Preheat oven to 200°C. Line a flat baking tray with baking paper Heat a non-stick frying pan over medium-high heat. Add bacon and cook, stirring, for 4 minutes or until golden. Transfer to a plate lined with paper towels. Cool completely. Sift flour into a large bowl. Using your fingertips, rub butter into flour until mixture resembles breadcrumbs. Add bacon and cheese. Mix well. Make a well in centre of mixture. Add 1 cup milk. Mix with a flat-bladed knife until mixture forms a soft dough, adding more milk if required. Turn dough onto a lightly floured board. Knead dough gently until smooth (take care not to knead too much). Pat dough until 2.5cm thick. Using a 5cm cutter, press gently and cut 16 rounds from dough. Place 1cm apart on baking tray. Sprinkle tops of scones with flour. Bake for 20 to 25 minutes or until golden and well risen. Serve scones hot with butter. 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 Preheat oven to 220ºC. Cover an oven tray with a sheet of baking paper or spray well with non stick baking spray. Mix all ingredients in a bowl to a smooth dough. Tip out onto a well floured bench and cut into squares or press out with a round cookie cutter. Place the scones, just touching each other, on the prepared baking tray. Bake for about 15 - 20 minutes until starting to colour pale golden. Check they are cooked through and cool on a wire rack, covered with a clean teatowel (this keeps the scones lovely and soft). Cut in half and spread with jam or honey when cool enough to eat. 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 Preheat oven to 220C. Lightly grease a large baking sheet; set aside. Sift flour, baking powder, baking soda, and salt into a large bowl. Stir in sugar. With your fingers, rub in butter pieces until mixture is crumbly. Mix in raisins. Stir in egg, yogurt and lemon peel and blend well to make a dough that barely holds together (you may need to press dough together with your hands). Turn out onto a floured surface. Roll out with a floured rolling pin or pat dough with your hands to make a round about 1cm thick. Cut in rounds with a fluted or plain biscuit cutter. Place 3 to 4cm apart on baking sheet; brush tops lightly with milk. Bake 10 to 12 minutes or until scones are well risen and golden. Transfer to a wire rack to cool for 5 minutes. Split and serve warm with butter. Preheat oven to very hot, 220°C. Lightly grease a scone tray. Sift flour and spice together into a large bowl. Add butter. Rub in lightly using fingertips. Make a well in centre of dry ingredients. Add pumpkin, sugar and egg. Using a bread and butter knife, mix quickly to a soft, sticky dough. Do not over-mix. Turn onto a lightly floured surface. Knead lightly. Press or roll out to form a round about 2cm thick. Cut into 16 rounds. Place close together on tray. Bake for 12-15 minutes or until scones sound hollow when tapped. Cool on a wire rack. Serve with butter and honey. 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8R7S8U/mYwgclqWsXcKRC7OxpcuJe+f7hHp2ojRjL3ou5toRz3k92fNiYJISAwHG0e3FL2cATsbOkeMEKJb30Dt5fyvKsZBx2Oe9Z1sNouVL9Rcp0tzfpd6dAtyMRYGc9zzyP8ayld01ziSs3ynG6xrE+k6UGt5ftAf5c5OUAJ/PjiuijRhOVrlvV+8eb+G7qDVNc1G4nO2ESfPEOAxz1xXsY2E6NGEY79yI6s7rTLcaldLdi3cxvKdkS5yw9cdh+NeTf2dobyNtkel6PpISBWS3jicKAzKScc9Dng1caf8AcWnU5ZT8zReOe0EbBC8AUs5ABWM57jr0qaqqQXNbm9FdL+v+GBSgzWs7q2khDRSF1+8MAE59BXdhcRQqQupvvbrcwnBp7FG7ige5UMCu7PTOGHfPv7VhLD0XWUrf8H1/RGkW7Hkvj/wDrsusCfTYY9QsZiAy5Cuv+8pP6g16NOhGlF6vy7msKyfuyORbTrq1tRJBK1rcwyCP7OynI7HPoe2K5JVIc7hVVzpT/l2NzRbLU4YVMV3LHG+fNAAPOfXsMVx1alKbfuinIzteE9s2+0kWZc4kUZwT7/zrppQgmlLsYuV0b96s41Zr2K4MjAg+USSobHT2z0rlhJcq0+Y29OUNQvonuYk1W1jMUJMgyRheBzn1+tXCEozvH7iOhWe8stQRktJ08lyWU5HzDHAH403GVOT5kCMq31gQ+Y9yCyJhWAycj19+lVKg56R6ll618QXF/amCJw8ablRkJGV/xrKrQUGufoUrHFeIpzY7YIbi5nL4AEhGI15/OvWwsY1feaSIk+UT4YeH7rVmvLtGjO6QpHGzAb8dSeenP4mts0xEIOFLr/mKkrXnLY9j0eV4roRQQCGDAQM33mbvgdxg9eleLJqD93dg9fiPRdCfz42gKkq69W6g9v5V04WbqNwitH3Oarp7xajkmj2wSqXJGCw4AOOeM80vaVKdoS3/ACfXzZLSfvFe7toYkO39wo5BUHGD2PHWvLxNBqbj8Md07X07evz9DWEr+ZSSDUItQGCJLZgAQp4U+pB/mK9DC0qlP3dHrr28nqNyg15m5bKrw/vuXB3HA/z617UJrk971OeW/unG/EDwOutRjUdKMceoqQXDMQkyjp/wL3NTWw8asOeG5rQr8kuWWx5vr8mqaZJDahUglKbWORk8cH3FeLGjGD5pqzOq6Zy8EsAeRru4c3RPzAOMAduK6Jc7tyr3Q6HV2uoWzH7Ssbi6ICMByGHPQetciTglGJDRk3d0bgva3FpujkyNsvA246muim7LmjIGjnTdR2Uy+XCYDC33MAY/+tiuhQnLre4zVsL/AE/UViIIXzBtKIQN3JwawqUasJWsK50egeHWkykf7qzdiokOMg45O3uM1DhKbUp6EupylDxJ4A1IagkGnm3uEkTJuZDsVRnoRzz9K9GEVTfvPQj2yaL2h6enh62ggSJHkjBDSZxk9yPYkk14eJxDxEnI6Uvd5S5omtiXVWvZnCwxqB0yeehrSFJU2nImonblid/ouuLPdSvbRH7NJjapI3EjHPXj1rP60qdafItH09PyMZUtFzbmspS/nZ2nkiuUc7GcAMFz0HqO2a2UnWqPmbUujfb9SX7kdtDMn8RCKaGG5hmVZ3KB4wSqsO3XI9awp4mU78y69Lr7vmaew6p7F7RtbGpbkicTpGdpOOQfy59c10YfMK3OqM1df1/XcipQ5Pe2NyJ07PsVuAff617kFTmvddkYNMcWZJNjAupG7IHBGa2jTcXy7+Yjk/G/hdNX0Sb7OSL+2UvAx+9/un6/zrmjhIOm4yvzR7/l8zVVXc+bdS0v7bay4UtLvG4uNpJ+uf0qaFflmkbVFob8qkxecjEbWBJQ4Oc9R6V50dJFs0L6aCaEXHnlGwFUnqR3BNKK15SUc1q1s82CWLKeABzk+n1rroz5R2uWPDegvp2pxapdaTdSxouEjWMAE9ic1tPGwa9nKRPI2eq6edQ1EqUszZwkD5psA/zrnlHn8jB2XmdBDpxUASXMkzL/AHVyKzjh0vhbf4icjlNdtlgmnUx7S3CZ6++B6V5lWPs58trHXCV0ZVk0MkE1oYfMIAZFOPmA5PP61pe75irNe8dfpUq6Xos