close
    1. Home
      2. ›
    2. Uncategorized
      3. ›
    3. Take two apples from three apples ,What have you??
    Take two apples from three apples ,What have you??

    Answer this
    +7  Views: 616 Answers: 6 Posted: 8 years ago
    Comment this question

      6 Answers

      I have two apples, cuz you said I took them.

      8 years ago. Rating: 8
      Comment this answer

        hector5559

        Wow Ted some fast finking,,
        commented 8 years ago
        ROMOS

        I'm a fast finker Dougal.
        commented 8 years ago
        mycatsmom

        he's a fink . Ha ha
        commented 8 years ago
        ROMOS

        Who's a fink?
        commented 8 years ago

        This leaves one Big Apple


        data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxITEhUTExMVFRUVFxgYFRgYFxUXGBoYFhUYFxcYGBcYHSggGB0lGxcXIjEhJikrLi4uGB8zODMtNygtLisBCgoKDg0OGxAQGy0mHyUvNS0tLS0tLS0tLS8tLS4rLS0vLS0uLS0tLS0tKy8tLy0tLS0tLS0tLS0tLS0tLS0tLf/AABEIALgBEwMBEQACEQEDEQH/xAAcAAABBAMBAAAAAAAAAAAAAAAAAQUGBwIECAP/xABXEAABAgMEBQYGDAoHBwUAAAABAgMABBEFEiExBgcTQVEUImFxgZIVMlORodEIFiNCUlVicrHB0vAkMzVUdJOisrPhJWOCo7TC8RdDZIPD0+MmNnN1hP/EABsBAQACAwEBAAAAAAAAAAAAAAABBQIDBAYH/8QAPhEBAAEDAQUEBwYEBAcAAAAAAAECAxEEBRIhMUEGUWFxE4GRobHB8BQiIzPR4TJCUnIWNFNiFYKistLi8f/aAAwDAQACEQMRAD8AvGAIAgCAIAgCAIAgCAIAgCAIAgCAqaU1sTK7S8GiUbv8qUyXNoqgQhwhSrlMTcST40BbMAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEBSthWWDpdNGn4pCnR1uMtp/6xgLqgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgPOYfQhJUtSUpGZUQAO0xEzEcZZUUVVzu0xMz4IvaOsSz2qgOF0jc2kqHeNEnsMc9WrtU9crix2f113jNO7HjOPdxn3GV3W0x72XdPWpA+isap11PcsKeyt7rcj2T+zJrWyx76XdA6ChXoJEI11PWJRV2Vv/wAtyn3x+p6s7WFZ7tBtS2TucSU/tYpHnjbTqrVXVX39ga61x3Mx4Tn3c/ckzDyVgKQoKScikgg9REdETE8YVFdFVE7tUYnxQewpQe2C0HN4lpZPfH/jESxTC0bVYYFXnUNjdeUAT1DM9kY1V00/xS32NLevzi1TM+UItO6zpFHibV3pSig/bKT6I5qtZbjlxXNrs1rK/wCLFPnP6ZNqtbTO6Wc7VpEa/t1Pc647K3etyPZL2l9a8qfHZeT0i4r6xGUa6jrEtdfZbUR/DXTPtj5JJZul8k8QEvpSo5JXVtRrwvgXuysb6b9urlKpv7K1dmJmqiZjvjjHu5es+xuVwgCAIAgCAIAgCAIAgCAIAgCAIAgMCYBUiAygCA8ZuaQ0grcUlCEipUo0A7YiZiIzLO3bruVRRRGZnpCtdJNaWaJNP/NWP3EfWrzRwXdb0o9r1ug7Mfzaqf8Alj5z+ntV1aVqPTCrzzq3D8o1A6hknsjhqrqrnNUvVWNLZ09O7apiI8PriVqzllN4lKEnIrNK9UIonmirUUxO7GZnwec1JLboTQg5KBqD2xE0zDO3epucI59zXjFtEBu2Xa78uq8w6ts76HA/OScFdojOi5VROaZc+o0ljUU7t2mJ+PqnnHqOY0vmw7MPpWELmUtJcUlNDRhKkpuVrdrfJJ6qUjoq1lyYxyU9rs5o7dzenNXdEzwj2YyY5h9S1FS1FSjmVEqJ7TjHLMzPGV7RRTRTu0xiPDgwB80QymCGCW/s0ChKaUGR3k0od9f5pwpGzEOTernhE9fr68+rVfeKuoZD7/XGEzlvooik7WHpXNypGydNwf7tdVI7p8XspG23fro5S4tZsvS6r8ynj3xwn29fXlaGi2sSXmSG3fcHTgKnmKPyVbj0HzmLCzq6a+E8JeO2h2fv6aJrt/fp98ecfOPcmsdagEAQCVgAGAWAIAgCAIAgPF16hpAYcpgDlMAGZgEExALymAOUwGjbVvtSrRddNAMAB4ylbkpG8n+cYXLlNuneqdWj0d3V3YtWo4+6I75UlpTpQ/OrvOG6gHmNg81PT8pXT9GUU969Vcnjy7n0bZ2zLOioxRxqnnV1n9I8DHGlYvSXAvJrleFequMTHNhXmKZx3H1+t9dAkrCkpF4VCUEeMB15xunmracbkZnhiZ4dZ7ni7QtqNAApCyQPFvIUAlSeFaxE8mdOYriO6Y88THGJ8jJGlZCAUDeYImWTrZFKilRUdVSPqMTMIpqic46MIhkIDaZlwBeXVPwcO0HHMfevHOI6y0V3Jmd2ni8n3io76VJArWlc4xmcs6KIp83lENggCAn2guny2CliZUVM5JWalTfAE70fR1YR26fVTT92vk8xtjYVN6JvaeMV9Y6VfpPxWwmbBAIIIOIIxBByIi0eGmJicSUTEEDbwByiAOUwBymAOUwBymAOUwGzANFqvUWB8kfSYDT5VAHKYA5VAHKoA5VAYuTwSkqUQEpBJJyAAqTETMRGZZUUVV1RTTGZnhCntK7fXNvFWIbTUNp4Diek5nsG6Ka/em5Vnp0fS9lbOp0Vnd/mnjVPj3eUfuZY0LQQBAbybSNAFoQ5TIqGPn3xnv8Ae5p00ZzTMx5PB+bWutTgaYDAUGQA4YxE1TLZRZpo5PCMW0oG+CJkEwIg66QtXeT9Ms0e8CY23YxjyhxaGre9J/fUaY1O5tMshIC1UIw5vXXz7iONDGcRjjLnrrmqZop9v19Q8X3b3GgyrSvCppmcIxmctlFG75sAfNEM5gEQIkAbzAITAEEp/q80mIpKuqJH+5J3cUV4bx2jhFho7/8AJV6nkO0ey4x9qtR/dHz/AF9ven3KosXjWXLOqAxM1AHKoA5VAHKoA5VAHKoCQ3oCM6TPUeA+QP3lQDSJqAUzXTAJyqAOVQAJqAjOnVrENBlJxcxV80bu0/QY4tbcxTux1en7M6KLl6b9XKnhHnP6R8UDire6EBknpy++USxnwC/9IhMMYJEBkjpy+mJYz4Bfo3eqITDJhlS1BCElSlGiUpBJJ4ADOJiJmcQiuumimaqpxEdZSfTuynmuSqW2pKRLMNlVMA4lBvIJyrnh0HhHRqKKqd2ZjpCm2PqrV30tNNUTO/VOPCZ4T5IujDPLhxjnXM8eQUo0AqSNw3ebdAiIznHFhEMhAZp6coljPgxVEJgkEiA9WXCkhVaEEFJGYIOBETE44tddMVxNMxmJ4T+i07LtbatIc3qGPWMD6YvLVe/RFT5br9LOl1FVqek8PLp7m1yqNjkHKoBRNQCGagDlUAcqgF5VATykBB9NnqTA/wDjT+8uAj5m4AE3AKZqABNQCcrgITb02VvrOYHNHUn+dYptTXvXZ9j6XsXT+h0VuOsxve3j8MG6OdbFAggEwIAMCYBECJAG8wJkEwIgAwMJFq6RW0ZcfKUe62s/VHRpY/FhVbcqxoLk+XxhZGtxFZCvwXUH94fXHdrPy/W8p2anGtx30z8lKExUvoBQfNAmARAiQBvMAhMAoMDBIJKBvP3/AJQQQmCUn0QnSErbOQIUO3A/QIsdDVwml4ztVYiKrd6OuaZ9XGPmkBmosHkS8qgE5XAHK4A5VALyqATlUBbMBWmsd+k2kf1Kf33ICLcqgDlUAqZqAFTUAnKoCLPKqoniSfTHn6pzMy+u2qdy3TTHSIj3MQIhmCYEEgkQGSenL6YljPgF/wCnqiEwxgkQEw1Us1tBB+Chwju3f80dWjj8WFD2jrxoao75iPfn5LD1pprZzp4KbP8AeJH1x3av8qXl+z0419HlPwlRkU76MIDJPTlwiWM8eRFRCYJBIgFA3mCCEwSIBwsR264elJ+kR2aKfxPU872npzo4nuqj4TB+E1xi1eAIZqATlUAcqgF5VAJyqAOVQF6QFRa13qTqR/UI/iOwEN5TAKJmAQzUACagFMzAN9PNHn55vr1M5pjBCYhkSCRAKBvgiZBMCIAMCYBHmgRIA3n/AFgeCd6nUEzrivgsK9K0U+uO3RR+JM+DzfaeYjSUx31R8JT/AFjt1s6YHyUnzOJP1R26qM2peZ2HVjX2/X8JUJFK+llA3mCCEwCg+aBMH3Q/Rvlzymtrs7rZXeu360UlNKXhTxvRG6xZ9LVjKt2ntH7DZi5u72ZxjOOkz3T3JiNUR/PP7n/yR1fYP93u/dRf4sj/AEv+r/1VhWK97AQBAe8oq6a9Edeij8T1PPdpasaLH+6Pm2jNdMWz5+UTUAhmIBeU0gE5V0wBymAQzUB0hAUhrofpaCR/wzZ/vXoCCiZgAzcAnKoA5VAKma+/GA2b1QDxHm6Io71O7cmPF9U2dd9LpbdffTHwEanaIBQN5giZbtl2cuYeQy2UhThupKqhIwJoaAn0RnRRNdURDn1Gop09qq7XnEcZxzS7/ZTO+Vlu87/246fsNzvj69Sk/wAU6P8Apr9kf+Ri0o0TfkQ2XlNK2l67cKj4tK1vJHERqu2KrWMrHZ+1bOumqLUTG7jnjr5TPcTRnRaYnF3WwkJASVqUcAFVu4DEnA0HRuiLViq5PA1+1LGkozXz6RHOcc/r4nTTDQF2UQXkLDrQpfNLqkk0TinempGXHtjbf0tVuN6OMOPZe3berr9FVG7VPLrE9effj66HXUq3V2YVwQgd5RP+WNmhj70y4u1dX4dunxn4fun2myKyEyP6pZ8wr9Udt/8ALq8nmtlTjW2v7oc9gbzFG+oEJgCCRAWBqbaUJtxV03SwqhoaE7RvI5cY7dDE78z4PMdqK6Z01NOeO9HwlcEWjwrnb2rT35q/+rV6oo/QXP6ZfU/+J6P/AFafbBojU7mSRvPmiWM+D3krOemHA0wjaOKBUAClNUpGOKiBhUYR3aGn70y8t2puxFm3b75mfZH7nb2iWp+aq/WM/biyeJRqZWptam1iikKKVDA0Uk0IwwzBgN6fk3WGmXXEkJevlBwpzFUP+kBoPPFKik5jOAw5VAeja1KClJSopQAVkAkJBN0FR3AkgYwGBmqCA6pgOf8AXs5S00forX8V+ArszcAnKoDfYliUBbjiWkq8W9iVdSRnAJNS5SkrQtLiAaKKc0n5Sd0Bo8qgHiyX7yOokfX9cVOtpxcz3voHZq/6TR7nWmZj1Txj4t2OR6EogiQTAiD9oD+UJb5/+Uxv0/5tKt2z/kbvl83QMXT5ijmm1kKmZcpbQlbgUkovXcBeBVQnLARpv25rpxEcVnsnV06a/vV1TFOJzjy4GjVLL3WH1KSUubctqBJw2aU0FMgQVKrQDPoEadHH3Z78u/tJXm9RTTOad3MeuZ9fSEwtKQbfbU06m8hVKiqk+KoKGKSDmBHVVTFUYlR2L9yxci5bnEx6+cY6tqMml4zksl1tbaxVC0lKhUioUKEVGWBiKoiqMSztXKrVcV0c4nMecOc7dkCxMOsqIJQojCpFMxSorkRFFcp3appfVdHfi/Ypux1g46FWDyx9TfNolpxWKlJxu3UGqRuWpBPQDnkdli16SrHg5dra77HZivjxqiOERPXM8/CJ9bUmbFLS1IdcQhSVKThVVbpIqMsMIxm3uziZbqNbF2mKrdMzExnu5plq50NYevvvFLqEm6hIrdJoCVK6q5R1aXT01Zqq4qDbm2L1ndtWommZ4zPXyhaUhJNsthtpIQhNaJGQqST6SYsKaYpjEPH3r1d6ua7k5mevubEZNQgGm0dG5