZGZdSyzTbkHzbtz+p7ACtKOFEGM726sazws80yqFVIhy24/MeP/wBdWAk1w5ijJitl5kl7v7D/ABroitNTnk7mdrWomYNAq4t4m/eFT989lrEuBNBb+aQRLOML22rWzMRqN6ZnAWzhJEY7NjvXP6ndvPPI4J+Y8D0HpXTCPUzkzNbG7avJ7n3qoHIckk8GpZyysSrcH9KhSLeDkkVq3YgepaZuuFFalkWZh/Ci8k+gFZAkw2FH0Aq+bjykWDq7cnH8qjfUZqnVDbPLdk4KDCYPfoKr+GQZp5Z2GWJ3MT6VlTh7pGRWHlRDJP8AeNdhoWmnTtNVHH71/mfI6H0/CqYIdLNDeRjdvBRs42n19u1WIZlkUgfw8Y/Cqcyvb3p8slRKDg9s+n55o2LA3mNIQ2MHBJP69aWwyW7uRHhR94/pWNLHuYM7nKksF9/8KtS/ZMyYZ2lBycNzVfyf35aNjIXXAJP+fes3dvQpbDDbSMc7Tzz/AKzH9KKk+zTY/wDr0VHNLsVZG0MbCSc+1MQsY0DL5YVsY9RmoxLJEnyjcvr3FRm7QSooyxc7hnoMcVs2iLHPa1prWN1LfWcO61cYnj7DPcVnWMiW1wiMc2s/BH90128JDQusihzLnKnpjpXK3Oj+TPcWeMK6GWH6Z6fhSi7A1c6u20P7KII7j57ecZif0q2bO30O9MM8Qdl5X3HajRr1tT+HsLZzPp9wFf1Aq9qbR6k2mXakEmAo+euVP/16psLGxpXiO1jQLJbCMZxkDtUfjTVLUWkUaPmSQblI9Kw765gsoC7sAAK5e+1Ca6kbBBiC7kPqKEyWjX03U2Dqdx+/XVxx+evnQ/f6On94etcBYo0kwbHJ5wK7bTBNCRJk4JrRpNE7FvT/AA9DaebeWyLiQ5O1v6dqlDPAW3sCmM5PUVM8bO3n2rbJv4k7PWVc6W2rXMdwbua3eHIMcbc/QjuK5J09bo2jK+5lXF9oesa1BDLaGeXGxJQOFPJwferQguNKlVFfzYHJ27vvL7H/ABrFm8PzaXq63cTiYo/mRx4w0h9M/WtSGXUdR1gafqNkIU2b1kiY5B+tZtGmg7U1tZfKuPIjff8AK5ZASD71c0u4XXtLlhuoy0YYp8wwSO36VR1GC50S6i5e4icnovzAYzmrFpqsZkyhyp+8B2pBfQ1NOtbPSoGgtotqg5Ysclj6k1avbKO6iG1F3f3jwR9DVaOSORtyhmz6VKySPI5UlQev1xUavcDPk0uYRkR3gWX0kXdx+GKfNpQW33faWLggnA4PPIqOS0+z3onD3DiOM/L94EcHHueKbbp9v0eZI1mtzISds3ByefypWKKV74XeVpZVmSWOdQW2qFwQOw57e9R6fpoW1kjkiYHdwZGy3bpxwOK3dPX7Fa/Znbc+SSSc8H0omi+UuAIxjHXOactrApWOWvNMuItRicSo0U8iBgBg4HatfVtJvbqZJraUQsvybg38J7nI7VfsoIkZppHEwLZTcAdn0xUWuXk6WMy2qMJCMb8cIO5oWyBu7OatL+108y2P2y6ZjIVNwgyjZ6HGf1rp7LTJVBkurgTynGCBtGPpzzXmq3t5DPuju5N5P8LnmtDTU1PWL9LeGZ5SeZHY8KO+apq5TXmekATNL5bfdByWH8qpazrEWkxmQgvKR8qD0z/9erllAljbLaqSRGMZY5LVzd7rR/tby54bd0BIVwpZovTkjvSM1qzHn8SSTzPMVcY5CE9R/drS0xbmWVL69XymkJiWENjcM5yc+nPSqXjD7P5NjcrDsnLsH2DBbGOfw61qXMtrItvGYnn3YaNuMnuT7UJLctt2RFrl3caVAZY3XcxwFbkAYqto19LqRcXAM0kQyz7QB7YqSbQ7zUpTPcTOm9vmizwB6A1sWOkx2u1YkFNJdCG7oS3ti53OODU1/wCWlm8bNtUqckdhU8zLaxkEgbB8xPO3/wCvXJaxqhuZAinEeeBnk/Wt4U29WYtkF3c/apFihTy4lwAoqtPpLpbbyMu1dT4S0SPUZDM/3ErqL7SbCG3dyF4GPpXRsRueLS2TpnzOMc81AkLyMI0UszHAUDkmu11PSlnm/dKo3HAAqjc2p0L91GmbyRfvEZ2D2qWrlLQ528tP7KIV2DXGMsFOQvt9aqWkE93OQn3m+83ZRU1zl7ryj88pJ3Ec4rTks3S1NrYnaFXdPJ3/AP10WEGnR27XICjdBa/Nj/no47/Qda3JtXQFUjVsuDjj8PwrNtrVIoYQh2CQYOD1HTNUZJ2kRmXKRo+c/wAqtRJbNiRb65ixuVBnkk5PtimytNGTHIDgch+x/GpIb5J7XzWO0A49zUFzOs+xixRBxyaynqXG4x0RmDgZyMFj2plnJHAJMAjb0LHpn+VNKSrb/vn2gt8qIOfxqMmcu8YwikAjGDurNJplt3JPNDHcJDg80VEVlU4+XjjpRRdhYnGpNs+XcDjoRmmec05VYk2t346Vkm4kUhBglvUdKsw70AkjkwRyTV631Jua1nK8NyVlOFAJJJ6+lJqziWaymCkYkK5IxkFTVJbiW4VZW+8p6VHqN7JEkE7xs8UUoLHPTgj+tO4F7wZqtvZ3msaZdswguYjjAzhxyKpXPiHybZYMSQlX5kQkNz/TFYyOXvZLiC8WIv0Iq49xesv+lQw3sY6lcbv0qraCuTTQ3d5DugvHuoOfvfe/HNEfmRosTDhelTabaW104NjL5Mv9xjgg11um6Tb3TLa6tF5FyxxHMBhX9j70nELmdoUKzSIrZBB4PpXo1hpu63AbpjrXLT6YdAnCSD5TyG9a6XSPEFq8axO4U9iapMTRLNZtDz6VBNYx3yg5McwHyuvBrcJiuYso4YHoQapPD5bHinuI5+aOW2kWO/jG0H5ZgMj/AOtVuCRUYPE4bb0YVs7Y54jHKodT1BFY934aljYz6XOY26+WTxWUqZSkPmdbiPZIozyAT2zXJyaXezzRw7o40TIZvvbsDjFazX9zaP5V/bFG9cY/+tUsV3ayHKShCf73FYShLc1jJIoi01bSiJIUS6ix8yKcMPzq7FrNpcWhZ5hG+0mSNuGSrgaVSOVdD3BwapXeh2+qSq7pJuTp5bFTj3xUtNDTRENUtIXkhWbc6fMVPXB9PWq1nqtrqUjSWzsj52sGPp0OKr3ejTxzyNBHPtQfeZQwx6dc1h6bZGLVGu43J3ZygjIIJpWK0OskS/8AtUUsRRosYfcP5VeBQw+VJnawIIrCt9YmVgvlyEg7SMd6nbV97gBXU91K80epJZhWOykISZuflAkbOBWjGV8vaxBGO/Oa4/VrPV724jmtom2AZK78d+nBp8eq3ELbQrocDMZGAvr2pN9h2uTa/oWhxWj3UkflFenldyT6UaHq2iaVbiKGVw8hy3y5LE8AcfSs++1xJlCSpujmXOPLyT26dvxqDR2WVI3aEQgnjyxj9ad9NR2O6uriNIw8j89sVSNpp13J58sMJcfMSxAyR/M1HDsjbIyzMPvE5Jqdg7g7IwTip5kKxma5bWmsrHE29mibcAvApLa38u7hRwzEDJfHAx2q/MbezUvIVEjDp3P0FVbFLq6fzG2whjyXPSqinN67CbsjUVi7YB2qo5zSvOYIzIW2KR8oA+Zvf2FEUCxjcHaRDy2f4z7e1R3kTTTbQd0h6/WuqFOzuzGTMzULp54vLCjA5C1zN5A6SFn9c16BBoeyMvL8zH17VzHiG1Vd6jj+8a2IKHhvxcdGunikyYZF2kg8r7ii81i/S4dhOXjbDZDcEVy9xF+9YgnFTQyFbXAmyF6qxxioctC4o9D8MzGWwu9Wnw4tV+Td03VR8VRJp2iQXbM0uo353Ak5Kj/OKjjnW38JWOlxOFn1CZZGUHJ2k4H8h+dUvFd4NQ8WmxVsxWSCBPQYHP60IbRh6dp9zGk0kRDuyfM3YCtKzPlBFbHzDlT1NSwXJ2ra2wxvBO4D8qZdW01qscqL5khbDbTwD64pyjdEp2ILomGDec7Fb5F9AR0/SqhjaRizZ2sMqn+elW5jIwYHEjsCQByB0/PrTVmjgeMuNzuMNg7vwovJILJsWG3ZSmV5xjA6UwxtIwVwcK4OPQe9TwXa/amjTlgfm3HpS3mFUxovzvlifU1ly21kXe+iIpZiLjc7DYRUH2gmGN36jnA6/SnwRRwRJJIN0vUZ56npVQokUsu0/OSGx2HWhpIFqXftU/aNfzoqj503cL+dFLmY7IoCQSKG53DpViKdi5Q9x2ooroe5kiWK4MbxnruG0ir8YEqHeAQTg5FFFYy3LQ1dH0tiBLZoS3QqSKgvfDkdvC11p0zQOgJ2k5U0UVVtLivqVtPQapbPdQ/6PdW/3mHRq9G8F6gvifRptPvY8ywj5ZaKKpB1N2GEa