18o2swCCI8nOcAD8OafLaDns9jNrnmoF2a5KGzD/u5p0BHGNhOM856e1Z2sl05rf8OHfyOd143a6rLLasmLeAl98hxGSeSvPXHrTi+T3Zb36GkLNe8ZngLWJdN1yWPdsZj8u7LGUEjn6/StKrnC1WluXOCmuWR7RbMrhwCqhV3sCDgDJ5z+Fehh6m+um/4/1c85hc3It4wNy8sCOeD2P6Gni8e8NH3X1jb9fwZUafOMvrFyds02UChgW7tzwfUY7UnSqe0UKs76Xv532813Q41F0R4X8TbaLTdVjnghW3jvWJkRf4JAMnbz0PNEI+0V7crSWi2+Ru797lTSfC2qQ64lrqV5ALAIZdyDLSgEZUeh5rtxuEp0Ic0jGNfn+Hc6vT/CEGpJPZ21s7CEgGf5gM9/mJweOwFcFGnWrp8qWnU0lVjTtI6iw8F2umWEaywIxDBzI2Rzjg4+laVcNOFPmmvxt+Bi67m/dLKWMCSRs8AKDAG4Z715kKq51zJW9Cm3bc2EtkVARCi8cDrgV9DCGmxytlO9Muwr09xkVFW790aOVv4chklZ2U9Ae30NeXOgno22jojL+U5i5ktdJbfNujjY7XlJ5UY5/CsvYyUuWJ0KTZ0Gh67pV1tNoUu4fOKzGOPIHQ7uvTHpTr0VTmufZ+TI99mjfGDVbyKeylKJB+7HmAgGuaaVRqMNkNXgve6mZq1xv0i4tYSBM8hU7o87zg8Fs9MDqelbqMdY31uJb8xy/h3U3sPE9hiFBcY8uNvTj+eB1rSnTnL3oPqbSs4M9j07WY5IgbqKSFopDuXORgjv6jHNZfWfYS5Zpq0vl/wzXQ5XS5vh1uXr62geG0nt/mh7HOQAemKWYU6XJSqwXu7eS5v6/QKU3dxluS36M2mhGX7T0CkDIPHGfyxXoTwtaFBQl79tL/ANa+XoZ05LnvseNfFve1hay3ULQvBOVUOwB2kEcZ6jipjWnOpySVmo/5HdKEeS8WddqtvA3mOsaeagDFgBlQPftXu5lVhCk9rs8qgm5mxpsvnorQ3UfygEKv3U4HB56+9eTRo89pxnt93zNZafEjoYpP3OJ7iN0PYkEYrvs0uWc0195j/hRnZt5A6rKCA20nIIPr34ryVChO8b7P5M3u0XrSOHy+ZMgdicnH1r0aEqah7z/Uylcgu3tIpljklQF+meBSnicPBqMppXBRm+g+TSbF4xNOUMWOSSAPzrSVGi1zya5RKT+E8x8ceHo9bvJoYHVLVWDIucfL+XPNeVUqQjUc4M7abkl7xymneGb7wv4oW4sjPHp0mwuUPySjBJQnHpmieO5qXva/5G1lNeZ32n6jp2pWErae0iiMbXDrgYz1xjn0rlXJT93qZSjNfEc1f3Uun2s8rxvLIiloRwMqP4SM+g/WiFPnknLcspYge2ttZS3c3G7dHHIcFWPQ8cnGafNKlUt0LXvLlNjTI5BfxmYyZYfMGJwMj1z19q4MXLnXMaxdl7pr6n4nkTxM2j2AkWO0jDT+nQEAc9MEH61WLw3LS5ldJ2tr03T9R0aUXT55HUyXVxOlq0DH5FPB/j46/Ws44yu/Z6/Cn8/P9DmUYK/Mcn46givY7e0vDHPKkheRDhh93Ck/ma+kynD1k51a27OWvVi1aIy7uJUuTnmOQEsGHB+lLMXN1nzfDYqglyeZXsb6CKKVLqL7z5APIPHcdvWvFnidHHkudLpO/usk1SfS/spaLKK+Q3lnBUY+nNYqVOcl7tv0HFTQ7wdqGmtA1uS6EyHDSsSSOxz2HtW0kub3rJMKyn8R1ulrJMJjHcubc/KGHJ68GuqjJqDnJvl+HT8zmnbtqQa3pc7rtEXnsEISWWQgg8ckf1rPFKpbltdd3v6l0pL0J/tL6ci21wpmtVwvmMwJ3Y5OMetDxc6H7q3NHz7i5FP3o6MzNR1BpiHtXjghjOxVZfmc+o46e1cuIxMqmsGko/j5m0KSXxaso61PJe6UyRT5k8sqSOO3OPyrgp1W6i5m36miil0PLNKvLzQpJrlL1LVQAkzS4ZCuemD19M19HdVHyxjcKiVveOmurq3uNQlWKUvBtCtGcnyiwBU5+hzmsGnD06GK/E7Ky0zS50gMkQjkiTcNpxkAcnGefXNTSh7Ze97rJc2vhK1xZ282qGXccxklVyQSSOCfeuDFT1cL6HRSbSKut2NudYF8sEn2t41WV0wARjGT6nAFZSxNScFCT0N6UrQ5ehfv9aks7CDy8b3yqN124HUCu7J6CqNzrfCtjir6fCc6ku9mZn3OSSS3Un1r7SlVg5LlZwyi0mb2r6nJcXf2eUxlI4iq4UAqPXP6VwZnWV/e6IvDw05ji7nbLFIjOPMLluOuB/8AWr5db8yPTVxLnxFaWWnRwzxuTHjDLGDuOeQTmuiOG9rsQ4tMitNbtpf+PaPy9/zAsAScf1qZYecNGWtTtfC2p3S2xdHhMeC21jjac9SO/Spi5wXu7L7jGrGBYvfE15Day/aIRMm/bsQFSpzwQfxzimpK3LLYlUlf3SzeajElqC1xGN0m5yeoOOD7ClW5FDl3u7/MIptmVK7XkMTuwxtOACCA3HOPpXmylK1nsdEdGWLu0W3064e3OQQSQxPBwc5rnhLmkubyHzXZ4L8QXvZtRFjOB9mgPmR/LgksBnnuMjFfb5WqcKfPHd7/ACOWrdswNNmvtPvoru3lkEiEZG44ZR/CfUY4r0KjhUg4yM0j2W3vpdb0iHUNKaS0Zv3bhTucEY+Un/PFfKVE8PWcZ69jrp2aOr8Oq8cI3EmX72G6j3PpXj4mb5tDRr7iTUNRR7oWcQZ2C+a0uPlz/CpNb4TCudpNpEN294huYbm/ujLc4PJwq5Cj1IGP6V9DCNr929TlbLlvpwVSrRIS3QkZxXr4KCbRy1XoRa9YyuB5bbAAVJxjgnkE+laYrC+2hyk06tmcFftZpLOIb9JZl+V2BzsI6gg18xKlVhJKaPXpTTRz2sNG7LGskNxG2G3J+oI7V2UoOGoPUSF4lKpxBBFgohyOTnPbpUyUt92y1A6jS725tLPZZThUXOCMYOQMqM5xXJP49SZU0dDpusx6nfs1zFmRI9yDICMRwWPYHn1rKrRfxf8AAMWrLlDVrK6vLRp9IEyImQTJyMYOSF/i7daKKja0tRp2fvE2jveQ2ZeZUMKDkkbdwHBOO3Irz8RTjKXumulxkviG3vEa3sUnudv3zHGcE59TgVrRyurKztZ+o3Hk96RyWoeHbrUb+S71AbpHxheyL2UV9RQoezpqEehxymrhF4TthgPEfeuhUzPnNvQvDsunXQuNLlMf96JySjH1+tc+JwKrx5SlWsdDFo9zdNIbqR8P1jX5VP5detcf9lJO8VqX9YNe00hIQAqgAAAYAHGOK3jhLGUq1zTjscY4rojh2ZuZbFsEVRjmvUwtHksznqSuVtW/1VdDJPmH4pf8h2SuCnud0C7oX/Hnb/8AXMV4uK+J+p3I7C5/1C15UdzoKlv/AMeX/bZa6kM5SH/ke9B/66v/ACr16X+6TOGp/EPorSf+Pa3/AOuf9K+XqDOX17/jx/7bL/WufB/xjtNaL/V19qeSQXf3q3MyvVkGlp1UQdDZVoQW1oAmpkkNx/rPx/xrsA//2Q== Preheat oven to very hot, 220°C. Lightly grease a scone tray. Sift flour into a large bowl. Add butter. Rub in lightly using fingertips. Stir in dates, walnuts and sugar. Make a well in the centre of flour. Pour in combined milk and egg all at once, reserving about 1 tablespoon. Using a butter knife, mix quickly to a soft, sticky dough. Do not over-mix. Turn onto a lightly floured surface. Knead lightly. Press or roll out to form a round about 2cm thick. Cut into 12 triangles. Place scones on prepared tray, slightly apart. Brush with reserved liquid. Bake for 12-15 minutes until scones sound hollow when tapped. Cool on a wire rack. 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 Bring a large pan of salted water to the boil. Add the potatoes and boil for 15-20 minutes, or until tender. Drain well and mash. Add the flour, olive oil, salt and pepper to the mashed potatoes and bind everything together thoroughly. The amount of flour you need will vary depending on the moistness of the potatoes, but make sure there is no stickiness to the mixture once everything is combined. Roll out half the dough on a lightly floured surface to a circle about 5 mm thick and prick all over with a fork. Heat a little olive oil in a heavy-based frying pan over a medium heat. Carefully place the whole potato scone round in the pan, then cut it into quarters using a blunt knife. Cook the scones until they are golden brown underneath, then flip them over and cook the other sides. Put the scones