Whoopies Pies au Nutella®

Aujourd'hui je vous sert des whoopies pies au Nutella®.
La coque est à base de poudre d'amande et son intérieur 100% Nutella®, une alliance qui ne pourra que ravir vos papilles!



 La recette:


Ingrédients:
         - 150gr de farine
         - 100gr de poudre d'amande
         - 100gr de beurre
         - 50gr de sucre en poudre
         - 1/2 sachet de levure chimique
         - 1 œuf
         - 1 c à c d'arôme d'amande amère

Pour la ganache:
         - 12 c à c de Nutella®
Préchauffez le four à 180°C
Dans un saladier, mélangez l’œuf et le sucre en poudre jusqu'à ce que le mélange blanchisse.
Faites fondre le beurre au bain marie.
A part, mélangez la farine, la levure et la poudre d'amande.
Versez le beurre fondu dans la préparation œuf/sucre, mélangez.
Incorporez petit à petit le mélange avec la farine. Ajoutez la c à c d'arôme d'amande amère.
Pétrissez la préparation avec vos mains afin de faire une grosse boule de pâte.
Façonnez avec vos mains les biscuits d'environ 3 cm de diamètre et 1cm d'épaisseur.
Disposez-les sur une plaque de silicone.
Faites les cuire 10 minutes au four à 180°C.

Lorsque les biscuits sont froids, disposez un couche de Nutella® entre deux biscuits, comme un sandwich.
Répétez l'opération avec le reste des biscuits et de nutella.

Bon dimanche!

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ndK9sbcrnuAHjrPVrUKWbyRZVKkacHOWiK9g+yNgjZG3msbTt2k9ZNT4qxjFRWSMVWqyqzc5as9C6IwQAIAEACABAAgAQAIAEACAFy/ui/Eb9VBccBaYR3j0ZN0kagq92NEh7sKwpcCMdf95nzNGaMOaWnM4EHsIou2sxaMnFprwF3+5Nm/1P4x+Sh/p4Fn/wAxcfL7GlgbAcVkxvZ43v0rjGvNrSmT94ruFNQ0Fbm8qXGW3lu8vmYXKP0cO+7hUVzoiwwTjnyXUQ3ZkoaFFnsvMbuj0VmtDCz4nzM29miTbo4guK3AxvDu8w5krVea8oHJ10EnfHgYnLbhfMzeNdtH6fdmbyjdLFuO9Vxc6oawXs580KcXOHaPVLFzLRlpVoYQQuUHBxbI2cD3XgNd1OHNJ7Rk+6lLiG/aNFg9wnB0nqt65fzqKQKWLopt1cOi1R4rj/jMHvD7Q+2PrsPgnqVTaW/UyeIWTt55x4Xp8vkbqmK8EACAI9hbp5u+k43KtnxPmba37GH0robvJ7pLu5dxsUtvx+hX4z2C+pdGMN/dFPeN+qmuOArMI7x6Mm6SNSVe7GiQ92FYUuBGOv8AvM+ZozRhzS05nAg9hFF21mKxk4tNC7/cmzf6n8Y/JQ/08C0/5i4+X2NLA2A4rJj+zxvfxa4xrza0pk/eK7hTUNBW5vKlxlt5bs9Pn/0YfKN0cW+eFRXOiLDBeOfL3EJyUNCiz2XmN3R6KzWhhqnG+Zm3s0Sbd/EFxW4GNYd3mHMlarzXlA5Ougk748DE5bcL5mbxrto/T7szeUbpYtx3EuLnVDWC9nPmhYsPSR943iCXjqi2q9nLk+hZFZmHF2/miHfZ6qG44CzwnvK5MmyRNSU24+hx7z+NyeocCMpivepenRCpf3S/ht+qXuOMuMI7t6v2MKyzmN7Xt5zHBwrtGUKJPJ5lhUgpxcXo9x1k1ynKTnJ1navDtLLchz5PsF1LrQ4ZqsZ+Nw9P4k1bw/yKLGLncqK5v2Xv9h3TRQAgAQAIAEACABAAgAQAIAEACAFy/ui/Eb9VBccBaYR3j0ZN0kagq92NEh7sKwpcCMdf95nzNRSCgIAEAJ/KP0cO+7hS1zoi7wTjnyXUQ3ZkoaFFnsvMbuj0VmtDCz4nzM29miTbo4guK3AxvDu8w5krVea8oHJ10EnfHgYnLbhfMzeNdtH6fdmbyjdLFuO9Vxc6oawXs580KcXOHaPVLFzLRlpVoYQ6bZZWzMdG8Va4UI+o2HWvJJNZMkpVJU5qcdUSzDuBn2STFdlYeY/U4fRw1hV9Sm4PI11pdwuIbS18V5fseGzzujcHsJa5pqCM4XKbTzQxOEZxcZLNMol2LzNtNI5KNmA8H01t2Hq/oOUq21uepmL/AA6VD++G+PTn+RjU5WAgCPYW6ebvpONyrZ8T5m2t+xh9K6G7ye6S7uXcbFLb8foV+M9gvqXRjDf3RT3jfqprjgKzCO8ejJukjUlXuxokPdhWFLgRjr/vM+ZqKQUBAAgBQ5Ruji3zwpa50Rd4Lxz5e4hOShoUWey8xu6PRWa0MNU43zM29miTbv4guK3AxrDu8w5krVea8oHJ10EnfHgYnLbhfMzeNdtH6fdmbyjdLFuO4lxc6oawXs580LFh6SPvG8QS8dUW1Xs5cn0LIrMw4u380Q77PVQ3HAWeE95XJk2SJqSm3H0OPefxuT1DgRlMV71L06IVL+6X8Nv1S9xxlxhHdvV+wuqEswQA88nmEKtfATlb77ew5HDwND95N28v8TP4zQycaq8dz9v58hyTJRggAQAIAEACABAAgAQAIAEACAFy/ui/Eb9VBccBaYR3j0ZN0kagq92NEh7sKwpcCMdf95nzNRSCgIAEAJ/KP0cO+7hS1zoi7wTjnyXUQ3ZkoaFFnsvMbuj0VmtDCz4nzM29miTbo4guK3AxvDu8w5krVea8oHJ10EnfHgYnLbhfMzeNdtH6fdmbyjdLFuO9Vxc6oawXs580KcXOHaPVLFzLRlpVoYQEAebCFhZOwxyCrT5g6iDqK5lFSWTJaNadGanB7yZYfwI+yPocsbj7r9vUdjkjUpuDNZZ3kLmOa3PxX88DMY4gggkEGoINCCMxB2qMaaTWTKbdTDf6VHR3Sx0Dv3hqeB1+vgn6VTbW/UymIWf9PPOPC9PwbilK8j2Funm76Tjcq2fE+ZtrfsYfSuhu8nuku7l3GxS2/H6FfjPYL6l0Yw390U9436qa44CswjvHoybpI1JV7saJD3YVhS4EY6/7zPmaikFAQAIAUOUbo4t88KWudEXeC8c+XuITkoaFFnsvMbuj0VmtDDVON8zNvZok27+ILitwMaw7vMOZK1XmvKByddBJ3x4GJy24XzM3jXbR+n3Zm8o3SxbjuJcXOqGsF7OfNCxYekj7xvEEvHVFtV7OXJ9CyKzMOLt/NEO+z1UNxwFnhPeVyZNkiakptx9Dj3n8bk9Q4EZTFe9S9OiFS/ul/Db9UvccZcYR3b1fsLqhLM+kfP8Ar6IA9uBLf+jzsk1Nd73W05HfI18AuoS2ZJi91R+NSlD7c/ArgNcozFWRi3uPqABAAgAQAIAEACABAAgAQAIAXL+6L8Rv1UFxwFphHePRk3SRqCr3Y0SHuwrClwIx1/3mfM91seWxvcM4Y4jtAJC7loL0knNJ+aJqL22v9r/ts/6pH48/M1X/ABdr/r+r/Iz3JwvNaTL7V2NiYlPdaKY2NXMBsCnoTlLPMqcUtaVDY+Gss8/P5HRyj9HDvu4V5c6IkwTjnyXUQ3ZkoaFFnsvMbuj0VmtDCz4nzM29miTbo4guK3AxvDu8w5krVea8oHJ10EnfHgYnLbhfMzeNdtH6fdmbyjdLFuO9Vxc6oawXs580KcXOHaPVLFzLRlpVoYQEACAOm2WVkzCyRoc1wyg+o2HrXjSayZJTqypyU4PJolWHcFmyzOjOUZ2u2tOY9uQg9ir6kNiWRr7S5VxSU168zld3CH6PaGPr7pOK7ddkNezIfBFOWzJM8vaHxqMo+Oq5r+ZFZViY0j2Funm76Tjcq2fE+ZtrfsYfSuhu8nuku7l3GxS2/H6FfjPYL6l0Yw390U9436qa44CswjvHoybpI1JV7saJD3YVhS4EY6/7zPme62PLY3uGcMcR2gEhdy0F6aTmk/NE1F7bX+1/22f9Uj8efmar/i7X/X9X+RnuThea0mb2rsbEEdPdaKY2PXMB9kKehOUs8ypxS1pUFD4ayzz8/DI6eUbo4t88K8udESYLxz5e4hOShoUWey8xu6PRWa0MNU43zM29miTbv4guK3AxrDu8w5krVea8oHJ10EnfHgYnLbhfMzeNdtH6fdmbyjdLFuO4lxc6oawXs580LFh6SPvG8QS8dUW1Xs5cn0LIrMw4u380Q77PVQ3HAWeE95XJk2SJqSm3H0OPefxuT1DgRlMV71L06IVL+6X8Nv1S9xxlxhHdvV+xhWWAyPaxud7g0V2uNPqoks3kWFSahBzfgsxuvrgVsUML4xkiAjO0tOVpP3q+L0xXppRTXgUuF3cp1Zxn/lv9f+ugmJYvSmXKwh7azBpPvRe4ewcw+WTwKeoSzjyMpilD4VdtaS3/AJN9TFcCABAAgAQAIAEACABAAgAQAuX90X4jfqoLjgLTCO8ejJukjUFXuua2SHux8shVhS4EY6/7zPmevCTqQyE5hG/hK6lwshoLOrFLzXUjoVabcdOTfPP8P8aatvEosb0p+vsd/KP0cW+7hXtzoiPBOOfL3ENyUNCizWNwMbCMxY0/IKzWhhqiym0/Nmde00sk26Pm4LitwMaw7vMP54ErVea8oHJ10EnfHgYnLbhfMzeNdtH6fdmbyjdLFuO9Vxc6oawXs580KcXOHaPVLFzLRlpVoYQldsw5ag9zTO+rXObkIHNJGodSr3Unnlma+nZ2zipKC3pMYLhYTfJJKySRzyWhzcd5dTFJDqVOTnN8lNbzbbTZW4vbwhCMoRS35PJZcug6JoohH5SAKwbaP8vcp9Upc+Bf4JnlPy3e4luzJYvkWizE4ja58UV8lZrQwk8tp5Eiwt083fScblXT4nzNpb9jD6V0N3k90l3cu42KW34/Qr8Z7BfUujGG/uinvGKa44CswjvHoybpI1JVrrGtkh3B8shVhS4EY+/X/kz5nswk6kMhOYRv4SupcLIKCzqRXzXUjoVabcdOTbPaOyL/AJE1bePoUWN6U/8A29j0co3Rxb54V7c6IjwXjny9xDKUNCiy2JwMbCMxY0jyCs46GGqrKbT82Z17TSyTbo+bguK3AxrDl/5MOfsStV5rygcnXQSd8eBictuF8zN4120fp92ZvKMP8WLcd6hcXOqGsF7OfNCvY3UkYTmD2n/yCXWpb1FnCSXk+hZVZmGFy/rqWXtkaB8z6AqC44C0whf+R6Mm6SNQU24+hx9r+NyeocCMpivepenRCpf3S/ht+qXuOMuMI7t6v2MzAOkwd8ziC4p8S5jd32E/pfQqeErIJ4nxnM9pHYdR8DQ+CflHaWRkKFV0qimvBkfkjLSWuFHNJBGwg0I81W6G2jJSSa0ZvXJwh7G0hpPuzDEO9nYfOo+8pqEspZeZXYpQ+JQ2lrHf6eP59Clp4yoIA8WGMICzQulIrigUG0k0ArqylczlsxzJ7ag69VU14izFee0xmOS0RNEEuYtFCAdY946jWhAql1WmsnJbmW0sOt5qUKMntx8/+l+x78OYcmbOLNZmB0mLjOLsw10GUDNQ1J1hd1KktrZit4ta2dJ0nWryyjosv4zqsF5ZHw2jHY1tos7SSKHFNK6q1yEUOVeRqtxeeqO62HwjVp7LzhN+p33Rw8+1+0EgaHMxSMQEVDq7Sfs/