Eftersom det alltid är 7 dagar mellan onsdagar så kan du göra det enkelt. Skriv in två onsdagsdatumet i varsin cell (under varandra)
Obs att du måste skriva in ett "riktigt exceldatum". Dvs 22-12-14, 14 dec, dec 14, 14/12 eller liknande som excel känner igen som ett datum
![](data:image/png;base64,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)
Sen markerar du båda cellerna och "drar" nedåt med hjälp av handtaget i nedre högra hörnet. Då skriver excel automatiskt in var 7:e datum
Du kan även skriva in ett datum, markera det och ett lämligt antal celler nedanför. Sen går du till
Start -> fyll->serie
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQwAAAEcCAYAAAAyWooIAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACjDSURBVHhe7Z0LdFTVvf9/QZEKrFt8ABWpMpFJa416q1YsPmAFC9UshaRWbbH/v7ahsfVilWsz1UJdFtSOywuV1KtIVtvVK1Wv10T0xltik4KKNj6wqWNtE80gCC3EB7cELESce7579p6cmcxMzrznZL4f1/bs1zlzDjn7O7/9mP0rC1kIIYQ4YJQ+EkLIsFAwCCGOoWAQQhxDwShC/vjHP+oYIcUFBYMQ4piSF4wT796iY6mTybmEuJGSn1bNtNG/fdMZOpY90CU57bTTdIqQ4oGCYQlGuo0+k3OTkYlgzJv3Jenv79ep4dm8+QUdI2R4uHCrCMlEMF555WW5/fYV8sMfLpUzzzxL58bn3HO/SMEoAWp+/Rf5cOBj+c3/P1nnpA8HPUcYEAmIBUQD4pEMisXIZ/O2vfL2ngMqIJ4paVsY+HbKJ5m+3G6632yMYaRiaQzHVVddpY4PPvigOhL3sPS322X3vgHZf/BjmTjucFl18TRdkiYQjHSYOfOc0MGDB5OGm303xc23Byd18FmZkux+ndxDbEh2Tqb329XVpWOZ8fLLL4VqauarY7p0d3eHZs2apQLiTpk+fXpK9Ulu+Py9XaHH33hfBcQzhV2SEUwq3ZNEtLa2yoIFC1RAnLiH9X/+QB3nf/YoFYDJS5eCC8anjjtOx0guyFQ0Hn/8camurpbPf/7zKm7H6/VKT0+PTg2mcQQXX3yx+Hw+FTf5JjzyyCMqH6DLE5uPeLxrm/imTZuizkEw6Z/+9KeqHkilrv0+zH2nivksHOOl88mjr70nZx0/XqdExZGXCQUVjFGjRsn131siZWVlOic+F154oY6RfGJecrzwVpdExZ28+KZhP/XUU+L3+1V80aJFsmLFClWG/KVLl6o4Gu/xxx+v4ghXXHGFqj8ca9euVfWbmprUtbZs2RJJ33vvvbpWGKd1MUaDfITm5mZ1TBX8O+G6dXV1SoxwRNr8++WTV3b2S/VnwpYFQBx5sWB8z