on a warmed plate and serve piping hot with lashings of butter. Repeat with the other half of the dough to make a total of eight potato scones. Preheat oven to 200°C. Line a baking sheet with baking paper. With an electric mixer, beat butter until creamy. Add sugar and ¼ tsp. of salt until light and fluffy. Beat in egg, then sweet potato until well combined. In a medium bowl, whisk together flour, baking powder, 1 tsp. salt, cinnamon and nutmeg. Add to sweet potato mixture. Dough should be soft, but not sticky. Add more flour if necessary to reach this consistency. Turn out onto floured surface and knead 2-3 times. Shape into a 2.5cm oval. Divide into six triangular scones. Place scones on prepared baking sheet. Bake 12-15 minutes until lightly browned. Heat the oven to 220°C. Lightly grease a baking sheet. Mix together the flour and salt and rub in the butter. Stir in the sultanas, sugar and then the milk to get a soft dough. Turn on to a floured work surface and knead very lightly. Pat out to a round 2cm thick. Use a 5cm cutter to stamp out rounds and place on a baking sheet. Lightly knead together the rest of the dough and stamp out more scones to use it all up. Brush the tops of the scones with a little milk. Bake for 12-15 minutes until well risen and golden. Cool on a wire rack and serve with butter and good jam and maybe some whipped cream. Preheat the oven to 190°C and place rack in center of oven. Line a baking tray with baking paper. In a small bowl whisk together the whipping cream, egg, and vanilla extract. Set aside. In a large bowl, whisk together the flour, cocoa powder, sugar, baking powder and salt. Using a pastry blender or two knives, cut the butter into the flour mixture until it resembles coarse crumbs. Stir in the chocolate chunks. Add the cream mixture and stir just until the dough comes together (add more cream and/or flour as necessary). Transfer the dough to a lightly floured surface and knead a few times. Shape the dough into a 20 cm circle. With a 7½ cm heart shaped cookie cutter, cut into scones. Gather any scraps together, knead, and then cut out more scones. Brush excess flour from the bottom of the scones, and place them on the baking sheet. Make an egg wash of one well-beaten egg mixed with 1 tablespoon milk and brush the tops of the scones with this mixture. Bake for about 15 minutes or until they are firm around the edges but a bit soft in the center. A toothpick inserted into the center of a scone will come out clean. Cool on a wire rack. Chocolate chunks - Cut up a bar of your favourite dark and white chocolate to make your own chips. Preheat oven to 190°C. Mix self-rising flour and next six ingredients in a bowl. Add diced butter and cut in with a pastry blender until mixture resembles fine breadcrumbs. Mash bananas and add double cream. Mix well. Combine this mixture with the flour mixture thoroughly to make a soft dough, but do not over mix. If the dough is sticky, add a little more self-rising flour. If it is dry, add a little more cream. Knead briefly on lightly floured surface, making the dough 1cm thick. Cut into rounds using a 9cm cutter. Brush tops with melted butter and sprinkle generously with the 1 teaspoon cinnamon and 1 cup sugar combined. Place scones at least 5cm apart on non-stick baking sheet. Bake in centre of oven for about 13-15 minutes or until bottoms are nicely browned. Serve warm with butter or jam. In a food processor, process the flour, the baking powder, the sugar, and the butter until the mixture just resembles coarse meal. In a small bowl whisk together the eggs and the milk, add the mixture to the processor, and blend the dough, pulsing the motor, until it is just combined. Turn the dough out onto a floured surface and knead in the pecans. Roll or pat the dough 1cm thick, with a 5cm cutter cut out rounds, and transfer them to a greased baking sheet. Bake the rounds in the middle of a preheated 220°C oven for 14 minutes, or until they are pale golden. Preheat oven to 200°C. In medium skillet, cook the bacon, onion and rosemary until bacon is crisp (5-7 minutes). Remove with slotted spoon to drain on paper towel. In large bowl sift together flour, baking powder, sugar and salt. Cut in the butter with fork or pastry cutter. Add in cheeses and pepper. Work until lumps start to come together. Add the bacon, onion, rosemary mixture. Add the 1 cup plus 2 Tbs double cream. Work together to form sticky dough. Turn out onto floured surface, knead and pat until it comes together. Divide in half and form into 2 large circles, about 18cm in diameter and 2cm thick. Cut each into 8 wedges. Transfer to large baking sheet lined with baking paper. Make sure there is a little space between scones. Brush tops of scones lightly with cream or milk. Bake 20-25 minutes. Serve warm. 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 Mash the potatoes while they are still warm and add the butter and salt. Add in enough flour to make it a pliable dough but without making it too dry. Turn out onto a floured surface and roll until about 5mm thick. Cut into 15cm circles and then into quarters. Prick all over with a fork and cook in a heavy pan which has been lightly greased. Cook each side for about 3 minutes or until golden brown. 