R5ZcdYQtZFCojHAUEa6rNFU5mHbY2hqrNO5brmI7oQXQjQmUmpQPOhZWsrTULIu3VkApAwrQDOo6I49PpqK6N6Xo9rbZ1Wl1XorcxiMTy58M4n9sT4t6z9E2JC0pQtLdVtW5kEOKQfESggi6kfCjrtWabUTEPP7Q2ld11VNVyIjEYjGfnMrCjar1R6GaOS83P2mZhoLDb1EA3gKrdfKjzSKkgJGPDfWAl+nNjsLlGGVNgtpmZNCU8EqmG2iAcxVClJ6iYBLW1b2dMOqeW0oLXStxxaE4AJBCUmgwA3QFNaVaBzcoqZWElctL3SHlUTeSulKD3xSTdNMKjdkAnupmzWn7LmAttJLrjjSlEC8UFpuiSqlaAmo88BUOlNmPSLy5Z9SFOISkqLZUUm8kKFCpIO/hAdaQHOPsiV0tNv9Fb/ivQFX7YwE31OWM3OWm2h2hQ0lTxQRULKCkJSccqqB31pSmMBfGleh0o4w8ttlpl4NG46ltN5ATzsBgOI7YCu9W2hSLQacmJh0lNXWAUAJLgoghatxAqoAemAqG2pfYTDzAVeDLrjYVSlbiymtN1aQGzo3N0cKT78ekYj0Vjj1tG9Rvdz0fZnU+j1U2p5Vx744x7spRFU98d9HtHX5xS0sBJKACq8q7gTQUjbatVXP4XDrtoWdHETdzx7oy27c0KnJVovOpTcBAUUqBpU0FRwqQIyuaauiN6WjSbZ0uqueitzOfGD3obobPNTbDzjF1tKrxVtGjgUnGgVXfwjdY09ymuKpjgrtqbY0d3S3LVFeapjGMVd/kuEmLR4QoEBp2bZyWS8QSds6XTlgVJSkgdyvbGFNG7nxnLov6ib0URMfw07vsmZ+bdjNziAICgNOmybRmAASSvAAEk80ZRS6iPxZfTdj1RGgtzM9PmmmqOxnWi8660U30N7JRGaVEqVQ8DRB80deitzTmZh5/tNrLd2KLdurOJnMeMcI+b31g2E0y2qZbOzcceTfVUUulJrQK6RXjiYy1NqmmN6OeWnYuuu3a4sV8aYpnEeOfD2HLVehXJVLUmhccKq0oFUATeHXdjPSR9zLl7QVR9pimJ5Rjy45x70yjqUQgCARWRgmOZn0OSBIytBT3Fs9pQKmNVj8unyd21JmdZdz/VPxPBEbXASsA0aN6PtygdIoXHnXXHFgEFV95xxCTUnxUuXewnfAOE/IoeSlLgqErbcGJHPaWlxBw4KSDTfAbMBrz0k282pp1CXG1eMhQCkmhBFQcDiBAMOgei/g5p9hKiptT6nGyogquqaaBvUAAN9K8BupAbFq6GWfMuF5+VaccVQFSgSTQUG/gBAP0BXcx/7ob/8ArT/HXAU5rwH9MzPUz/ARASP2PthzKZzlZZWJdbDqUuU5pUHEiletKvNAXvbRpLvHg05+4YCAex/mVOWc4pZqeUrAyFAG2qAAZQEgY1dWcJiYmFsJdVMLSspdQ2pCFCtS0LgKbxVU1JqQIDYnNBLPdmeVOS6FOXLlCOZgQQq5kFClKjcTETETGJZUV1UVRVTOJjjEs29CZEOKc2CDeSE3ClJQmlcUimBNccd0afs9vOcLKds6yaIo354TnOZzPn4H9CQBQCgGAjerJmZ4y85uVQ6kocQlaDSqVAKSaGoqDhmBETTFUYllbu126t6iZie+OEswNwwAwiWEzlkBALAEAQBAEAyIsVKpx19xtChs2ktKIBIKdrtKbxUKT1xq9HE3JqmO7HvWE6yqnSU2aKpjjVNUdJzu48+UnhpsJSEpACUgAACgAGAAG4RsiMcIcFVU1TNUzmZMOnrYMi8q6CUJvpqK0IOdOgExq1H5crLY841lEZxEzif0eWrZwqs5hSjUna1P/PcjHSzm1H11bNu0xTr7kR4f9sJNHQqBAEAQHnLMJbQlCAEpSAlIGQAFABERERGIZ111XKprqnMzxkucSwZAQCwBAEAQBAEAQGi83LJeDqwyl+5dDiggOXKk3b5512tcMoDSEhZ4mFTVGNuoXVOVTeIoBQmvBI80A4onmAKBxsDoUn1wCOTrCgQXGiCKEFSSCDmCK4iA17OTJS6bjAl2UE3ilvZoTU0BNE0FcBj0QG14QZ8q330+uAPCDPlW++n1wB