/ostndHM9uSqy47joa4GOZ7a5aPOcHBooqOpR0ejLPeXkUMUzR55J3HoK3Zbq5sVPmS+fhsFWHbGfvdaKKZJe0+6ivUMkSsmOoatBW20UVaEwntoLyLZPEsinswrn7/AMIQENJZyGIjna3IooqWBzMqT2TbfN7/AMJNPTV7yMcSZx6iiioKRIniCZDmSIN9DirsGpWzqHWFlLdTgUUUnFDuRR2GNUW9gnkjjOTJD/C5Pf61qp9nmLM8RGRg49fWiis5JFXKEGnypfyzG8cxk/LHjoMVe8mN/lKgk8ZI5ooqWkF2ZUHhrT9Mup5FVpmfKkS8gDPaqs1gIRJIixiM/wAAGMfSiioktCk2Ng1KGKEq0TFl5yO9WbdbzVFDw3At0B3bQucj0NFFFKKe4T0LzWtlpvPktPdMPmklORmnR2eAJHIKYyEzxmiiutGQ6VyhAAyxxgmr2nWqRsCQGdhnJoorUzNhoUWM7hmuB8VGMsyqmKKKllI4x9O86OSUuAq9cdTWJeFIGKouWB5LdKKKkaOg8LQzi7i1S4ZJ0tzlImz1HT8jWfbXTy6/dSynLPISfxNFFUthXZvRFba/CoDtY7cenf8ArS3hdkkSI4LNtcMSQTkdPbmiitCSqkGbNAjFc/Kx7nkCsxnZYzFF8rK4G89T60UULYB8bbdQ8oDl+C34VeQyGQZYbskE0UVlV6Fw2FltnlYhXC/KBgjPSqF3ALSRGJ3GQbWPuKKKmSTCLIdjDuKKKK5zU//Z)
Ingredientes
Massa:
- 4 ovos
- 1 xícara (chá) de água
- 1 xícara e 1/2 (chá) de açúcar
- 2 xícaras (chá) de farinha de trigo
- 1 colher (chá) de fermento em pó
Recheio e cobertura:
- 250 g de manteiga sem sal
- 3 colheres (sopa) de açúcar
- 3 gemas
- 1/2 xícara (chá) de leite condensado
- 1 lata de creme de leite sem soro
- 10 colheres (sopa) de leite em pó
- 18 bombons brancos (tipo ouro branco)
- Decoração a gosto
Modo de Preparo
Recheio:
- Na vasilha da batedeira, coloque a manteiga, o açúcar, as gemas e o leite condensado
- Bata até se agregarem todos os ingredientes
- Desligue
- Acrescente o leite em pó e bata novamente
- Desligue e junte o creme de leite
- Reserve no freezer até preparar o bolo
Massa:
- Na vasilha da batedeira, coloque as gemas e a água
- Bata até virar uma espuma
- Com a batedeira ligada, adicione o açúcar aos poucos
- Desligue
- Junte a farinha, misturando delicadamente de baixo para cima
- A seguir, junte o fermento e as claras batidas em neve, sempre misturando
- Coloque em assadeira redonda, untada e polvilhada
- Leve ao forno a 180º graus por 15 minutos ou até dourar
- Divida o bolo ao meio e molhe-o com calda de frutas ou de sua preferência
- Misture à parte o creme reservado e os bombons picados
- Empregue sobre o bolo
- Recoloque a parte retirada
- Cubra com o recheio e decore com raspas de chocolate branco ou bombons
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