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Preheat oven to 220°C. Cut butter into small pieces (1cm x 1cm or so) and put into freezer (preferably) or refrigerator. Put dry ingredients into food processor and pulse a few times to mix (or mix well by hand in a bowl). Add cold butter pieces and process until coarsely blended--there will be bits of varying sizes (by hand, cut butter into dry ingredients with a pastry blender or two table knives). Add any optional fruit or zest at this point and pulse in. Mix egg and cream together and pour over dry ingredients. Pulse once or twice for a few seconds, until just moistened--don't over mix (whether by hand or machine) or scones will be tough. Gather into a ball (may be a bit sticky) and put on a lightly floured work surface. Knead a few times, then pat out to about 2cm thickness and cut into desired shapes. Use a sharp cutter for best rising results. If using a cutter that leaves scraps, bake them, too--but don't rework. Transfer to ungreased baking sheet, leaving 1cm between pieces. If you wish to glaze them, brush lightly with milk and sprinkle with sugar or a cinnamon and sugar mixture. Bake in preheated oven for 12 - 15 minutes, until light golden brown. 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 Preheat the oven to 220°C. Use an ungreased baking sheet. Combine the flour, sugar, baking powder, baking soda and salt in a mixing bowl. Stir well with a fork to mix and aerate. Add the butter and cut into the flour mixture, using a pastry blender or two knives, or work in, using your fingertips, until the mixture looks like fresh breadcrumbs. Add the buttermilk, currants and orange rind. Mix only until the dry ingredients are moistened. Gather the dough into a ball and press so it holds together. Turn the dough out onto a lightly floured surface. Knead lightly 12 times. Pat the dough into a circle 1cm thick. In a small bowl combine the glaze cream, cinnamon and sugar; stir to blend. Brush the dough with the glaze. Cut the dough into 18 pie-shaped pieces. Place the scones 2.5cm apart on the baking sheet. Bake for about 12 minutes or until the tops are browned. Serve hot Preheat oven to 200°C. Grease and flour a baking sheet. Sift flour and salt into a bowl. Rub in the margarine with the fingertips to make a fine crumbs, then add cheese, chives and three-quarters of the milk to make a soft dough. Add remaining milk only if needed. Turn onto a lightly floured surface. Press out the dough with the fingertips until 2cm thick. Cut into rounds with a floured biscuit cutter and place on the baking sheet. Brush the tops with milk and bake for about 10 minutes, until well coloured and cooked through. 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 Preheat oven to 200°C. Line a large baking sheet with baking paper or coat with cooking spray. Combine whole-wheat flour, all-purpose flour, oats, ¼ cup sugar, baking powder, baking soda, salt and cinnamon in a large bowl; whisk to blend. Using a pastry blender or your fingertips, cut or rub cream cheese and butter into the dry ingredients. Add oil and toss with a fork to coat. Add pear and ¼ cup nuts; toss to coat. Mix buttermilk and vanilla extract in a measuring cup and add just enough to the dry ingredients, stirring with a fork, until the dough clumps together. (It will be sticky). Turn the dough out onto a lightly floured surface and knead several times; do not overwork it. Divide the dough in half and pat each piece into a 20cm circle. Cut each circle into 6 wedges and transfer to the prepared baking sheet. Brush the tops with the egg glaze and sprinkle with the remaining ¼ cup nuts, pressing lightly. Sprinkle with the remaining 1½ teaspoons sugar. Bake the scones until golden and firm to the touch, 20 to 30 minutes. Transfer to a wire rack to cool slightly before serving. The scones are best served the day they are made. Wrap any leftovers individually, place in a plastic bag or container and freeze for up to 1 month. For a quick weekday breakfast, wrap a frozen scone in a paper towel and microwave on defrost for 1 to 2 minutes. 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 In a large bowl, combine flour,wheat germ, baking powder, cinnamon, baking soda, salt and nutmeg. Cut in the butter until the mixture resembles coarse crumbs. combine the apple, milk and honey; add to dry ingredients just until moistened. Turn onto a floured surface, knead gently 5-6 times. Gently pat dough into a 20cm circle, 1cm thick. Combine topping ingredients; sprinkle over dough. Cut into eight wedges and place on a greased baking sheet. Bake at 200°C for 15-18 minutes. Heat oven to 200°C. In medium bowl, combine flour, baking powder, baking soda and salt. Using pastry blender or fork, cut in butter until mixture is crumbly. Stir in cheese and nuts. Add apple sauce; stir just until moistened. On floured surface, knead dough gently 5 or 6 times. Place on ungreased baking sheet; press into 25cm circle, about 