4QZ8q330+uAPCDPlW++n1wB4QZ8q330+uATwiz5Vvvp9cAeEWfKt99PrgDwiz5Vvvp9cAvhFnyrffT64BPCLPlW++n1wB4RZ8q330+uAPCLPlW++n1wB4RZ8q330+uAPCLPlW++n1wB4RZ8q330+uA85ealm03ULZSmpNEqQBVRKjgDvJJ7YiIiOEM666653qpmZ8fDg9PCTPlW++n1xLDA8JM+Vb76fXAwPCTPlW++n1wTgeEmPLN99PrgYJ4TY8s330+uCB4SY8s130+uAPCbHlm++n1wB4TY8s330+uAPCbHlmu+n1wB4TY8s130+uAPCbHlmu+n1wB4TY8s130+uAPCbHlmu+n1wG3Ac4+yJA8Jt1/NW/4r0BW9k2euZeQygoSpw0TeUEJGFcVHAZQE2a1N2sReDbKhSoo8gg9VICAzLBQopUClSSUqSoUUlSTQpUDkQYDf0dsNyceDLRQFEE+6LDaTdpUXjhXGAlM7qmtJtJccDCEgE1L7YBAFcMccIDR0a1dz060l6XDK0qvc0uoCxdUUmqTiMR9EA6jUva/kmv1qID0RqUtbehn9aPqEBGtHdDZmdddaYLN9pQSoKcSi8SVDmA+N4hy6OMBIFanLVQCpaGEpGZU8gJ7TugILaMmWXVtkpJQtSDdUFCqTQ0UMCMMDvgHi1dD5mWk5eddCdjM/iwCbwqCpN8UoLyQSKE4cIDX0a0cennFIZLQUlN47RxLYOIFE1zOOUA+21qxtCUZU/MBhKEgkgvIvEDMJG847oCFrHD79cBKtGNXdozqEusMVaUSA4pbaU80kHAqvEVBGAMBp6Y6ITdmupbmUgXxVC0GqFgUvXTQYgkAggHEbiIBhSYCQjQua5CbQIQmXrRJUsJUrnXOag4nnVHYYBil2FKISlJUpRolKQSVE5AAYmAnVnan7VdRfWhqXScfdnAg9qUhRT1ECA2XdS1phBU2qVf6G3cewrSkV7YCB2vZL8q4WphpbTgxuqFDTiNxGBxGEA6aKaJTE8VhjZXkXea44lBN+tLoV43inDq44hI/9i9r722gOJeRSA9E6lrVpUIYUOh0eg0zgIXpDo9NSTmymmVNKIqK0II4pUklKuwmAdNFNBpufQVy+yN1RRdW6lC6hKVVCDiRRQx64B5c1OWqkVWhlCd5U82B54CCzDJbWttVCUKKSUkEVSSCUneMO2AmFm6rLRfYRMoS1snEhaVKdSjmnIkKygItatnqlnVsrKFLQaEoUFoyBqFDA5wGjAdxwHN/sjPym1+it/xXoCrIDpbVRbzUvZFnpeVd27rzSFHIL2zqkpJ3VpQdNIBo136vNqDaEsj3RIrMoSMVpA/GJ+UBnxGO7EKEcxxGX0dH3zgLJ1rOk2fYYO6UP7jA/wAogNPUSsi2GelDoP6pR+qAmvsk3ynkICiB+EEgEitNhStO2ArHQjSSYkplM4EuvNs12qQpaUe6JUhAWqhCReIIqMSmAYJCdW0828k89taXEn5SFBQPnEB1XrJl0zVjTV3EKYDyab9ndeTl82A5n0MsFU7OMSwycWL3Q2nnOK6KJCu2kB03p5o83O2W7LtBJogKl7tKBTWKEp4A0udSjAcs6O2aZmaYlxX3V1CMNwUoAnsFT2QE218WxtrTLKTzJVtLYG68RfWR084JPzICu7uFT2euAkGhOl8xZ0wh1tRKKgOtVN1aK4imQO8Hce0EOjtLbJYtqy/cSFbRAdll5UcAN0H4NcUK4VO8QHN+h2irs9PIlACk3jtiRQtoQfdCekZAHeQICQ619K0TDyJSXoJKTo2ylJwWpIulfUKFKTjhU++NAs7Upog1Kygn3gC88krSpQ/Fs05t3gVJF4kbiBuxCktONL37RmFuuLVs7x2LVeahHvebWl6mat56KQGjo3pDMyLyXpdwoUCKipuLHwVp98k/zFDjAdM6QWPL23ZiFhIC3Gg7LqNCptwprdJ4V5qhkewQHL1mlSZhutQpLqK1zBCxn01gOnNd5/oWa6Sz/iGoClNSlrvtWpLtNrVs3ipLjdTdUNmpVSnKoIrXPA7iYCwvZIutCXlAoAu7VZTxuXKLp0Xtn10EBUurxZTaskQc5hoV6FLCT6DAXT7I