NdUajnnmR4jZQt9lwzyeevyPLgq8sk1sMNGeyxpACAcajMbFNa01bFzCq5T2fAmuMPp0rX4u/ayXLf6DYmCmBAAgDMvJYTPZpGDnUq3rc04wHjSnio6sdqLQ3Y1lRrxm9PH13EnVebE3rv3nfZG4mKHx1qGk4paTnxXUOTqopadZw3FfeYdC4e1nk/PzO3Dt7H2lhja32bDzvexnOGytBQdS9qVnJZHFphkKEtuTzfh4JC4oSzKLcGwmOAyEUMrqjdbkb5+8ewhO28co5+ZmcXrKdZQX+PU777WEzWYloq6JwfTaACHfIk+C9rxziRYXWVOuk9Hu/BM0iasY8CXuks7BG5gkY3m+9iuaNlaGo2KeFdxWRV3WFwrT24vZb18Uzz4fvJJawG4oZGDXFBqSdRc6gr2UXNSq57iWzw+Fu9rPN+f4MRRD5Ubo2EwWZgcKOfV5GzGzA9eKGp+jHZgZHEayq3Da0W77fuLnKN0sW471UNzqi0wXs580KcXOHaPVLFzLRlpVoYQmd9cHmG0ucB7kvvjt/XHbXL95I145S5mrwuv8Sgo+Md34/HoZGD7Y6CRsjD7zTrzHUQeohRRk4vNDlalGrBwlox5ZfqHFqWSB9OaA0ivU6oyeHgm/6iOWhQPBq21kpLLz39BNw1hV9qlMjsmSjWjM1o1V1naUtObm82XlrbRt6exH1fmzhgixGeZkY/WcK9TRlcfIFeQjtSSPbmsqNKU34L9fAr6sjFEewt083fScblWz4nzNtb9jD6V0N3k90l3cu42KW34/Qr8Z7BfUujHG8lhM9mkYOdSretzTjAeNKeKZqR2otFHZVlRrxm9PH13EnVebI3bv3mfZBiYofHWoaTilpOfFdQ5Oqilp1nDcV95h0Lh7WeT8/M7sO3tfaWGNrRGw873sZzhsrQUHUvalZyWRxaYXChLbk834eCQuKEsyiXBsJjgMhFDK6o3W5G/PGPYQnbeOUc/MzOL1lOsoL/Hqei+tgM1mJaKuiIfTaACHfIk+C9rxziRYXWVOuk9Hu/BM0iasYsCXtkszBG5okY3m1dilo2Y1DUeCmhXcVkVl1hdOvLbT2X4+OfQ6MP3kktYDaBkYNcUGtTqLnZK9lF5Uque4ks8Phbvazzfn+DEUQ+VG6NgMFmYHCjn1e4bMbMD14oan6MdmJkcRrKrXbWi3L0/czuUGwl8TJR/lEg7r6ZfAhvmuLiOazGsHrKNR0349UT9JmkGnBd9ZImBj2CTFFA7HxXUGbGyGvamI3DSye8qK+EU6k9qEtnPwyzXVGXh3DslrcMajWN5rG5hXWTrP9bVHUqOeo3aWULZf2729WZbWkmgFSTQAZyTmAUY42lvZXMCWL2EEcZztbl3jld8yVYwjsxSMXdVvjVpT83+ngIl/dL+G36pS44zQ4R3b1fsZmAdJg75nEFxT4lzG7vsJ/S+hXFYmLJvfqweytGOB7swxvvDI4cJ+8ka8cpZ+ZqMJr/EobL1ju9PAXWuIIINCDUEaiMxUJZtJrJldwNbhaIWSjO5uUbHDI4eYKsoS2opmLuaLo1ZQ8unge1dEBgX50N+8zjChr8BZYT3lcn0O2DBcdpstnbKCQ2KMiji3LiAaj1r1QUoLM4nc1KFxUdN6t9TOs/8A+s/ufwsXC7Z8hmf/ANbH6vdmVDz8J7knE5RrWY5LgtuceiPPdO0fo8hcebJZnvH3HO/9b1zRey8/kSYjT+NT2VqpJfdL8o43PiLbXCTnex7vMPH0r4oor+9HWJSTtppeDS6FKTxlQQAIAEAJt6bqF7jNABjHK+PNU63N69oS1WjnviXlhiaglTraeD9mJM0TmHFe0tcNTgQfIpRrLUv4yUlnF5r5HFoqaDKTqGU+SD17lmxou7dF8pD5wWRjLiHI5/UR+qPn6pinQb3y0Ki9xSFNbNJ5y8/BfnoUFrQAABQDIANQ2BOGbbbebPqDwQ7yXRc1xks4xmnKYxnbubR1ZxqrqUqUHrE0NlikWlCs8n5+fP8AIpSMLTRwII1OFCO0FLaF1FqSzW8+wxl5xWgucdTQSfIIW/QJSUVnJ5L5jldm6JDhLaBSmVseep1F/wCXnsTVKh4yKO+xRNOnR9X+Pz9h2TRQCLyhxOdJFRpPuHMCdfUlLhb0aHBpRVOWb8UKsVmfUe47OP1Tt7Evky3lUhk96+5ZFZmHPBhrBTLVGY35Dna4Z2u1EbexcTgprJjFrcyt6m3H1XmiaYVwJNZicdhLdT2irT46uwpGdOUdTVW95Srr+17/ACev85GdVcDWR6LFYZJzSJjnn90ZB2uzDxXsYuWhHVrU6Szm0iiXWu8LI0ufQzPFCRmaPst+p/JO0qWxvepmL++dw9mPCv1+ZvqYriR4Vs7/AG83uO6aT9U/bPUq6Se0zaW84/ChvXCvH5G3cCFzbS4lrgPYuztI/WZtUtuntehX4xKLoLJ/5LoygpwzYm3puoXuM0AGMcr481Trc3VXaP6K1WjnviXlhiaglTraeD9mJM0TmHFe0tcNTgQfIpRrLUvoyU1nF5r5HFoqaDKTqGU+SDp7lmxou7dJ8pD5wWRjLiHI5/UR+qPn6pinQb3y0Ki9xSFNbNJ5y8/BfnoUFrQAABQDIANQ2BOGbbbebPqDwQ7yXRc1xks4xmnKYxnbtxBrHVnGqupSpQesTQ2OKRaUKzyfn58/yKMjS00cCCM4cKEdoKWLpNNZo+xRl5xWgucdTQSfIIW/QJSUVnJ5Ic7sXSIcJbQKUytjz5dRf+XnsTVKh4yKO+xRNOnRfN/j8/Ydk0UBxkYHAtIBBFCDmIOcFGp6m4vNE8vBdKSEl8IL4jloMr2dRGdw6xl27SlUoOO9aGms8UhVWzUeUv0f4Fk5DQ5CNRUBarfvOyzQOkOKxpc7Y0En5L1JvQ5nOMFnN5L5j3dW63sSJpqe0HNZnDOsnW75Dr1N0qOW+RnsQxL4q+HS08X5/sNiYKYnV+oXG1VDXEezblDSdqSrp7Zp8JnFW+9rVmZgKzvFphJY6ntWZ2n7Q6lHBPaQ1dzi6E960fj8isKxMcYN88H+2sziBV8ZxxTOQOcPInyChrR2oljhlf4VdJ6Pd+P1Jv8Aoz/sO/hP5JLJmo+JDzX3HLk+tTml8Lg4A++2rSMuQOFT9006imbdvfFlHjFOMlGrFryft/OQ6JoohUwxhAW+xzexa+sbm1DgKnFIcaAE1yVS85fEg9kuLag7S5h8Vren+piWvDBtMVms8AkErcVpoaVxW4uQtOUa+qiidTaiox1H6doqFSpWq5bLzf65+P2NLCtq/Q8Ie3ka4xyR0BaOoA59YLc2wructiptMVt6X9TZfCg1mn/Op4sG1kjwhaA0iORj8UnXUudTwFK9q5jvU5DFfKE7ejnvTWf6I8GEYSLFZZR/rRkjXjPeQPLH81xJf2RfMYoyzuqtN/8A5f2S/Y2rHB7LCMEf2LM1viI3V+alisqqXyEKs/iWNSfnJ9UOyaKEEACABAAgDhLE12RzQR1gH1XjWZ1GTjo8jjFZ2M5rWt3WgeiEktAlOUuJtnavTkEACABAHCSJrucAe0A+q8yzOlJx0YRxhvNAHYKL3I8cm9Wc0HgIAEACABAAgAQB0uskZNSxpO0tH5LzZR2qs1uzf3O1rQMgyDqXpw3mfUACABAAgAQAIA4SxNdkc0EdYB9V41mdRk46PI4xWdjOa1rd1oHohJLQJTlLibZ2r05BAAgAQB1ywtdzmg7wB9V40mdRnKOjyPscTW81oHYAPRCWQSk5as5r05BAAgAQB1y2druc1p3mg+q8aTOozlHRtHJkYaKAADYBRenjk3vZyQeAgAQAIAEACABAAgAQBxYwDMAOwUQett6nFkDWkkNAJzkAAntK8yR65yaybPskYcKOAI2EAjyK9azPIycXmmfQwUpQU2UyeSAzeeZ89k2lKCg1UFPJeZHu0888z7iCtaCu2mXzXp5m8sjkg8BAAgAQAIAEACABAAgAQAIAEACABAAgAQAIAEACABAAgAQAIAEACABAAgAQAIAEACABAAgAQAIAEACABAAgAQAIAEACABAAgAQAIAEACABAAgAQAIAEACABAAgAQAIA/9k=
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