2komGBALA477DD56I9dcvjhhycUDeTfdttyVY+kTiaDn2jY6IoYEEdeqkBkduzYEREDCNCMGTNUwz3jjDNU47R/0zsBAgRMQ0TDBCZtb+xO69otD7Bz5051TBVc14hRocSi8fd/k/0DH8v1/x1U64UQEEfenc/s0LUG2bjxGUehIIIBETBi0X/rj+TgM8/EFQ2kkY9y1KNopEamMyVoyHjpTSNCHHnZBNc1DRZxp6b7lClTdGx4nNTFPRirBwFWTyZAJHCdQogF6Oj9X/nGP09UCwvtAXkvvuN8YV8sh+tjWsyefYGOiTx/8s06Zud8ufM7/6Pj0Zx4+Puy9f6rZeyN/yr7V/2byjviggvko48+wsxNlFigHPUOP+10VS9dbl12i45Fc+e7ie8zMeeLJLheMZCpWODbFlZA7FQq+vkog7WARgUrAQ0debHgGxplptGY89CQOjs75dZbb1X54IYbblDHV199VdUf7trZBveK5wXGInIrve//Q7bs3Cc3nTdUKC+qmCD/8Yc+Vaf86E+oPI/HI8uX3ybLlg3+PRISnizJHPnW+tDyjneThtg66179QJ17YNOm0AcLLlVHYImGOsbmZ0KyaVUn9x4bcE68ayEUelo1G9OpCxcuDD388MM6NQjyUGbimD5FaGhoiJpKNWkcAfJNXYSNGzeqfPs1EAzJrm2Pg2TpVOpaQqXSeD7EzT26jR8+vS0075d/0qmhoAx1DLt27bKe+WuhZct+GPd9toesLQ0vq3tCli88V6fis2zd5iF1yo86TL7+zxOiLAlYGrHpTMGADfpg8TjCsi6Gu/dY8CwH77tIp6KB5VWohVupWBb4N+Fqz5HHeWsDaoDz5gvid6swhtH6lw/kuUWVOkdk9+7dVpezUVn31177XZk4caIuiabg06q9HxySX/9hjxIF0z358Bc/z6pYlBK33HKzWN8Ycv31i6NGt+MFMjKBEBixwBcIxMAeR5ldLMCkSZPU5AKGAhoabpK+vj5dMgjyCi4YAKLR/ma/Eocxl85XgoEjxSJ1Nmx4WlkNTgMZ2eALZPv2bUPiiYBonHTSSUNEA3HkFYVgoFsyZ/p41Q058MR6OfKab6oj0oSQ9MEXiOma2uPJsIuGAXHkFVww4o1hQDBM94SiQUh6YLbnppv+Ve2RYrqhSDuZuoZoBINBnRIVV12WdAc9Y/vA8adVk2OmVmMHOA8dOqTWacTmZwLud9b55+lUNJhWTYebj31Wx6LZ9OxzGZn73HGLZMqjj/6nNDWtlbq6RfLVr16uc8Mi0tT0gJxzzhfluuv+RefGB23GTBREBvIhGOmQbJrShGS/6BwYGFDXiZ06RX6y8nQpxV+rktIE08Fz516YcFod06goH27a2N5mzDtdsJWeWJSFlZt2C8Is2gI4Io180z3hSk9ChufJJ5+QCy/8UsLxCsyIfO1rX1f1UqUgggExQLcDKzfH3/bjIWJhsIsG6mW60pOQUuC11/4oZ58dXrWaCI+nXF544Xmdck5GYxiJFkIZsBT7tuV36NRQIj9AiyMWdlas+LEacMmEZPc73H3GI9k5+Vq4ZZmKYnVf1NLp999/X+eOLI4++mi5wPrCwE/s8a6Q4cG7fscdP0n6OxaMZdxyyw+SvqfxxjAKKhjgvn9vlO98d7FOxSfTBghGmmDAQsNvMc466yzL9DxTjjzySF0ysvjwww/llVdekeeee85qBHfIEUccoUtIIjArcsstS4cVjDvuWKGmWhOBNmMH73TBp1X/9te/6hhJhWeffVZOOeUUOe+880asWAA8G54Re6I8/3zqJnQpcuqpp0kg8JpOxQflX/xi8tW+EAh7AFmbVs015obTxU3368TCuP322+Xyyy+Xo44a3CBlJANL45577pG7775b55BEGOuhsfFeqaio0LmDYHn4N76xcFgrJB5pCwbJHU4E45vf/KbcddddOlUaNDQ0yM9//nOdIsnAOoyHHvq1Wodx8cXVOhebIrWq9RmYJbGvz3AKBaMISUcw5s+/RMfSY/36J3WseKFgpAYsDUydYtYE3vDGjx+vuiuXXHJpypaFgYJRhKQrGMMNQicCg7QUDOIECkYRQgsjPhSMwlMUv1Yl2QEWRjohERhFt4cHHnhAl8QHdXp7e4fEyciBglECTL8n+RRbMtatWycvvPCCCt/+9rd1LilVKBiEEMdQMEhK1NTUyPr163VKlOWBPCegLroqOMZLk+KHgjFCCX5wQMeiSZSfiIULF6pGbRr21VdfLW1tbbpUpL29XeU5AddYuXKlLFmyRI2H4Ig08ok7oGCMUK78r165a/PfdCoM0shPBfsYBhr2/PnzozyC4XceyHOKEY1f/OIXFAsXQsEYoSydNUUe7HovIho4Io38TLnoootUtwQB8VSBSBgBIu5ixAoGPGbZQ6q+O93OJRWflNsvnKpEAuCINPIzBT8EQ7cEgY6ycwO2LLC/v8WCY8Gwu8K3BycNEfXgHi/fwHGw8ZVpXPHlm0I9OzCicczYw7MmFqC8vFwdjzvuuEicZA+8L/Dzat5fHLHMO1Vy8e45Fgy7K3xgHiafDbGQjc+tQCQ6F52cllig25BMEObMmaNjYez1hzuXJAZjRPAti/cd4Jjubz+yTcmNYUBw8Acwwe7oF2mfz6eOJg1lt9e1m4p268pugeEaAHFw8cUXR/JyCX4Tkk5IFYgBXmqOQeQGiAOcQcd7Z5y+vwjA/u7Zz509e7bKA/bzQLx3OQJ+S5Iqdge2cFyLNAKc5sYDZXbnuqtWrdIlQ530op4BaVzTXm7yhiP2HLNDsvXHiHyG+WzzLIjb7w1p43gY5yNtPtuk4xF7TRN3ipNdw6+55ppQX19f3sPll1+unqmzszNueS4DnrmUwLuKf2v77t6pvr/2dw/nmjSuYd7l2PPsxF5jVKYmvr2r0tzcrI7xePLJJ1UZujL33ntvpN6iRYtkxYoVkTL03ezXQD8ZaZOHOn6/X8WHw3SbEKDasBag3FdccYUqh4LCxf+WLVtUGmDvSDu4P4DzQV1dnTqatLkvu+UB7FOPuQB7XWJTmXyDv10huhuFeNZCYwmFNDU1qXcO724676/BnAuLA+ehnSFtsJ+X7F0elemL7bShYP9JgHrmITP5B8gXU6YMPw0J0TBCh4D+Z66wRF4F/OEDgYB8/PHHJRFefvlltd4jXtlIDueff75897vfldbW1shG2fZy8z4gHltmT6MO3uW//OUvkfCrX/1qSD3k4102dfAum88FGY1h5LOhZANjFZh+H+7ZMq3ljDPOUOl0gUhC6IARQTvZsDbMi4GADYBnzpypnuPFF19Uu66P1ICNX/CMCNg9PF6dkRYeeugh6ejoiKRfeuklmTx5svqb4++PcuT/+c9/Vu8vtkJA2rwb5jykt2/fruI4F++lOdce7Oeh/he+8AWV/t3vfifvvPNO1Pt3uEqlyXANxQ4UEjMqqIeHhMVhrBK8+LAyTAM