1RFmNAb5pAPSNi8fpAgK01f6GM7I2naZ2ck2aoSfGfUMkpGZTUbs6UyqQDdrC09ftFd3FqWRgywk0SAMlOUwUqmW5Iy3khDIAgO44Dm/2Rn5Ta/RW/4r0BVkBZtv09rFm1/Onv35iAsDUxrFE2hMlMq/CW00bUo4vISN5ObiQMd5AruMBDNcurnki1Tsqj8GWfdWwMGlKOYG5snunDKlAbtaX5PsT9EP7rMBrajE/wBMS5+S9T9SuAtLXY9ZaeS+EW5lddtstgUCn4q/evKHyKdRgIS85ZSrDtI2ciYQb0ptg+QVU2/udLpIp4/T6ICo4DrDVdNpm7GlgvEbJTCweDZU1j1pAPbAVRoXKKsmStC0XcH0qVJStfKBV1ak1zAUAeppcBM/Y9aRbaTXKrVVcsqqOOycqRnnRd/qBTANll6HiV0keeIuy7TTk4k+9AcBQU9FFKcIHBAgKVtadL77swvxnnFuU6VqKvNjAaKjWASAuj2PWlpS4qznDzXLzjFdywKuIHQUi91pVxgH/WspmyWZp6WBTNWou4pWVxCUDalFPFqSSTnecruFA55JgOvJxuljLSjdIKCafoxpSA5EUnzQCgUxOe4fWfV9yHU2pJZNjStSTi9nw5Q5Ac52yR4TeplytdOrbmkB0brru+B5i9W7eYvUpWnKGq0rvpANWgGhcnLyxn7NJmH3WVFhUwRRJIxbIRS6bwuqOJGIrStQoPSy3JubmVuTaiXQSgpIuhu6T7mlPvQDXDOta1NTAbGr5X9JyI/4pj+KmA6V1iSki6iURPrusmbRdBwQpzZPXEOK96g449AGFYCPa6NCHJuWQ9LXiqVSaMCtxSKY7NAwCwBgAMRhuEBzWTAJAEB3HAc3+yM/KbX6K3/FegKuSnecvpgLM0iH/pezjSn4U76VzHqgK3k5pbS0uNqKFoUFIUDQhQNQQYDqHVrpuza8qpp5KdulN2YaIBStKhdK0pOaFZEbiaZEEhXmv+QRLps5lsHZtNOoSCSeaktBIJzP04QEe1HCtssH5Dp6vclCnpgJd7JoYyH/AOn/AKEBTlkoddcTLNrUkTDjaCkE3VErAReSPGoTUQG1pPY6ZSbflwvaBlZRepdKinPm1NBXpgLs9jjaQVKzLFfxbocA4B1FKDoq2fPART2QFuJVMokWqBti844BgC88Ss1HEBVa8XFQEZ1RaQcjtNlRNG3TsXOF1wgJJ6lhB6gYC+Ncdopl7LmF0F91IYSd5DqqKFfmXz2QHKzhxzrAYwBATnUqj+mZQ9Lv+HdxgLB9kug7KSO4LdHnSj1GAoWA6l1P6SNz1mttKILrCAy8gnG6BdQriQpAGPEK4QHPemGjjtnTTku6klIJLSjktuvNWDSlaZjcaiAZpWUcdcS20kuLcICEpFVKJyFOMB09P2i3YVjNoUpJdbaCG0j376hVRA+CFEqJ4DjAcyWbVT7e8lxHnKhAdPa7fyNNdBZ/xDUBWOojTPk8wZF5fuMwatEnBLxwp0X8B84J4mAcNfug5SrwkwnmqoJoDcrAJdpwOSum6d5MBW2rpBNqSIH5y0e6sE+gQF3eyL/JrJpX8LRX9S/AM2pjWXeuWfOL52CZZ1R8bg0snfuSd/i50qHhrr1a0v2hJowxVMtJHaXkgftD+1xgKPgPSgGeZ3cOkwHb8Bzj7IkDwm3X81b6/wAa9AVvZc+GnkOqabeCDXZuCrahQ4KG8QE6e1tOLZTLrs6z1MINUNFpVxJxxSm9QHnHEcTxgK8mFhSioAJqSboyFTkOiAkVg2m9JqamGzcU1U3hjWopdWMMwfFrjQZAgwG5rC0+ctUMbRlLRZ2mKVKIVtLm45UucTnAaehGmK7NWt1phlx1QolbgWSgY3gm6oAVwqc8ICVzWu2bcptJOScpWl5taqVzpVeGQ80AstrqmEGqZGSSeKUKSfOFQFeW7aipqYdmFgJU8tSyBWgKjWgrjSAedAdNnrLdccaQlwOIuKSuoGCgQrDGoxH9owHlaMqt91cxNO3HX1KcKQlS1c4k+KMQBkBuAgG2fsu4m+hYcRWhIBBSeCk7oCR6aaxpm0ZZmXeQhIaIUVJvVWoIKLygcBmo4cYCFwBAZpFMT2Dj/