Ingrédients
1 rouleau de pâte brisée
1 bûche de chèvre
3 tomates fraîches
200 g de lardons fumés
3 oeufs entiers
10 cl de lait
10 cl de crème fraîche liquide
75 g d'emmental râpé
1 pincée de muscade en poudre
sel, poivre
Préparation
Déroulez la pâte brisée dans un moule à tarte recouvert de papier sulfurisé.
Piquez le fond avec une fourchette.
Coupez la bûche de chèvre en rondelles.
Nettoyez et épongez les tomates. Coupez-les également en rondelles.
Répartissez les rondelles de tomates et les rondelles de chèvre sur le fond de pâte brisée dans le moule.
Parsemez de lardons fumés le dessus des rondelles de tomates et de chèvre.
Battez les oeufs entiers avec le lait, la crème fraîche liquide et la muscade en poudre dans un récipient. Salez et poivrez selon vos goûts puis remuez.
Versez le tout dans le moule et parsemez d'emmental râpé.
Enfournez et faites cuire la tarte au chèvre, aux tomates et aux lardons pendant 20 minutes, jusqu’à ce qu’elle soit bien dorée.
A la sortie du four, laissez tiédir la tarte au chèvre, aux tomates et aux lardons sur une grille puis démoulez-la sur un plat de service.
Dégustez la tarte au chèvre, aux tomates et aux lardons tiède ou froide accompagnée d'une salade verte assaisonnée.
![Tarte tomates chèvre et lardons 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7U/YxQSZUJHKiVKZUQqAk6iZkftVAcG6EMp38JoDj9tMR9ouDYZrDrcwzIDg5kqPsSb9a+/p1xzvUR3asyZ2tbrz6VoMOhCwoKECYzHQ/vQHEcWnDhISUNJmBtmJ5cx1q+vMrVp9h4RfMDLy2NnzMI41xFzuyAopWqfTyj5VjMHicQhRW4ki5iDe+k/e1aFaHluJzHMjUKTp603xPDoi1jBH7UpOKyhSy9O9wv7eOlMzy8XiIlSUqSYO89PWneECFgZ1ZQTlg28WsA71XiOJAKS2ooE2vYny9qmrDStK84KRonYeQpCk3q6jw6fvGO9ijt5iMWMEgKkIEpPxnUxa59aNOICVQYhXKluKxjRSYcQJsQVfSaBwuNOZKFJDiDJS4jQRrPLWrm43X/UoAF/zGatLog30FRwz0pJIkzoKW5VZgEiG7knnR7igR4DeI9KuY2N2e31lZ1oUIgxeOw7zhbjKtBm4++dfcNWhKlqReVX6QBA+Zr7FYJanm0ZEgKVKlmJgagdaeKwrZJFkmIsKr4xqyam2+VekbkaloSrFJLjJm5i3SsTxmUqDRVJ+OSdLEQeelbBx9DYKcxMqi+3+LVneNJUXsRn+BLCSknTWZT65qtY9AyahuenpBIfRXbrM+iYTpa0gDnabm8V6gm0qt97V7h385skH3mjxgSUEhuBrMz51pjYbyibMEKLC5BiZMR6b+hoLiaEQIXnkT5H03q/E92CciioCLnnvQD6aFgxGxkjSOsGwr5bUoog5ynvAqTKQSSBcayb08R2nxDuIQ0httLQAIN4UFAiJ2M23uNKTFlOgCj5QPnFNOz+DQhxAggpWFovPmDyvBqsy73Gg7VOgYbAJUoFaROoJ6fxTdLCANE+wpIcQkiBr8QBrm3aDtgGsQ42VkFKtL8gefWq2ZVxtardy1gU5/hZqqUK4rhmklIly0BAMTzk7A8q0XBHX30NrDfdoRMNoJAMaE+RvXo/p4ghKshSvUx+160nCuClpXx5IHwAzNKy5xkpExnb77y5zALYtZhHegol0ZbXzEAH+fSl3Bww8pRw6ARBClKSNeZJEk6b6Ue+2lZIUyVRpmkJ9TF6u4BglInxIDcfAmAJnWwokXL3IA+p/gSq3LKkkb/SKOLcGwzYC1wFi4ymJOoPIVTh8CVsO4NtSkBxBAcIzZSR8QOpN+dttKd8TwzTisvxKF0g6W1j3qptC0KCkwUgwajJxBTxhphRlNjfzmG4Pw9HD2i08oZySVHmdBG+n1rxTuFa/uoUhJvMmJ35wDUv61cOfUGcW0B3aUlDsXKSSnIqOWonb1rkziyv4lEyZPKeddy9W4O0SGA69Z2LhXHEukhO1NErB011iuL8P4gtoFLZIBIKhOsaX1FargnHnVIm2YKg+KbRM3Pp1JoHUrDChuk2uO402xZzwpcBTmKfD76D1pdjOFNYsodDmfKISQQU22tS7/wAs1i2VNrSPEDETY+uhFZrgmFxOHxbSQFZSSVKTMKTGiwLT/NcDqUqTUJdeM6hOrYBRBaRnyAamJB5C+9az8U3oVhSuUi/tWPBkT+9fKeUBnRZQ/VuOXrScQbFarByHmbmfds28Ij+66ggjQgmSbQBHM0Bw/wDF45BWyEstnwocc8QULXQkGSYtJIGtzFV9oMQ48EIWAWVqQHEGAvLN8pnU2FoIEnWI1SOKpKQlKQgAQlIsABYDkIqRjXTbDeHzWICgxG3whlDXdOKeWbhSpy+1jHnJNRwfAsLmHcLUHkjwZ3CUk2sY31v8jQuP4wWnYVYTpqFeZOgib9aKwuCKofYunNZMgkc77UnErr8VWPSXGwrW5rz7R1hUvIWO+UByCVSn1JAPyo5eLKe8UAJ/LbWkf4xboLc5Fg2UEgxzkH2r1h0/8ecLVOWRqSLG20E0fN5S2u8rZMTE00Jwi8QXGHnIKDJMflCkyAeV60WKJyHKNtqEbaypyqiAAmjkPQhNsxIpiGgwJra/Eg9Ih+oImecwLliqIO33tSNrHhScYp4KLYJZQmSD4SNJ5qNa/jHEEMN945myC0pBJBOmnXc2rH9o+JIwjWHS8Csu53HCBfMb3CZ3J6Wqxw+MILsk9T4yXys43HlM9hbKBzKSBqRIBtRX/lX21Hu4UCZEqI6GRfT7ii3m2iA4me7OojxT0Uekb+9CodQDa3lWicauBcohyhNSCpVc/EdY09Kk3giSPqdvOm+EyG838qtxpF0t+KB4ikxB1y212mnM220SBvvFH/jYPUG8Xv051U4HgAoOd2EqmFASSAYFx10pkwggeMqg6gEgkcqg8E6+I8gSbRVc2Y0bQR3tWltEu2d0hMxJi5O2s8q59xLtM8HXBIVCiJAQQYMWlMmtb2kaWtKfgSgHUxJO2Y6lI/agU9knVjOlpCwbhQAAV1iaqZANW+8vYqK2Np1TsVi31NZ8SYUQLHpuZ0nWKK45xNDd0iV9P55UjX3zqwEoUhtKvjFzHlET12qjtZiVBhCEKUlKlZTe5BmZM9DfrS3yLyzyj09Y5cRbKCe/aUIxjzuZQVCLidpFyEj80bnalnF+LBkZQ+4on9JhP0tVuI4kBh8gR4wkJAkiABfLa0yb1zXu3VlaiD8RTa8E3i3SqQ4dMnxDc9zNjEgH5xt2mt4X2vcS8EOLJSowlR1B2kjY6aVvuA8UClltZuqLHry61xJ/COEXSZvteu8cJ4EhLbK3DDgSkE87CZ9aeAMQIC2D8q8/9StxmgCyamhw+DCYjTka/PfafghRjX0obUlPeKyhRGhNzoPDMxbQDWv0U5dMdKw39Ruz+ZBxIJJSlCSgJmYJBUTNoBHtT0UKdCih1+fhMQsTuZx5ODIiYqxODPIe1N2sGdQLW+70Uxhecj1gf6ppxyRki7goCVws5EQdgRNo+/5pvw99WfKfFmBUCATbY8hMTE2oY4IqOo30qeD4elsLcccQlKhk3HinQaZrXsedVM2GvilnFlv4Ye9xltkqJckDUCTBOg6E3t0NSwvaUKIK5ggfOIIpNxPhXeJUV+FIblvMSMyhaSnYG9zoIjWs8hSkjwXbSoE7i2x/6kzbegxY7Gx3jMhUHcTdYnjqWhYFaTJBi6TskgbHQcqa8GxBdSHsqkKUIKSTsToPXW1c8w3ESEEKBUoEGeYnTpF9elH4PjwChGdsHcfxNGNQ7RZRSNjNvim0qUUraJBTAXA9r3o/s421h5CBY/EST9NBWTb7TFMBRSoGfF5DQjrRjXGkqBlMA67g+fPauBUHV0M4jJp09RNK8QXStJIBix59OlMOHYELcOJSpJUdEp3i0n/sR9BWawmIQpJHh5CDqP2ovBud0YZUP/UH6Up00nUq35X+k45GcUTNVjHSQMwg5oq5tcKMkZfPSs69xlakgEHMCL7R1oTEY4I8S1AAnUmBU8sFuYPv1iwTWma3EtoUUhUZTJg3BPX61gu3mLX+KPdFKsiUpAVoFC+YD9Qn500HGsniVBSm+voI6msv3pWpayT4iVEHaTv7xV/hAGU+ETmtCIT/AOReWkJdSLGcoFtIuZv0sIvrVDyiYMFI5ipSdzPInX1tf1olhyE2TIGpOgmtJaUVKbWTcngHomZ/6mP43pthX0stqzKVC5OZGbNJ5wNDEzS1SlDTwyBoed/eiHUvFKM5M/CkCQekzYm/TShcAzlsGX4cpUkAzPnfyrw4VKZj3/3QAcI+Gc3X96pdWoGSrN0/xFKYgbQlBM+4vwxakBYTOkGxj0m0z86yzj/E0kpQ6pKRYBNgB5TT7GOFSk+JYjQSSn1EWtarQo8j7KpFavzCWQxXoY54B2ifeJC2w0i8C8jY660TxjCl5shS8skd3awIMyQB0g+dEHCMIUpZPjP5QfvWsL/UXtKtsBlEpXbxgkEC1htesrJzXyhTYH391NddI+JdoMtTjLhQq28WOu6Z25EfKicJwttIUpkpyKABSs3kQZE6e+5G1YzA9s30QHCh5P6XU5hzsdUnqDXTOynCMNjmu+QXWADCkghQPOJExTRhfEbXvLX47FkX4tqi9pDaC0vEKDbaVCSoG8XAA1Og6aV0TgnajC4gZW1hUWvafKuK/wBTMIprE92Ce6SAG7bbyd1EySaXdm3MWopaZsAsEKyiR5k6jeL1dTEcpDd6qZfEZUY79J+l28QmLCq+IYdDjakOGygRPKRSbs2lSWsylZiITmO51UT60H21xqilIazT0tSeIrDs5BIiMOIZXAX3mQRgWkPrwi1EqCiEL52kTJ3F4A21vQ6sDCiknQkTvaeXOt6vg6cRhw26EpcgEL/MkjQgi9uU1iWm4MSTc3MmfU6+tPwsX3isihDpgKsPAMWotalOoUHC3kbSSlOW5sR4bwT6WvVrmGF+f371awpSLoCMx3UJI5xyNG+PUICtRmbxfDi4gZrhOgJECYA1NtgKEGCIBytkxJOtr7x51p0MxlVJKkmQbE+Ym0+dXcUwV0qSVJaeSCSdAZ+FeW2t/wDVdyxdSdfnMWcNO3lrVRaP6d9a0+N4dkWtEiUmDGnO3vQbuBte9KbD4Ri5YkfVFiZOo5WqzDY+YS7JGoUNREROki1MP/FqO1t9vWvnuDAJlJmflS3xbRiZZS7xFIcT3bZCEjUaqPXNoLadaknG5lTlOYkz0FjYi/T0oZeAKQdfP70oFxlwdfvzpJxCNGWaZniikORJJ5FRnmBexohaisqedQ4oJ1OUwja35QP90n4Ct0f3WvGtKhnTbTS5Ikf/ADOlbTs92waWsIUFAmbFMiBrcSD5UCpbUx2hO9C1Ez+OxgdypTZCRbmSYmfoKtZbMDrofv8AamHDsfgkrcDyD/cW5EJPgBJItFiZ1vXyG0SSlJAOgJkjbWBJ8q1sQAFLM5ySbMFV4dAbe1eMu5TYijXUA+f3vVBSOVqsRBliVeGBblG2/wBaJw77yye8UV8rARNthOlDgwM0WmPvf1q5vFRyqCgJudqIFQ/KALgiPP8AehnwlZsI6lRqSsak6ke1VLIV4gPej0QNUk3gVzsPvyoj8C5ssiicOkgA+/8Aqikv9Pc1AxSC8UpwLza/FLiFXzTJv15fzWV/qfg1EpV3cpAsoT866ZwZjNh0jNBGx0PSo9rMCpbCg0UqUBdJBIPrt515zEzDIHB2856BsoJONhPzMtEGuhf0p4upDimipWVQ05Gg8H2McdJW4pDaZMJBlXsNK6j2V7GYFlpCigqc1KyT+xgVq8TjZcd2L7SliYWQbroYp7TcJViXgMuYBOpIAJO4FW8H4UxgmrOBxUyodeQtAo/jnaLDYd3JAUBuVHf+K+Qzh8QA4hJG5AM1Ry8VxmJLUiWsfD4z+ddoVguKIyeM5EjYaDp0pQ/2nX3sISko2PTn50DxdhwOQAQhQAi+gMiZ1okYMZMpSAYsayfxTCjdnz8ZoLgxL8R7/SPcFxpS0GQDtEzPMQaUcVwYStBQkJCkyEAm0WOuxtWVwjDyHFFWZCIMeL+OcVtfwb34IOLUDlUIEXy6EyfmavcDkIzaQ13KfH4UGPUKi5BIJMAwNydfSoFOk8rx/qq21WnyoxCSb3I6VvATEJkFgAA3qSMRkCgUFTawQtAI6eJM6Gr1pFjPlavFhMSddJFFpkXFryWVuQ33qSokqL2W250Ii3OpYdCN/wDelSebTvpN416xI1qbeZZABIAJCBF+g22A9/carrC7QbFrSbFJBnXr15gedQw+EbXEkJJm6k8utGYVGYnmOkwfTajsXhFJZUot50lNouBoZVyETXOu05W3iA4QLMBeYSQIiD1HSvOJ4dtaEQ2EKTYgDwkalU85/eicOyvKO7yQoHMP03tYixt6zRCcOYIOs9YjlSTiuMGSomwmI/DJUG+7WVQbE2MRyjTrU+C8HW673icuYKStR8STrMJgeY5GCKMe4frcjnH3zpasvtrStlZSpuQm0ghUHKZ1FtD6UlsFA1Grlsx7xThmUqdASRmMlMyJjUHrv1oJtdv3005VYnjuJdSpDjTSEkAEpCibaxJgXFVtsEhRCSUiJMWE2E8qsYQQN4vLRO0JYxmHAyvBwKmxReflAvb2ocJ1AmJMTr6xUgDIIAzC4nSdRPSjMSsvqzKSlKt8smep0pyhrimKwQDzv0r0rRoUk9beojerENAGCfICa8KBynpTQnjFF/CVgoiAmDzMenlViVESBbab7a/tU/woOleow+Xn6Cj0CDrhLKHcsgz0mvFPK3QZo7gmEK1eJzKAL6XnQQbedSxDGRRTmzQdeftUhhemCVNXLOEdo2lLWg/CE/8AIYAEbAHXehuKdtm0FKEjK3Pxc/leub4JACoZCnlgSVGco6gH9/atbwlnwBKxnKpKlKuk8gDeIEjrXmseRw4qvbrPZv8A0/Gtu3tKuKMYlcuMuTmGZLaUpAg++b1oTs72sxCZS8BCSElJEG/+dq3fZjAsqQSpvxNmMwJvaRAHQ0k7edn1ZM6WUgKup1IJWneCI33P0q9zNW+UWvzP7TMLKG5adfQbw/F8Pw2ISXClASR4jIBB97VT2dwsJIwwyIzTnJJFtYB1J5bedIeyaDC2klSwEyVjSTtc3O9bjh7qEtggyEj/AHFUOaosKtAnr5eUNywtdV1K3mkE/wBwFRiwWd94iJ/xVq8MyEklvKD4ZBIVztHXevV4X8QhLqSVfpIt70qZwzjSszq8yZMp1AmbCkMjKbI69DAUK4q9/D+IbisMjJDYJWcoOYj3tEeYqfZ/iJS4cO7ZQBjN+YA7bEXoBLoJEEFMSBebUbxjBpcQh3/jcQUqCvI6GdQQSPU0SWDdURIy46g3argraAXkqyhRAybTN4vYbx0pTgraE9R9mtLhMc1iULbWJUnmJ00PK8COdJ8LhwnU35FMR51ucLl5qAzJ4jGcTUZN4ydBPI/7qASJNkg7z9/SiFhIIBuRpAr0toIkj3P8GrUr2IE9lzGw9jXyG0lQUIsQd9jberlQDIBjnt/mrcG8gJIyySYVI26b6nWk5X0LqaPxqXbSIFiMUsKIcZSpMfG34FAblQvmgG23vViMS6psNZkZBtAkjZJ8hyvRpCCFAFzlJ08jBk/Sg0MBKjlJJN1Ai1uXKiVARBLkbSbTgIITcj969Ui1efiBBhQB5QP486pcWkwFAnqPlR1BBny2iaAU0JmKIU6kJIBI1sQf2igSY0OvShq4QMvt+j6Va0+oBaAAEridzaYE8r1ShACtQRa6dLij20piQDa+8WtPzolxyGejBPw5Pwpv51clKgPEobWET/ijWiSAoTlz5Tpr7z8qIW1lRmV4QbCd55an0owQO8A6jE+QzsOv+hVTiCDemhdR+ZZSkXKgkq+QE1JK8MU+LvAokwqFG2xGURfkedSzBZCgmLsODIsQPv2q/wDtoIWomN9YnrG1EMN/puLxIvHWoOEQZIP31oiLBAgg0bl7DzRBcASmAQSZiPeD0qhTza/FlN//AG/Y0uTwxJWLkIzAlIuOpidelOmW0wPGgdCoA+01VwYCllzctZswcAIKmCPEEIIyBKIMwgRPnueWtTb4yZIAgK0SmbE6Ea36V4jsdiNVqSkdJUfpHzonhfDVsrsjxH867x0QAAB1mvO4nRWt3/c+09rmy49FILP33mn7Odsm0Nwu1yTMyett+lMVf1CwZVCFOqGhIaUU36xf0rMYfhrqbhMkm5PPyPnTxjBFCP7igpRvGUD1tV08XiAsE15zAycJZsncxrhGWXO7fbCACLd3ZJMETAjaatZQ0yIMWnTfpVGExCWkpSGSEqVJgQJmSSDsT9aaP4tlyUSnMRF4kffKhbS41qQD5yuqsh0myIrwHESCpKEgJJJi8+fQVYlpHiLhSkukrAJFvCkH3iaObZSBaZEwcv0oTD4e6i6orm10xbeBrFVlRgAGN/pLBKsbG36xNg+ENtL75TqnUzKBYARfX0+dW8Xeccw5TmSAZuJm5BSBG5E3NpioHtDhEqcbKwoZ8gSm5CutC8TeC3m0gHIgGAiQDmiSrnAkc7nSrGK9Vdvv3nZAX9YJ2byrCkIX/bQqSDOYG+vPkInSmvFcOpSgUOGSIhQ3H6eVtjyNM2cEyygKyxAJnSPSmOFQhQBIBkX/AIpePLkx5dQ6ftI4gJkSiNv3mL/AvC2ZMzRrRcTrlJA3mKYcRwvcrn8p+Ex8jaqTixEDlpfevQK4YWJhMCNjFjPEYUZSNToP5qp19tQOYrQoAlJQNdLKA235VS+JMx7R/NQ7udZ9a5wHFGGh07x207nSEJAOU/8AIn83OZEiarcEA5UknU6fsI+VAM4lSCSDrqBp7UUziUqMrF5m0j6UYUKKEAkkwLEYdydDP1vUUtnmBItsD67nWnri0EXm8xH80vQwISAGyFqEZpCgQQDJmSnQbRNqFiBCUkxe4idvaPpHzqK06RMDaZjntRr+AKVqE+HNAjSdYkxNj9KvZw4JyhNx77z7VKgHecSRFzaSPF6bVN3ET+aesx6iwP0o5zDgWzESYAtM7WO2tTHC8qsi0OKJMHKE5RIsSSdNNqlmVYIsxMhkKMkAnSbH50xwjaUqtI2+K3UQNpqRw6kwSlSQdAYkTJ1EdbkUSFwAoqQlWmUTPmNfrUDSd6knUO89W5HkTrFeLctNVOO3kCPf7NQLkjnTIuWMrB6VNOFvOYE9db+VU92kEZSDImxn3vYijEYhKCFLSogbC59tajVtcLTvUqWzl0++dQTjALFtRPPOBPoRamHEMa0tI7vISTeDpHT5e9Lu+SLR9f4rlOtbnH4DUf4fDKP5DfpXyeEpU5qMyRpOk840rD8d/qW0PA0pcC2VuR7rMfKs3wn+o3dPZykwqxCTJ99z1rCX+n41QazZ8JsBsjMa2nTfwRLqkAgAampIcbKyDK48MgGBGsc6v7PcRZxCe8bF1XKlDSmOMZEaidLD+KpcgBCyV9+HnGnKQ+lritnDISfCTB616eGJWsrJvpuAI/jnVCWi3JK81piNPWl/FcXi0oSnDgH/ALEe8kmKHFy/87rw6x9ljSmT4xh1pcStrFFJQCIUJB9SdfKkAwXFnFrKFpebvDZVlVfW5Fx62p2xwF5xBWt0IcVtMi+utOcFhX0IhBSpQ5mPsUzSSRqBAPbrt/MjLkCrQNkd5m+zv9PkJV3j3gUYKm0qmDG65kkcwBrTziOBQzKkRmPwgEwY2I8t6OxGM7tszK13nSAeQ6VlMViHFLlZAGwBn/dN52BW0k9fW4PD48rfFcI4st95uUq7s2gpv7zoKB7KcfV33drN0AyACBIsZGgPQU6wRsBsRUeGcCZLv4h1MlJISkEhJI/MofmO16hmwH8nvJyhlG/tNUXW8QzoSlUwYIPKRPyNYvEcKUlakkkxpbbY9Kadpu1jbAPivFgPWsjwfjLuKLiyFBCYAPmTqdtKu8PxLNl0j8vj5zPycK3JOQ7Q5TEH/dXsMAkAn526/tQ+KxwbguJATMA5pKucAC0Woxh9CgFIWTImw0JgwQRtarvO3oSscJCgmerwF9iB961Yxh0gkGPv1rxK1qKs5lRiTEdNJrzDqQD4lBOsnQDlff0500MasxJUXtGTb2T4kSSFFJISEGMu/wB6edVJQh0ApXKwAkAhMpIuRoJgbmg1iDAJyKOaNjp4haRXzihex++gpWlru4ywBVT7ue6UopPi/Um46nQj2ivU4mBAESIzJUQoc7aGR9ahhZUoNhUE2Ekgc4tY6adK+ew+VRSpcx1G42mmFx+WBoPWXtKSTmKiTroLb7n60PiBEFKyFCwIMEa8iZ1PvVTbmU+IwN4ExzNtbVc6+0o/2VLULzKCmI84JEb1xZehE4KeoMrfxbhsrJv8MgneVeIgwSamnGt5B/cAWAcySDmJkWFo+5qK3WikFJuZzJMSkjWbaGRFULRe37VC1tp2hMP/AFvJLxBOmlfNQdTA/UogJteJj61BRJAEJsDcCCd/FzN4qSAoWtFyLCb8zr6HrT9RPSK0gQnDKM2Tbfr8qu526/dqpw7S+keR/aiHCfhNj6/6ipsgyKBEoWrLcnWq5P2DVq0NwMqiox4pBseWl/TkaFdXBtmjyqbEgCcuxXZp9QKkpUTOWEi5Pl6Uf2Z7A4h5wBYSi95IkelbJn+qeFQbIlX6oqzCf1GYUvMFXnSBXnlz6U+NT7T02gsx017zQcN4IvDJDQukfm6bb6zWkZwxRCgZrODtfhltqWVgKAkeYvWYw39TE5tyn9Sqrll161Un07RZx5H2Ox8+86liMIlxMFIM60t7RsLKLKCANIrLcU/qc02gBF1EbVn2O272INkE8qnM9oRjU+vSBg4dw2o0PWaFgvTClEzvR+FxRTqr1rMji+JJjImI1vagcRiHVCMygeQFqpHh2FMxJaWtRyEgVUc9oO0SgSEFMaAmZ6nWKxWL7WZJSMxVtPWr8c02gEvOQP0zKvrYVmMVxRhSoQgqHXf1mrmLhtR1PvC5y410gzYcJ7SuqASEKKlaEkBNhJmxPQRTJ3jLjDH/AOw6ANMwtPkBdSieVYVPG3cuVtAbjTQwP596Bcw7rys7qlLVpmM+w2A8qcOEBPYDylbLxY/xFzQ4vjLLklCHHDFpgD+a0PZ/tEgN9x42s4MkpGUSI20E733rNdnsGe8CYRCkkArtBkEEdbR61qOFYvDpC0uqyLiCLX3Go/caVbXEi0RKjZ8jjSY2cSSlIzBWWY31ub7ivWlwbUPgnUOplBBToCNJFjHMUZhMOQZkG1vuKuAeEonbYwrOq+txUWXIUZAuPWvXljxAm+WwiZuLDr51RhQQoAg3G8U0GKIh8AmRlJ3E30OkmhHwtSyNKNw/Dy4MyQCABfUTvB5ia+xGDWmFlAjTrty50JftcIL3qCuYeY1BkEHkdj0qv8PKySoSTfn9dOUUShzS8VBYSCFrFgRmy6x61zVdzhdVLMWkJEQSPP8AxS4E2KQR1BIOnMUe9iQDAIMDW9xrfb2miuIYpjugpCpKbGDcm2o1m8+Vc2RfeSqGKEtHNpeikp/Lk8QGqrpPmAQQfKhTjFT0j78qkziXFEct4FqnYmQbAjDDti0wOg/aaIK20JOdBUonwwDMe2XWdaiyLRN9a9PeyPFmRP8Ax6T6612WxVSUo9Z4ypa4hMWMjfz1+lVjiLEFJWEuAApzxHMZf1TofOo4zChYhSRsbDQ7RegnsOhKrhROtkx7Rb2phBPSLBAlycQkg+MXuoqA/YfSvEobI2+/SrMPgURmM+U1cjCtRp7zTKEG5wVOERyOnP8AzXreBhWqR5ifrRJ1P/p+9TOvpWVZ6TVD96hbKW48Tk/9dAKHxRR+VRN9IMVQrfzr53QelBpjvxTdKnzLaCZkR5x7CtG32sw7KMrbZWqPIVl3d/Klreh9aJkDdYBzsRU07nbPEknKUIB0ASD9aFf47iXLFw+gA+lJUaDzotrX1qCo8IsOZF5CjdUmdzPzoljD3BgRO1SxPw1ext/7UXaCTvCMOB4gQSbUyaQJgAzuaCT+f/5pnw7euEExngsElSUqKJhW5FiL7G2u9GY/hqXRlUiQbxpoedD8M1V/7ftT9n4RT1oiJYkGe4DDBCIgDy89+vWiGyQNJtp61Fn4aua09DVkAARDHefYdsXJABg/zVqmxYwLD+Odq9aqGL+EffKpHSQesGVxtxggJQHG7nLMEeRi+u/WiGsZ30KKgBr3f6DcHMTYmSfIVW58NfcM+/nSRiHMuOLnl1DixaYHyP7ivHMMoJnLadxVGG0XR7v/AA+tFlfSBARbi4Mn9FukV6cKkHNkE+YFG8E/5Eev0NVcV+I+n1o9AMAsRtFzzyU2yD3v66jlV2CdJFgm0fmH36UJjviNT4Z8aPOoIoTusMxTrs+EAH39ptNW4bEOKSDIChfxAfQ1PHaUO18Y8qMpe8jVUvClG6yCf+qYHtNTbxBSoEJmPnNqs3q0f8Z86KqFSL3uAM4WLgRzirIPKvl7Va3pR1In/9k=)