1cm thick. Cut into wedges; separate slightly. Bake at 200°C for 12 to 16 minutes or until lightly browned. Serve warm. Preheat oven to 200°C. Coarsely chop the apples; set aside. Combine the wheat germ, flour, sugar, and baking powder. Cut in the margarine until the mixture resembles coarse crumbs. Stir in the raisins and apples. Combine the milk and egg whites; add to the dry ingredients, mixing just until moistened. Turn the dough out onto an ungreased baking sheet; pat into a 20cm circle. Cut into eight wedges; do not separate. Bake for 12 to 15 minutes, or until light golden brown. Break apart; serve warm with margarine, fruit spread or honey, if desired. In a food processor or large bowl, whirl or mix together flour, sugar, baking powder, soda, and salt. Add butter; whirl or rub with fingers until coarse crumbs form. If using a food processor, add apricots, ginger, and peel; pulse until just blended. Otherwise, stir them into flour mixture. Add buttermilk and whirl or stir just until evenly moistened. Scrape dough onto a floured board and knead about 6 turns or until dough holds together. On a lightly greased baking sheet, pat dough into a circle 25cm round. With a floured knife, cut score lines through dough, forming 8 wedges. Bake in a 200°C oven until golden brown, about 25 minutes. Break along scores to serve. In a medium bowl, mix the mashed potatoes, butter, spring onions, salt, and pepper with a potato masher or a wooden spoon. Stir in the eggs. In a small bowl, combine the flour and baking powder, mix well, then stir into the potato mixture to form a sticky dough. Chill at least 1 hour. Divide the dough into 2 equal portions, and refrigerate the second portion until ready to use. On a well-floured surface, turn out the first dough portion. With floured hands or a well-floured rolling pin, pat or roll the dough into a circle 1cm thick. With a long knife coated with flour, cut the circle into 4 equal wedges. In a large nonstick frying pan, heat 1/2 teaspoon each of the butter and oil over medium-low heat. When hot, transfer the wedges to the pan with a sharp-edged pie server or spatula. Cook slowly 7-10 minutes, turning once, or until deep golden brown on each side. Repeat with the second portion of dough. Serve scones hot. Preheat the oven to 220°C. Grease a large baking sheet. Stir the dry ingredients together in a large bowl. With a pastry knife, cut in the cold butter until the mixture looks like coarse crumbs. Mash the bananas and stir in the buttermilk. Add the banana mixture to the dry ingredients and stir with a spatula until partially combined and then turn out onto the counter. Knead until the dough just holds together. (Over mixing will make the scones tough.) Pat the dough into a 2cm thick circle. Cut the circle into wedges and place on the prepared cooking sheet leaving 2cm between the scones to allow for expansion. Bake for 13 minutes or until the scones begin to brown. For the Honey Butter: In a medium mixing bowl, combine butter, honey and cream cheese. Whip with an electric mixer until light and fluffy. Store in the refrigerator 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CBmq2pyR3VlF9oYm5UDI+nWuDEOSbvsehRUWlZCalJJPfiOGQKQ2Xx/Ev9a5vxl8NUSOTVtCXYyLvltugYeq/wCFdNpsTTyI0jDYBlM9/WotWm1PU5YH02dnhQEOAcLxUUajg20btO6t0PIF26lZlW/1yViSqysUbhhXq3irwmqIms6XtM2P9Kgjx+LD+tee6vbggXCD68V6dOoqkbo3Tujn5UB59ar8q2VOCO9XXAOfQ1TcYNUQ9C//AG9ff89m/Oisziigr2kj0W7cJET68Vg3ByT7Cte/bAVfxrFlOQ31oZtFaXM+UZJrP1RfLhjX15rUP3qp6xFwnoEAqWYyjcwYUSS5jR32KzgFvSvYrcMtohxlQcZ79OK8bcdq9M0XUHOkQMPm+QEk/SuTFLRM4rWkdJHdW6D905BU5Of73b8KpajqA3F5wkgbO4gjODWHeXke0smMvwMNjFZ7NGxJcuV/2jx9a4km9y+ZLYu3eoTzvsSTYpHHOSB6VVkY+YGdlDjgID+tU5b+C0iZhKWbplu1c/carcTzKlvk9gepJropUnLYylPU6GDKSOZoncliIxuzkfSug0nS55ple5h2Kq58vOD+VUPCuh3UDi/1By1xtxGj87B6/Wu50q3lluQZVbOC3I4IrKtUSbjE0pwbXNIYlgLNVkaQAnlUxjipkwjBosAAZJQcY71Y1R5ZLdUGFdeVBH3aqpM6Q/ZCAxUbty9W9qxVkindshtU+26pvXmNBnFdbDGrQDcMDg4rlNOjNteSyRKTbs3JH8NdPJdLNbDYwDe1dlFRcDlrxk5m5Z2sVyCp9q1Zbd4IFERIGMeuBXPaXdFQpxwO9dRbTC7i2oVLc4ya6qa6HNJOLKAVYiTuOMdqgdRK5IPboDTZblZZcE7T0IzUts0KNtJGOtaNaWCzT1EAkXgcgHjNQX9qkunyyJDulUEsVGeMVrO0ToBFwSOK5LUdS1C0vltiCttM+1z2/OpquMabvqa0FJzVtCC382HT4/mPmOxCxjqoxW4QILGKaIqifeYLwOlZ13DHZXEb+YNpX5VPQ59ah0eS6uNSaBjttmG7I6mvJ29T1Hqri6dcRvq0xtondJOcSDoR1rk/HWgpZXRkhQCC4BO0fwt3ru7Gx/s/VZsT/aXJOWxjYPepfEGmRatos9uhLPGGkDdyRyK6cPPlkR7Rc2mx82zLtZ1PY1Ul5OexrT1SPyr1hWZJ938a9Jm7RX49aKkopE2O51Bv3g9qxpeQfrWtdbXlyxIXdyR2FZlyqCaRY2JTPykjGRTZ0JWVikThqi1Abo09CgqVutQXeXtQfQ4qWZ3OflX5jitXStaays3tndhz8noPas5hyc0zy9zAAcnpWcoqcbM5Jwu7o0LjV0dS23L5Py44qsurXPlBGUHGeaheBo3ZSuNpwcVb0zS59TuRDFgf3mbooqeSnGN3sZ+ze9yhHBcXcnlrvkZj90c133h3w6ulAXNwgkuT0AGQg/xrZ0DwqNMsJZQ6STFhnj5j7Ct42xih2LGCXXPIxj1rir4rm9yOxcaajqRRRo8ZZkPlsOq8EGr7Xj21kVhZWfaFUDqCazoh5SGJQdh6gdafZ2L3ksccahCOznpz1rjtqaK9tRkMcxtmeeUu4bLZ69a2tMt7N9S/dwl02gBmPT1obTo0lWONTJMPTkdOaSwkaMMPL+/0ccHg8im3owikX5rOCO1uDZqfPIIKL0J6Zqro9p5cfky/6xDtYE1OWFrc3k4LBXAwvXr1xU0canUfMT5VYBuTzzW1CTU7GdaK5L3Nqys0H7txhW7VP9l+yEPG7AgEcNUCkxpvLDI96tCdZYck5PtXqxskec7lRE3tgAZc1PBA0Jdrk/uuvPepokRWDMuJF4FTSut1A0ecjGCPWq5b6sadiquoJc3+5FKqowEHYCrGqact7ZGdyq26kOVBwcjvmucgd7bVWdyEjDbTnirut+Jbf+xo5EYrAqsuB94v0Fc85pxlzHRCm+dOJy15FeahrLeYzy2kZVVSJss3t7V0/h9TNLNK6oJFYbYF4ZFHArJ8PXF3Jc2t24iKuu2RAME/WtTVp7fTLoRuvl3Mq7tydcZ4rzk3u0dcrvQnsZZ49dule2xAF+eXHXOcU2zvoLPUngkZRLKmE5yMn1qKC+ubG0KytvkvHCIp5YY6n6VzaaZqNh4pEb2kptmJdZ35Dj+mK0p6W1Bxve55f4liaHVpkddrhyCPxrAkPDfWur8fs3/CW3oZNh39PwrknPX61617nQthmaKXbRTJO2lG4HPfms+VeQe3StRl3LkVSmjJyMdaDrZkyDDGq8pyjIehq5Oh646VUdQ1I56iszDk4cg9qQDNXby1bmRR9aojr9Kkw2JQhb15Nd74Z0o21oAwxJLyc/oK5LRo47jUI0lGQeg969O02wvYnePajRxqcMPmwTXDjKj+BAu7LFrcx25KzybW253H+EVtR3sN1a5UAn7vnH+79PWsPT7CC4t5JbkYkjBVw2eeetbMugG202P7MzPCWDEivO5SpOO1zODpa3E7hfMUoCO/1ol1IaiIisYTymGWXqasW2muLl1icFD8zAnoKrRaE63cjIxjOcqp4DfStIpozlKAqanfWk5nRS0kL7enUdDXV3ptX8Of2kkQhljO5Cp7nrmuXVJoYJGmU4ZiAv8AETj1rWsIZvslu/mo8eCrITkLn2703ogvHoR3Dvb/AGRLxci6AlcjjYewzVu41CAXSBOGWMKO2aZbWcwaSzul+0SSAhHbp/s/SqWraHqYhjld1zbHDhP4RTpSd7iqONrFp9Wk+7J8obnGelTw6wIgqo3y9ye1Y8WmyXbb/P8AmA4FPktCFEb8EdxXoxm0cloM7CPU4rjaN46dzVC31XydaWBiTHzyawYfMtsAglV5XinRSvdKZJgyyZ+VgO1OpXulbRjjCKv2N/xCsSWTzIyqzcj61w1yRL4bS5OUzIAQee/NdTeQW13YCF74BsZKk5//AFVmWlzp19or6c6OWtznIGc546jrWNarzKyRrStCO4vh69ijuGhkkXzY1BRx0Zf8a09VuGutZS48geSihZJG7n0rCsNGtorsyxM3lbwTg/MPoK277TxqAeMTeXaQI0zEcHgd65VfY05lubmnaWNV1OLUYpkAjiKbOoBz1pfFl+nhyyS5nLygkhYwcDOOfwo8FxQQaQl/HcbhIg+XOMCuX+LuqW0mnQR+YDdhsCMdVHr/ACrqoxhO11qSpSdW3RHj2tajLqeqT3czEvIxPJzj0FZeM4HrzU0gIbB6k1GSFyx6Cu4627IdgUVX+0D3opkXZ29lcCWLBPI60+SMN0rEs7gxSDJ57it1JRImR0NCd0dtKaqRuUZoRycexqhLabDx0NbTLnJ7VA8QPB6dvamOUEzHMHHtWVf6a8Z8yMfKea6KSPYSMUqMv3WAKnqDSsZezT0Zzug3P2TVU8xeG+Xn1r2HwplNRNnISrz42nsM15xLpFvPIHj+Rgcg+lTjVNcsZllguQzpwCRziuPEYeVSV4sxnhpJW3PZ7fQrWaSNZlZlhlaIvu5cEZq1O0dtvslaSKMdExy3p+FeY6f8Rr9Ai38ONjby0XJZvoaj1D4hTajeF1geI53CR2+6B2Fc6o1VpymEqEt2emXOmx2Ued28sC4DcYAHTNYQ1KK1vlvI95QqN6tyENefal8QtRvgp8g7wMbi5H6VjXXinU7lUBCqAPmA/iq1h6r6CVB2PWUindGupJI5orlywjTqvNZAldLudIrjDs3yZ42H6V5w/ifWsFYZfJX+6g/xqt/b2tCRnW5Ks3JKqBmqWEn1E6c1sev6fd3Wm6spluVkjzgjPOa0tV8SrPb3Gmshglk+b5uSfxrxBvEutOCJLjfk5+ZeQaqXWv61Owd7p94/iHWmsG07omSlbU9z8N3kFwEDNiWPKyBuOau315FDcncvy9A1effDppr2N7me4LSsef8A69dX4q0qWeVIorrdFtBJTjmrhh5crscU60Oexqx6vZzriJo3KnBHcVbXVbG0hMk8YWP1rk9A0CG2MhkDbn/i3VT+IFnJommLI87hZlJjXPX0rZYecldMiNSDly2NSV7G8tr28jmiW3VssrMFJ/Gqlv4m0OFoY7K6hjjOBIFPXFeJSXF5cZjaaRlJ+5uOPypFtGUZLAH0rP6skveep1e83oj2L/hNNNn1toYMkRkNvDDb+VdGutWt9aeWQgt5xs3McY9eleAQWTu4CZye4rora1MEO1nYgDOCxxmk8Ot4s3p4eU9z1/UvFmk6Tpri1Ku5GyOFP4GHc+1eUahql3f3j3VzIZHY/MWqB58qVA+YY71Wu920bTxjk1UKcae251xgorlEkVnkLbSGJ6VTuoJYydw+Ud6mF0oIQk4HerDo140UKDc7HnHetItvQTTuZG0+lFdz/wAIFq3/AD5Tf98UVpyMf3GPJBIkjBSu4DPHarGn3oKgMeO49KsSR+XchsD5xgjPJrBlY2l5IFICk5I9/rWUJa2MqLcZaHWKdy5HIprLwf1FZNjqKuODleh9q1RIrjIINanoRkprQieMFcHketVZImQ57VdyCePypGOVwRx6Uwa7lFWK1MGWQfMcH1oaFckqT9KgOQeRilYSlKI6WEqM4BX1FVniT0q0sjKMDkelIwRxyMfSjUrnTKDQqR0qPyVzjFXJIT/CQarsWU5xQJ2ImhUHAFMMag4xT2cg5qMyg0xaCGIdcUwxpjkChpuMGozJ70ENo1NF1SfRpmNuwCk5Kmuoh8fQgH7TG4PtzXBQtulwTxVmWzRyG34GKalY4a1GjKV5I7CH4iolxxZkr6ZxmuZ8TeKNa8R7Yb2VmtomJihUfKnaqiQRowKqzH2FWvKeYBcbF9qftJWsZRw8VK8ImBEjq3yL8x4+lXbXTpJHywJNa8VhDG2WwPc1M9zHCMR4z61mo9zsjSUdxYLWK1jBcDNVZ5d7MI2x6CoZrppG5OPeo2bjcDxRJpaIq7QgPnN8v3uhxUi7WIjk5xUDsyAyxkAHgihAWw2ct2xWLvfQhyvoLcW0aSDZ8zseg7V678N/BcNjbr4k1pAsYI+zxv8AxN2P0rO+H/gaK9lGsa4wjs4uVRuDIR/Su11nXheSFYsRRRHZCgYBWGOn1NddGlbWRjJyl7kfm/0Ov/tmD/n6t/8AvoUV5t9ktP8AoHH/AL+GiujmXYy+q0zz27jjhtElBLOMDjsa5nUI2e6LqSy5BNdjdQoyOpBwJCMVg3Uax5KjvivOprU6qcb3MhHaKTegwrdB71o2uoFXCNwccg1nhR5Rf+JX4NSGNfNzjnpWiK1i7o6GOZZeQcGnMxzisCCeQTOobhTgVsQSs6gMc07HVTqc61Jt3qPxprYbg4PvUuAVxio3UJyKEU0QmP8Aumm8r1FSgDr600kg4oTJauMyDSlVIpWUFc1CeO9O4uVitbo3YVEbGM9RTy7etLvYY5osIrnToz2NJ/ZcZ6irPmtnrQZGA60WQiFNORDkKM1N9mXGGIpjSvjrUTSN60WRNlcs4hT0zTHuVU4UVCBnk01zhugouJuwskruOTUCNnI6kd6lPzKc1QkYruIODUSZKdx8p5681GHI4PNNj5GTyau2Nuk8yh84z61O4t9BLW1mupRHFGzMeMAZzXc6T4MbTUhn1BArufkjP3ia7jwroen6Voa6lBbq10QMPIN2PoK6a10ey1G1hvLqMyTu/LE9PpXVGglG7M1VVOW2xxOnTavdXSxhV8rcI4WX7qjup961z4fi1G7NjAHjaFNwOOA1bvhu1ht/tUUUahIpWKiubvPEN/a6lcNA0cZbIOF96bkoxuzOVWU5WRN/wgOu/wDP8PzorL/4SfWP+f2Siub6xDzDkq919x//2Q== 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 Bicarbonate of soda is a pure leavening agent. It needs to be mixed with moisture and an acidic ingredient for the necessary chemical reaction to take place to make food rise. Because it needs an acid to create the rising quality, it is often used in recipes where there is already an acidic ingredient present, such as lemon juice, chocolate, buttermilk or honey. -------------- A leavening agent which is used as an essential ingredient in baking powder. When used alone as a leavener, recipes must include some type of acid to neutralize the resulting sodium carbonate in the finished product. Citrus juice are adequate acids to use. You may also use baking soda to help neutralize the acid in recipes that call for large amounts of fruit. 