KAmGiWsFcglOyk5Rbqb3u60KLtFbrwUKCmFBugHm1Ncb8ykImZGReSDUBba1UNKVFVmhpvgK0pjhASezbWeknETDSi04lN1JRka0qkgiihhik1Aqd6aQEtc1ybdoNz9my01dNQSbtDlUBSV3TTeKQGvL61mZeqpGyZWWcIptCS4oA7qhKT2VpAQbSLSGZnXdtMuqcVkK4JSOCUjBI6oDb0T0lEkpS+Sy0wolBQX0FezKCTVFCKE1HdEBM5zXfOPIU27KSbjasFIWhxSSK1xBXQ4wFeWjO7aYU620hkrUCltkFKUnAAIFajEV64C3BrVnNmGZhMoslsJcSWnXSoFNFFwJXd528UpjAROz9LDZ61PsyUi5tHVutO7NR2VQBs2zeqgDGg6TAOFo66JmYRs5iSknm6g3VtuKFRkaFefTAVtMv3nFLCQi8oqCU4BNTUBPADIdUBZchrytFtpDam2HChISVrDhUqmFVUWBWmZ3wEH0kthMy9thLsS5KQNmym6itSb5TxNfQIBnJgO4oCKaS2XIurS5NyIdXdupUoNKN1JJu+PxUT2xzanVUaeImvPHuRM4M/gKxfi1Hca+3HJ/wAXsd0+yP1Rvw3ZbQ6yVpCk2Y3QmgqlrdX5fER3WL1N6iK6eSYnL2OgtmfFbfda4V+H2RuSVWg9mHE2Y2f7LW6gHv8A70gE9o1l/Fjfda+32wC+0SzPitvutcafD7YAGglmfFbfda+3AINBbM+K2+619uAPaLZnxW33WuFfh9kAvtFsz4rb7rX24D3GiciFKULPTeVmaNVNMsb/AN6QGLmh9nm9WzkG9QK5rWNDhXn48YDy9olmfFbfda4/P7YAGgtmfFbfda+3AJ7RbM+K2+61w+fAL7RbM+K2+61wr8PsgA6C2Z8Vt91r7cAe0SzPitvutfbgE9otmbrMb7rXH5/bAKdBrMJqbMbxz5rW8/PgE9otmfFbfda+396wGq1otY6lXBZzVaV8VoZCpHj4EcDj2Yxz06m3VXuRPH6+uKMthvQqyleLZrSuoMndX4cbqaqauUpZnQSzPitvutfb+9IyB7RLM+K2+61x+f2wGTehFmpIKbMbBGRutYY/P7YD1a0TkU1u2ekXjU0DWJOZPPx/nAYL0Ms8gg2aihN4i6141Dj4+e7tgPL2i2Z8Vt91rhX4fZAHtFsz4rb7rX24BfaLZnxW33WvtwB7RLM+K2+61xp8PtgD2iWZ8Vt91rj8+Ak4mFeSX52/twDRpQElTAUaJKyFHoqmvoip2pFMzbirlnj7mFTTdAopKgEpAxwAANRgBdwoCSDWpuGtQY1VxG7NNcYj65cOnSYnjgZSzjYlGi4VAXnK3U3qCiyo9FEgmsdey/8ALU+v4ymnk9UuytR+FLwoCLxob2VRTfga9R342DJgt2WCcJpeAKsLxUbovE0AqaXSeu9nWkBltZS6KvkFIVjiDVym+mfNBA3kQG40phtV4vEnA4klNCgmg3AXSFdAAJwxgHCTn2na7NQVShOeSq0OPGhgNmAIAgCAIAgCAIAgCAIAgCAIDWnZNLiaFIJwoSBuNc4037NN2nEwiYyylWboyxyPUK0+ndhiYm1Ruxx5/WCHvG1IgCAIBlmpJwv3hdpfQalZBATdqLtMa0Pnitu2Lk396MYzE85zwxngxxxb5lnPKnfu4qqB5sIsmQZlnAqpdKh8GnQd8BtwBAEAQGha1lpfSAokFNaEdPEb45dVpKNRTEVdETGTIjRh0qot0XBlSpPYk4JisjZNyasV1/djl/8AOUMd09JspsNobCUqCDeG0F7HHHoOMXFizTZoiinlDKIwxXZoNPcmDSmaPgigp1CvZSNqSLs0HNpg4EYo3GtfpV54DLwanLZM0r8HhWnaKnzwCGzgTUtMHpu41z+mA9mpYorcS0mtBgCMBWgNOFfpgPQ7X5H7UAp2vyP2uyAT3WnvK/2oDYgCAIAgCAIAgCAIAgCAIAgCAIAgCAaJmy1qe2gKaX0KxBvcy7Uej0xX3NHVXe9JmOcT48MMccW1yFVT7s5Q7qj1RYMmSZRVKF1RrXOnopAYmSVh7ssDs6eI6fRALyNVa7Vfop9EBmiWUFVLij0YUgNmA//Z


         


         

        8 years ago. Rating: 10
        Comment this answer

          I have 3 apples,,Darned if i am gonna leave 1 on it's own..>>>>>><<<<<<<<..""

          8 years ago. Rating: 8
          Comment this answer

            hector5559

            they would make three old tarts for my lunch,,
            commented 8 years ago
            terryfossil 1

            Not if they are in my pocket buddy,mine not yours.i like my Granny Smith apples.>>>>>>><<<<<<<<..
            commented 8 years ago
            hector5559

            Russacks,,
            commented 8 years ago
            terryfossil 1

            Russacks ??????????? wot are they?????
            commented 8 years ago
            hector5559

            Bramley Russocks,,
            commented 8 years ago
            terryfossil 1

            Yep,,wot are they,,i am guessing they are a type of apple..>>>>>><<<<<<<..
            commented 8 years ago
            hector5559

            an old english verity Terry,,
            commented 8 years ago
            ROMOS

            Bramleys...
            commented 8 years ago

            ....an apple a day keeps the doctor away.

            8 years ago. Rating: 7
            Comment this answer

              When I get finished.....none!


              ""


               

              8 years ago. Rating: 6
              Comment this answer

                A tree with two apples less.      :)

                8 years ago. Rating: 6
                Comment this answer



                  Did this answer your question? If not, then ask a new question.

                  Top contributors in Uncategorized category

                   
                  ROMOS
                  Answers: 18061 / Questions: 154
                  Karma: 1102K
                   
                  Colleen
                  Answers: 47269 / Questions: 115
                  Karma: 953K
                   
                  country bumpkin
                  Answers: 11322 / Questions: 160
                  Karma: 838K
                   
                  Benthere
                  Answers: 2392 / Questions: 30
                  Karma: 760K
                  > Top contributors chart

                  Unanswered Questions

                  tg888pro
                  Answers: 0 Views: 7 Rating: 0
                  tg888pro
                  Answers: 0 Views: 7 Rating: 0
                  akak
                  Answers: 0 Views: 10 Rating: 0
                  tg888pro
                  Answers: 0 Views: 7 Rating: 0
                  tg888pro
                  Answers: 0 Views: 7 Rating: 0
                  tg888pro
                  Answers: 0 Views: 5 Rating: 0
                  tg888pro
                  Answers: 0 Views: 8 Rating: 0
                  tg888pro
                  Answers: 0 Views: 8 Rating: 0
                  > More questions...
                  479846
                  questions
                  723731
                  answers
                  806847
                  users