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 ---------------- Freshness ---------------- How recently an egg was laid has a bearing on its freshness but is only one of many factors. The temperature at which it is held, the humidity and the handling all play their part. These variables are so important that an egg one week old, held under ideal conditions, can be fresher than an egg left at room temperature for one day. The ideal conditions are temperatures that don't go above 4°C. and a relative humidity of 70 to 80%. Proper handling means prompt gathering, washing and oiling of the eggs within a few hours after laying. Most commercially produced eggs reach supermarkets within a few days of leaving the laying house. If the market and the buyer handle them properly, they will still be fresh when they reach the table. It is not true that freshness can be judged by placing an egg in salt water. A carefully controlled brine test is sometimes used to judge shell thickness of eggs for hatching purposes but has no application to freshness of table eggs. How important is "freshness"? As an egg ages, the white becomes thinner and the yolk becomes flatter. These changes do not have any great effect on the nutritional quality of the egg or its functional cooking properties in recipes. Appearance may be affected, though. When poached or fried, the fresher the egg, the more it will hold its shape rather than spread out in the pan. On the other hand, if you hard cook eggs that are at least a week old, you'll find them easier to peel after cooking and cooling than fresher eggs. ---------------- Albumen ---------------- Also known as egg white. Albumen accounts for most of an egg's liquid weight, about 67%. It contains more than half the egg's total protein, niacin, riboflavin, chlorine, magnesium, potassium, sodium and sulfur. The albumen consists of 4 alternating layers of thick and thin consistencies. From the yolk outward, they are designated as the inner thick or chalaziferous white, the inner thin white, the outer thick white and the outer thin white. Egg white tends to thin out as an egg ages because its protein changes in character. That's why fresh eggs sit up tall and firm in the pan while older ones tend to spread out. Albumen is more opalescent than truly white. The cloudy appearance comes from carbon dioxide. As the egg ages, carbon dioxide escapes, so the albumen of older eggs is more transparent than that of fresher eggs. When egg albumen is beaten vigorously, it foams and increases in volume 6 to 8 times. Egg foams are essential for making souffles, meringues, puffy omelets, and angel food and sponge cakes. ---------------- Yolk ---------------- The yolk or yellow portion makes up about 33% of the liquid weight of the egg. It contains all of the fat in the egg and a little less than half of the protein. With the exception of riboflavin and niacin, the yolk contains a higher proportion of the egg's vitamins than the white. All of the egg's vitamins A, D and E are in the yolk. Egg yolks are one of the few foods naturally containing vitamin D. The yolk also contains more phosphorus, manganese, iron, iodine, copper, and calcium than the white, and it contains all of the zinc. Double-yolked eggs are often produced by young hens whose egg production cycles are not yet completely synchronized. They're often produced, too, by hens who are old enough to produce Extra Large eggs. Genetics is a factor, also. Occasionally a hen will produce double-yolked eggs throughout her egg-laying career. It is rare, but not unusual, for a young hen to produce an egg with no yolk at all. In fertilized eggs, the yolk is the site of embryo formation. It is the yolk which is responsible for the egg's emulsifying properties. 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tedZfzP7zqt5HYp8Qz5Uksv9oQxKNyNJEcOCcDHuc0ln4/a7uoozNeQOGAaKRs5U8BgQT3/nXLYhliEE9/JJBgAfuMd+GLY6Agc1oQ6QYLea5domChFTbAkZ3FhjkDJpRV3u7jlbsXNe8ReIX8QXq6de3n2VZ0iRUlIAJVcADPTrzWVJ4n8TRzNC+pXO5Y/OOZ8gp6gjINX9R0+a51i8FvFG6yQRM6tIULYbPBAP93HPrWLdLfT3i3MelvEGi8kIGJGNvGPQY5r023y6bm9KcLJWQh8Ya5J969vz7ZamP4l1lsyGe9wo3FiX4HSiV9RktZ0TTnGWLyPuJ+YDJI9unSlaPVGso7hI45Fn8yXALfKrAqckjAHB7+lZ3qdjf2keyHHVdW8mO4+0XLo67xtdjgZxz6dDTH1fWFLhpL4bBuYbm+Uev0pEh1qGGOFbNUCFWBkI7MSD16ZbH4io7241S1/4+oY1EiMm3OQOcEYBxuye9F6o1Ui3ZRRLeapqdpdCCS4ui7nbGQ7kSHP8PrQX1qWTyjBel9u7B3dM4/nVE6jctPHPhA8UxmQgcbjjPX6VpWviFQz/AG21M0XDJEsmQGByG+bP86uO3vDlUlHRRRF5GqMoY2sxG7btI5zuC9PqcVQubxrW4e3nAWRDhhgHH4ith9de6tnaKyDXWNryswwqbtwA4B4PvWZdRX17cGeWH5pcYIUAHjt+AocorqEKzv70UVDqSEjn/wAdpRqSjv8ApTlsLkyMvlHcq5b6dqlGmXfyyeSoAOOWGMjt9aXPHuae1j2LWhau0OvWDq5XFxGCcHpuA/qa7P7ZpMj3Eb3NzGIrot5qrkMwJOMk++MVxui2csfiG0WZc4bzNoPYA/4Vdk1L7elyVtYzO65VGTIf3HoeKpLmWh52MmnNaG9JfaMJGkt9UkiRm+4JFwOf4R/Sty11KEaUhjvfMmaeNC27AJ6fgO9ec2Vrcy7bm7RUCLhUYbOc9AK6Uyyx21oWihR/MJ2p93AXHJ9ck/lU69ziqW5Dpm1toZsNqKxw7Q3mAE85IxjGev6VTvdRmEDGTU9s8aM4iXOGUHrn19KwPPdoySqFFwVVssQVzgk9T1NRzyyojmaMMwARuDlh1x6cf0oaucjSOy0rW1m0SIyzksGI+Y8kZpzX6S/JFyW6msGCIQ2NvEBjgHH61oWYw6465q4m0VZGp/Yy/wBw/wDfVFb3nx+horTQNTnbqKeW4nRQABhlI6seev4CspuSQRgjtXSvEzsxyCD0GKzNSK28YNy0bZOAdtZtMq5nwgNuX1Fc9rvhWXUdl3aMsV9Efkfdjdjpk9vrXTqUCZCxNk8EZA/TFV7u+s9Ptpbm6giEcS5Y4PTP196VldMdylaWF3qGnrHrcEf2hCD5kMmd+OQT75qL/hGIVlV0fOwjZudvlGc4A7Clh8Z6I9v562TBD0LRY3Y7jLVCPiFpAGP7LnxnH+qX/wCKqJ0YS6FxqSRfi8P26geYUKKpXaD2Jzg596sXVhJcz26q0KWkJ3hQTlnHTPbA6/WpdM1/T9UhD29rEOOVcAEfhWiZoehsoAPoaUKUIKyQnOUtzntW0a7vnH2S5t4g0Aik3k5OG3DBFV00TV1Tb9q005ADvsO6QAYw3HPHFaN34p0i01E2LWfmTKN0hhTKxj3JYYNU38baGHZTbshXjmAnP4hq0Wg1VktCuPD2rrBLDFdadHC+fkRSAmRg7eP8agi8K6rC8ZW8sCqR+VtdSQykkkEY5rVt/FWiXJKom4gZwImB/nWwjQOARZ5U9xJ/9eqKVeRy83hrWLg5m1G0GUCfIhHygqQOnqo/KmyeDp7lMXOqo3zs5xGPvMcseo68V1shsIITJLDtVQWYmU8D8qym8UeHYcLMk6k8gfMT+lJgq81sYX/CBw5BGqBf+2P/ANlTj4Hg/wCgsOn/ADxH/wAVWuPFvhlpFUNPknHRx/MVdt9T0y7crAkmQM4bIyPrmi9x/WKnc5+DwasBZU1cgHgjyeD+tWv+EZZkYSau77gfmKYK/Tn39K6HbF/DB/49/wDXqvealpenxh7xTGvfDE/oKjki90S6031MAeD4FZmbVLgswAYgLyKstoERUqdRlAwB8qL19frU/wDwlfhfH/HzN/3y/wDhU8OveH5EV1klcE9VVz+mM0OEX0B1pvqUbHw9a2N6LoXk00ioyjzAO4x2+tKNBslTb9qnI9jjIrYSaxuI0ktog6PyCSc/zFKRDwDbr6Dr/jVehMpyluYkmhWEjIzXF1lSNvzjj26Gpm0618qOPzbkhQRkPycnJzx61HP4s0C1uHhcgsnBKxMwz+Bot/FGiXX+r28HHMTD+tMh3asxw0yzQELJcgHr8/WmLp2nrIHIlb2Zic/54q3bavYXb+XFAC3PWFh+pNWh5RGRbxYHbB/xoQuVFKQqxBXgD14q7p0ZkkBAO1Tlm9KSCJ5WYvDb5zxgcAe9a1rnzUWQqQOihcD8qauF7Frcf7rfkaKu/J/dH5UVVguR/ZLgnJt5fxjP+Fct4j03Vbi4VYtPu5EA/ghYj9BXqlJircbk3PF7XTtctRtGlXzRn+H7O/B9RxVfU7TWrmExx6LqZYHn/RJOf0r3HFJip9mh8x85HwrrspzJo+o/T7K+P5U8eEtZ/wCgNqH/AICv/hX0VilxR7ND5z58tPD/AIgsZ1mg0jUFZTyPsz4P6V0QOsGL5tG1INjkfZJMfyr2HFJjNHs0LnPnyfw7rtxNJINF1BBIdz/6K+WPvxTB4R1gdNGvv/AZ/wDCvobFLij2aDmPnpfCesryNIvwexFs/wDhW9pkOu2sZhn0jUTjowtXx/KvZ8UmKPZoOc8V1a3168UQw6PqOP4mNq4H8qxP+EU1k53aRqBJ6n7M/wDhX0NikxSdJD5z56HhLVx/zBr4/wDbq/8AhVuz0XXrKZWGkaiyg/8APs+R+le9YoxR7MOc8oP9rLFkaRqJYDgfZX/wrmLvQPEF/M0txpWoEk5Cm2fA/SvfsUYp+zQc588HwlrGf+QPf/8AgK/+FOTwvrsDbotI1Af7P2Z8fyr6GxSYo9mg5zxrS7bWIYSsmj6ipHrayf4VDq1t4gu0+z2+k6ikZ++wtpOfbpXtmKMUezQuY+cz4Q1nP/IGv/8AwFf/AApB4S1tG3R6PqKn2tX/AMK+jcUUezQcx4Lpula9BMBLo2pAev2WTH8q3Wg1dRtj0i/Y5wM2zgfXpXruKTFHs0HMcBZ2OoG1QPZXAcdcxMP6VZjsb0SKTaz8f9Mz/hXb0VXKK5y32a5/54Tf9+z/AIUV1OKKdguFFFFMQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k= Australian produced unflavoured (natural) yoghurt. Prepared by pasteurising and homogenising milk of various fat levels before culturing, resulting in a thickened, tangy yoghurt. Contains added milk powder. Does not contain fruit or flavouring. 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 Raw or unroasted walnut kernels, described as either brown (sold for baking purposes) or golden (sold for direct consumption). 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ji821A+UqOe1XYBKmzymwpHzpIORTk7hDR7C3Ymjy6TZG77gX1ohdbiJp5lKRLwMHBzWtutoUMrAyBudxXBAPb9Ka8tsqHG1COct0xUKXQ0cdbswhqFzDPKgQMjcqEPT6+9T2r28su9j5bsMOvX8abdRSW4M8CRymU4yRncM4zntUFrbxrKouN3nchAp4Jx0q90Z3aZf8gf3Iv8AvmiqPl/9Nn/77P8AhRSsVzMfYyw3Nm2xQAp2jPOadNaQXEIGwE98U62WO2DiLaXY42g4ANIjrMXH7xQn3mBHJob1uiElaxycumTvfyeVnA68dq29J0gookeQo2evcirkiCSVUD477lHUVXuHlsmcMQ390EcY96tzbVjNQUW2Xby2g+ZWflRzg53elYN3PJFEgyFV32lBySPrWtZLPJG8scyMo6Z70k+lJKCw5ZPnYgZAHXilF2epcldaC2cUSwq8EJEmME9hiprWaYIRcQDa4+9059aZboksEZjd4oV6lf4hVue3klXKs5IGFzyMepNQ2NIrXEFqrxo8PmeafmctwKuwQwwpiCTyxEp+btj0HvVCOxMluYmlw+SN8o6f7oq1uS30tLaYo6smPMAwCM9j+dD2KXoR395qClXtZA9o3G7GSn1rLu7l5nQSwyTDftKfwqehz+lWYLoQyNbtdQ+R0UrEWLe2P8afNGzAQwnZgk7nGCox/XPpVrToQ231J9LtoLKWX7FIjsRlsgkfTPQUWuozyB/Pt0RY8gkjJA7D6fSq2iebAJPN8v7OkpJZjkD6Dr+lXtTiW/i/0KREK85Tsw9TwcYI7ClL4tSo/DoRW1/eCWQYaRZFJUn7qD0C9a1IWS+25iEUkigjIORx3rKivd8cqOSXVQMom5mIx2PA/wDrVYtry2mjWJDLJLgEuzAFfb2HsKTWo0+5oXNnHLJCCSzFsFw/cdvf/wCvVefTZhCY4ljX5jnqMH1FLPerYpCLy4KyEEAqAAo9eR/nFSHUAx8uKAscBklx0BHXJH16VNmaaEdlpcFhE+2Vd0oLNg1nyRvKvmIga3cAMvXBx1p8a2tvIFk1aWRychVIUYPbPNWZr4KYn8orCzY3kcg+n44p63uTZWsV4raK3MdwyRxsmQgHqR3rHur+8tbiR53EpLEKMcCt64jt5IizyM/OcAYHt096pxaak7JJLcRNt/hEXOPqT1qotdSZJ7IhtrnUZrdUi8tFU7g+Oo9K2rYvKoeQgO4I2kdPeoZYVijZ4Rjjp2OOuKoTPJcRGZdwZyAynnZ6UXT2BXjuarsFBQzN9w5QgHI9v896oJDDGVu4yJJMYVTgVPbzypGoMoZs8eahU/gKDciO8EMkURc4z8vf3PpU2aKbTEnEksUDW67IUzvjHU+v9KqTfZo54ykgy4yoH3gccmtZ7oQRMhRXViN3ONh6f4VgTSQ+dIIYt0w+bcR/I043ZMrI09i/8/j0Vyf2+4/56p/3yf8AGiq5Sec1TvSYociTrxzWff3k9lcLtljkjPJAPb3rYj0q+u42nvJBFIRgBQCee9c5Po1xb3DGXhSeHPeqp8t9TOakldGxp14t1OQTtRO/41os1mrLA/75iCdxrDlhNhZ/6NMriQZar1pD5ljEePLb7xDcj2olFbjjJ7GkjjydhUIB2A6U5YBHbARNJjkZ7n1pjGK2iDzFhG3AyctTlmbhIGAU/wARbgj0x61nY1uVo7yKKX7AsPBz8xPetuFjDa72A3BeoORmueNnHYs9y7SbwCUxyOaoWupxm4WSTzDJu2ovXGf/ANdNx5tiVLlepqXk91eyKUwqo2WJwCCPSs26uwhkgkLGEA9+h5/xzXQr5kVvI0saI2/apzknPTNcnf2uXeQuS4ySmM8fWqja9hT2uZySvFNlWbrwx7Vo2mpThhbSSgxykk5bH5mqEGn3d6krwIu1TgknmtC28PyEhrnaWx8keT8w963ly9TBc3Q6G3u7aO28g4aEf60Hpj8OtU7lo2xd20my17RqeZCP5AdKr6dbpYRP9ofbF5gbYxzx35wauW2oaZPI8Ue+CIBgBxtxn3/+sawtZ6am6d1qWwlvq1iZ0l2OoB2oMNx1z+tWrSz0+2YRxnbNIoOG5z/kfzrIu0tLZkFqgk8zDZY4C9uoOfwqNtQ+Zd0XJBAAHKn6Z/Sps9lsVzJPXc1ZrtJZ3hnRZtvAi4P/ANYVaW3uJ1iaCZdoxu3jAH0rnkd7eKX7PMjNtCybwCQp64weOtaWjzjUZifLjRnJBYn5s+p7Y7dMihqyGpJsL60t0vDK5jeNRyNpyD36dRkj86uF49q293MHtpCCjBTye2D7VRudRjtb3JMKLbxmMhULbi3Ue/I9qhuNSWa8DytLJbyAKiBl+T8SDz+FKzaQOSTN7FvFHgBjE3HTOT9ap7DGfMtp1OePLIGah85ktY0SdyJJAocLjntn0571S1Ce5XUEufs7MiOAG746dB1+tKMXcpyVi7bzz3GohNrvCVIwTwMc5qvOk8V07+SIolGTJn5fartwjPGGjkWHIG7aMtT7uDzIIonuXjyvzIy53D/GndIHFtGQNSMkjGZtsSn5WGOR7VKjTGcLbRSGLGWLfNn8ag/sS2tJFSR3ki4Yx5GWJ9x260+5tbu33SWI22u0vJuYfKB6etVo9jLW2pBqst3HZSSK8YgA4w2WOazY5bryYnjdcnueoNRvfrdOsK4Qbccfxc5G73rTh0yFYJEe+CSSfc4rRLlWpHxMx/s8v/PVPzoqf+x0/wCgvF/3yaKLruPlOyumfI2uAn8WRxis7UIxNALYxExvxuU9D7UyW9PBOdxXhJP8KfbTSzMJzIir18o/wn2PasUramjlzaGNY6bPaq28CUnjb6CtkRWsliYIuuQSRxtx2qPI+0O4JUHkKGyDQFhtrQEgEu+SCc5NNy5tyIqxKI18p3YF1UYAbnH40y3kaSMSP5SlDnYB19OKq3WqwxlWZfNX7pRCenvV21e1uHNwkMkZxj