21kg88JnmvHRANwXfzhA6AJMvk+sBCJF5Hvx72IWztrZWmZQ4Ou1KJcJ8CyDgj2f1O+X3v/993MGxkQK6Xqeeeqp8//vfl9GjRyvXCiMdWFJYEGe+aNCA6+vr1bM/9thj6l360Y9+pMrQRTzhhBNUGd6JgYGByL/RJZdcos679NJLZfny5fKzn/1Mrrvuusi5Jt9+3jnnnCO33XabfPazn5Wzzz5bWSUQD7xzcAtShgEV883rFDQMNDwcMdoKoUBDgRrhw2Kvh3p4SIxxAIxZmG4IRAIN2IAGbM63fw5Aw8A1stH4ipl4G+jgD2a+BQ4cOCDbtiV3209INpg6daqMGTNGuXeAXxjuuFWEJBMMfAtAMCDOw+3KRUgm4D2EhfGJT3xCCQbcm5bcOgw3A21HgHgQUggoGIQQx1AwCCGOoWAQQhxDwSCEOIaCQQhxDKdVi5BE06pYg4Fp1X/84x9qUU8606qZOqXO1Ck2cQ/xplUpGEVIrgUjmfOiZOCn8BSM0oGC4QAsXcdSbrPiNDadD2hhJCfYVCNz/QGpXdMj/iqdSbIO3sMFCxaoI5xY4TctWAiUU8y+EeY3/bHpYsTcI/YIKMS9xtsP49ChQ6EDBw6E9u7dq/aGcLJnRjxmzjwnZIlOWgHnOqM91GD9u01vaNdpA/IXhNb26qQjYs/pDa1di+u2W8eULkRSBO8Y3jW8c3j38A7mfNAT38rmN/3YoSrf39bpYO4ZP+wp9nvNJpm4VBxKpVR214uvQyezhkfmSKN4vfXSU+7ReR3i89ZIU1AnSdZ59NFH5TOf+Ux+Zknc2ABxj/hhXKmIRS6oXuyT7sYmyXY79tS1qL8NuyP54a233lK/xsb+GHmbVmUDLEE8dbK4wi9LEn31B5ukxhvefMnr9Vl2gsaWX9MU7Xipw2fqW0GZL7Au6qVZAuKfa/JINvnrX/+qfuoOuA6jxMmWS8VEVPnXSIV/SZzugtXQ57ZKdVt486WeNSKNqhLy/VKxJpy/UlotMRikyq/rWyfUNjda160SP+JWF8iHa9HsyDrnnXee2sIib10SUrxky6ViYqwGvaZC/PfHfPMHe6XbWAWwFuotG6HHEgzkV/rkWt3uPXWLLTGw0WF2xYZVQfLF008/nd8uCSlOculSMULVteKLOwBaK2uUtaDDcNYBuir1os9pE1+lzid5g4JR4hjvaLlwqTiIR+pW+qS73mYVeMqlwkqFuyE2kB/wizFIgk2Ng+cEeyRQ6bWuhni7tAZULskjFAwSEY1su1SMwlMnK6NMAqur0uYTq08SM4iJLkytNNeH85ZI9WCXBJaK+GUu6i7pkYrI5apkXi0HPfNBGRZo6DgpErg0nBQDXBruEty+NByWwXBgzIIUNxQMl5BLwSDEKfEEg2MYhBDHUDAIIY6hYBBCHEPBIIQ4hoJBCHEMBYMQ4hgKBiHEMRQMQohjKBiEEMdkLBjYVTvy4yErYN/OZKCOWRZsjxNCip+MBOORRx5Rm/pG9jOwwg033KBLCSEjjYwE47777pOnnnpKp4ZirA6fz6dzkhOvvknPnj1b5xBCCkXagmHvVsTjqquukhUrVqh62A/Q1E9EsvrHHXecbNy4UadIpuAXq+kEQnI26NnZ2SlLly5VgoI4fl2ZjGT1q6urdYxkC7MnBo5OAiEgbcFAwx7OckB3BeUITtwLpFqfEJJfMrIwrrvuOlm0aJFOhTGzJDNmzJDW1lYVd0Kq9Qkh+ScjwcCMCJy1wtowwcySwFMSPJ2Z/OFItT7JDfBHMmPtG/Jk9//qnHRI5LqQLg3dTsZjGBAI041AMKDRx8tH3AiCPe6kfqlQyJ20PEeNka987ij54W/fyVA0nBCUphqvcj8Aj2Y1VJKiJ2eDnsS9NJz7Kbnq9GPyIBoeqWsJ+0iFR7OWOuNcmRQrFAyivLbHhgde7pP9Ax/Lik3JZ7cyIsq3atjSiBDlX7UpuisT1ydruLvj89XY8ki2oWAQefN7pw4J3z5roowdPSoDD2g2N4iRYHdvGO1DtacNjo6MKCTzr4qyeD5ZQUC6vSutfL/Qw2puoGCQIRh3iZk5NdLOkdGoIwFOkzXKt2qtzDMtG57eawMC96pJ/asm8smqqJTqOezW5BIKBhnCM1v35s4DWlZI0ScryRplW7ZsoV8SFwC/JIcOHZKBgQHlm+SYY45JezYFy7yxehOezJyu4kzN6xnGExrF29Yi0eOY9nzElWdlNeipxiXm9shi1Z2ILgs21YjVQ7EslsHzun1tMYOkiT6TpAv8krz33nvKJ8no0aPlsMMOk7I333yTguEC7IJx4MAB9Ud0t2BYSSUSfquDAdCFsdXv8KnuBqj0+aTC35rgPIvaNZaVYQkKBSOrQDDw5TRmzJhBwdixYwcFwwUYwcAfEIKBdPEKRpaJsj5IvoBgjBo1SgkGvqCUYOzatYuC4QJiBQPHYhUMDEYOB8YenIJFXfXdPmlrqRMaD/kDggGhiBKMd999l4LhAiAY8K2KLgl8qyJkIhjpkD8LAytA54p/sM8ha2hd5B0IBvyqIqBLopwxv//++xQMFxArGPv3709bMAhxAgRj7Nix0YKxZ88eCoYLiBWM/v5+CgbJKRCM8ePHRwkG12EQQhxT1tXVRQvDBZhBT7MOY8KECbQwSE6BhWH1QKLXYYQsdDkpYkyXBGKBLgm2MKRgkFwCwZgyZYrqkkA02CUhhKQEBYMQ4hgKBiHEMRQMQohjKBiEEMdQMAghjqFgEEIcQ8EghDiGC7dcQrYWbqX7S1VDwfbEIHkn3sItCoZLyKZgON0DI5aCbqJD8g4Fw8XQwhgkvMdnQGrNfqAkJ1AwXIy7LIx4e3pma5PeoDQ1BaWuTqyjxzpyD65cwd+SkITAJWLmTpjzgUfmiCU83nrpKTdiATGik+d8QMEgSiTgR/W9/R/lyQlzZnjqWtSeoOyO5B8KRoljxALOl0F+nDBri6Bj0EfqoOf2ZGVWqU97PENQzlhRHy4YtTe0KAetJNtQMEqcNS/tViIBj+3AeG7PqRNmhdXAG0VWwnNZm0/Ev8TWpUhcBi/vEbeLzY1WfpX4lQtG7ZqRZkdOoWCUOP+90BsRCwPSD19WrlO5wmrgK7XbALtfVUWSMjg4UhaG3bEzyRcUDBIXz1FjdCwdPOKt1FGDcqJcIZFxyiiC0tuto0OwlcGhkfKgCAujTXyxn0FyDgWD5ACPlFdY3YolTVZzD9Nxv18CtfNsvkUC0tquS4Pt0hqweXJPVBbskUClN2x5qHxESD6hYJCcUOW3LADxy1w9QKk8l0WNL1RKRc+ScPdirl8q1tgdFSUoq7p28JpLeqQiYmFUyTyr28JBz9xTxoVb7mBkLQ1PtogrWRnJJ1zp6WLctDQclkEyMMNBwSh+KBguJluCURzQwnADFAwXM7IEg7gB/paEEJIRFAxCiGMoGIQQx1AwCCGOoWAQQhxDwSCEOIaCQQhxDAWDEOIYCgYhxDEUDEKIYygYhBDH8LckLiGbvyVJ9xerxeDEiOQP/vjMxWRbMJzuiYE9MFCXbhJLD/74jBCSERQMQohjKBhEOS2Cm8TgBwd0TmbA2ZDd+ZAC7gG436broWCUOMbz2Vc+d1SGrgUGqZpXK4FBJyOKjg3NUmu2BYd41DRJEG4DvD5JT0awMxf9qeYbCkYJY3eTGOvMKCM8Xqls3mATgg7Z0GxzI1Dll56WOvF46qSlx75bOCl2KBglDNwh7h/4WB54uU+m3/PakJA2njlSXdksG4xidGyQZptPkqH+UVVu2GJoMp7N7N2aoDTVDJ7j60DdOP5UlcVi6hnLJXxdn6/GlkfSBtOqpPg5dOhQ6MCBA6G9e/eG+vr6Ql1dXbokdWbOPCd08ODB0GOBvtBnf/pqaMXvtql0vGDq4pgKvWsXhBas7VXx9obpoYZ2FY2hPdQwfUEoXA3x6aHppmJ7Q2j69AYrV8eHXMB+LohJW+eEPz98XXMvxDl4x/Cu4Z3Du4d3kBZGCXNJxSfl9gunyoNd78ldm/+mc7ODZ061SGu7ZRvA1WGleO07gCf0j1opvmu1HVI1T2qlW3phZKguTv3QgVQ7yhWjtjhw7XrL/oiMo1RK9RxuQZ4NKBgljhGNx/70QdZmSRTolkirtHe0W/+vlkh7Tcc/qhrr6JGVEvaGlniypVZfVwd6cs86FAyiRKNz0clZmyUJ4xEYGf56v1hf72F/qCAD/6ieuhZpsxSmW5kdMXjKpcKyVxo5bZJTKBgkZ6BbUhnbHUjoHzUJkS6MV+b6K2Sx8nAU60+1SvxtPkuh5kbqct1H9inD4IaOkyKGvyUh+Ya/JSF5IfINHycQd0MLwyXw5+0k3/Dn7S6GvlVJvmGXhBCSERQMQohjKBiEEMdQMAghjqFgEEIcQ8EghDiGgkEIcQwFgxDiGAoGIcQxFAxCiGMoGIQQx1AwCCGOoWAQQhxDwSA5ZLe83tEhr++2Yq93SOfWfTqfuBUKBskhk+SUqio5ZZIVO6VKZkwbp/OJW6FgkNyx+3XpsCwME3JnYcCS6RTnl7fXz9W5qV4XpHNOfqFgkNwAsQj0S/mMKqmyrIyqqhkyeVcnuyUuh4JBcsA+2RrcJZMrZ8hgL2ScTKssF+ndan2PErdCwSDZZ1+f7No3WSZO0mnDuIkyeVy/7N9nCUpneDA0AiySzq2W1Fjs2yqdka7M61pgwub666932vLigXrWefriGGyNdIuiPjAe5tytye8vFtv9JrKgEt5H1Ln7dWbxQsEguWHcOMumiMc+2bfPsjY8k2VX32DD2d1nWSSeadY5VqPttOKmK1MpEow0wn3SP67Syj9FYrUoDIQoIFJpnYeRVgsMtoa7RJVWlyiYZHzAfu60JPcXyz7lzrESnzEDFlQg7mfEvw88a6+Mx2daZZWyy/qvuKFgkNxgWRHx26YlJGh1kyxrY1efthR2S19/uUxDG9+3X/rRCK1vePVtHNhlXcpcaZxMnph4pmVXoFN2TZ6hZmUiRAZeA0kb45BzE93fEMZJeaUWknHTxDMZgqgKool3H3jWcYPXHTfNI5PD0aKFgkGyj+p67BLbF3QY1VUZL2NV65ok08r7lfWwb2tQ+idPtH17Tw5/Y5sQpQCJQCsdZxMXC5j7ymjAdWZIeUKtiXNu0vtLxD7Z36+jdhzfR/FDwSA5QHc5AvaxhrD5LeXTIt2JcROt79NdW2XrrvHiMaOj48bKeOs7eLAb4hTL+qicYZn1gcFxBFg5pmukxErlxiHOuRaD92dJWELLZp/VdTGfl2DsJtF94Fn39cpW/Y8EYRq0gjCeEm/61h7PPxQMkhsmnaLGHwJ6QA+mOMYHohZvwRKxmsiu8RNtYxKT5BQ1FoDBTX3usIOVg0w6JTx9qwYoJ02TcukNDyoG9sn4RG1eE3UuMtDFGI/789hme2IZZzX6QPg+1XhEnPGVhPdhPWslhDX8nAHrX6PYuyR0ZOQS6MioMGB2o29ieLVqqUHPZy7GTYKBb8vhwNhE0WPGHmbEmx0Z+VAwXAwtjHyCKdZO6d03Tspn2BeflRZ0lUiII8bJNLUOpHTFIhEUDEKIYygYhBDHUDAIIY4p6+rq4qCnC8Cg56FDh2RgYEANfE6YMIGDniSnYNBzz549asBz9OjRcthhh0mZlUHBcAFmlgSCgVmS/v5+CgbJKRCM8ePHq1kSCAZnSQghKUELwyUksjD27y/+PRSI+xg7diwtDEJIZlAwCCGOoWAQQhxDwSCEOCYtwSj136vx93qkVKFgpAEFg5QqaQkGpvhKmVJ/flK60MJIA1oYpFShhZEGtDAcsGmZnH766Tosk0062xFbfylXnn6l/HKrTpOiwT0Wxour5bLLbpKWHTqt2CEtN10ml61+UafzQyGe/6XGr8oP1u/UqSIHDf56kdVdXdKFsP4kCaaiGNOuloe7Hparp+k0KRrcY2Gcfb3cs1Bk3WOD4rCjZZWsk4Vyz/Vn65z8UIjn/0Kt9fAPtcjLOl3UvP2WvHHySXKiTkIArp6l48TVuGoM4/iay+WCZ/5TWxkvymPrRBbeWCPHq9L8UZDnP36BXHb+s9L8pAusjFkXyqVvrJIfxOtTqO5GbFdlkyyzuiDLll2p88LpyOlxzyGFwGVjGGfL9Q0nyLpVLdKy+i7ZtvBGqcm3WlgU6vnPqvmayCPrZYtOFy+zZHnXevnyb+arRr4s0sItIZj/G/nyet1VWS1yX0QV3pCek35i5S+3zraT7BySb1xlYSisrknDCetk3baFcmMh1MKiYM8/Zb7UnrtZ1q9dqzOKmWly9cMYv7hReq7XorE1KD2WMKyar62F65+QN956O1xdTpYvz44zaJH0HJJv3CcYL66Wu6RBicaq6BHQvFHI5z9r/hUiL7ygUy5g2tXykxtPlid+a8yMSwcHQxGWOxncSOcckgtc1iV5UVbftU0WfuVsy9BokBPWrYqZNckPhXt+iynHyVT5tE4UKZt+aZsS3Sobf/OGnHzSiZZ4eMQrT6TWpUh4jn2cI1GcZBsXWRiYQrWPW5wtX8GsyaoWqyS/FNTCcgOzPPKW6UKcPl9WeVfLw2qOdJYst7ooVv9Cl1lhcIAjAemcQ3JFWjtuvfvuu3LsscfqVH54cfVlcte2hXLP3fZZEYjI92TdCQ3yX3mcWi3E88OqCe+49YI0fv1R+drq73PHLZIzEu24lZZg9PX1ycSJE3Wq9CjE8w8Kxsjbog9Wgx2MU5DCktUt+grahy8CSv35s01kMFMHUry4b5akCOAYBilVaGGkAS0MUqrQwkgDWhikVCl79NFH+fa7AIgUXCWagc8zzzyTsyQkZ5hBz1deeSUy4KlcJVovYsqC8fbbb8uJJ0Z+i1hyFOL5zSwJ/KpilmTnzp0UDJIzjGBMmTJFzZLAvyodGRFCUoKCQQhxDLskaVBMXRJCcgW7JISQjKBgEEIcQ8EghDiGgkEIcQwFgxDiGAoGIcQxFAxCiGMoGIQQx1AwSI7oEJ+3RpqCOklGBBQMUoRQbIoVCgYhxDEUDJIHYi0GezooTTVe8XrDwdeBsnpploD451p5vg51hgSbpEbX8Xp91hVA+Do+X00kr8M3eK3IuSRrUDBIYem4X/wVa6Snp0cFf1WV+HvWSK1Uiq/NyvNXoZL45rZKNdKot0akMaI+Aen2rrTy/YKaVX5dB9dobmS3JstQMEhh8XilsrleapK17GCvdBuLA5ZDvWV/9Jj6lVI9x6PjFh0+bWHASiHZhoJBCounTlosi2ClLFENPXEvolbWaCtEBWV5xIBuS73oem3iq9T5JGuUbd26lXt6ugDsh4E9PbEfxoEDB9T+ikW9Hwa+6Ru90tZSJx41TjFXehajy6HL6rutLkeL1NmMg2BTjSUbK6WlLig+b6N4I+XhcY1uX5tVZjtB5dvq2T8T4qG6MdGfQZyD/TDwzo0ZM0bth4F3DpvLpgxEppQpxPNbf7iQJRShvXv3hvr6+kJdXV26pNhoDzVMnx6aPn1BaG2vzgLtDVYe8q3Q0GDV0eX2/OkN1tlh2htMXZ3Tuza0IFLP5OOz7J/TG1q7QJcvsD5jQcw9kJTAO4Z3De8c3j28g2Uo0ILiGO64xR23yMiHO26RvBCZ1tSBjBwoGCTrRAYmdSAjBwoGIcQxFAxCiGMoGIQQx1AwCCGOoWAQQhxDwSCEOIaCQQhxDAWDEOIYCgYhxDEUDEKIYygYhBDHUDAIIY6hYJQoe9rvluDiskjY+dNZuoSQxFAwSpCDu3tkz9N3yoQ5V8hR1VdL2ehPyLFfb9KlYcZf86CU1T0h5577xahAShsKRgmyp22FjJ5wrIytPEf2Pv8bmVC9XI6YNLhvxYNbPpAf/L+LVHzjxmcigRDu6ekSsrWn54dvPiO7/n2eHLNgkex/4yXZH/i9yj/ycxfLp77TKq1v/F1e/duAylu2brMcvC8sHGD27Atk8+YXdIqMdLinZ5Zw856e23/y+VDvv4gKff8xL7Rz9Zmh7Xd8TpU9F+wPLe94NxLkW+tDlkBFwsyZ56h6jkiwV2fqxO7baSdZmYW5hwVrQ4m39rRfY5jrGdT+oiN/v9B4e3qyS1JiTPVtkWOufEBGjZug0h+91yeTvvW4rG7ZLHPu7FBWhQng1mW3RIJjorb7t0KbV3rz7oSsQ3z1zVK7xvp8tXN5FlGuEUpzN3IKRgny92cbZcxUj/Rv2SRHzf83OfzYk+Ta6i/I3p99WXVBTAC3Lb8jEhwT7JFApXewkVoNrC6OG5HcUyleuhjIKhSMEuPvm9fKwI7X5MO3/iRHf2W1/GPqLNVPLSsr0zWyQNU8qQ34ZckQb2ZhX6hNTcY7mTfK41lSv6g236pDvKQNKQv7MTH+WWuaOpT/1qhLwodJTZPE3uEgye5Vl6lk8meKvrcm23nuhIJRYvz9ufvU8ZMXNsg/nbtIvuTPRV8B/lHbpLp1rmoo0W3fasQ988JdlTW1EvDfbzW5MIn9olrnNIqsVN0bn4h/yTBl0f5ZWyzzpm5xrTRvGLyRjg1Wd2XxcF2VxPcaTaJ6lpjM9UsFukVW2Uppdb37RgpGiYExDE9jSI6u/rHyc/KHPUfqkmzjkbqWcCPurreLhtWIr9X9E1gi0i29pvEn9ItqnbNSN26re7O4NiAR16pJy2zgs5o3RBryhm6fmNtITJJ7jSJBPfiErRz8HE/dYqvM3VAwSgwsvrrlB99X4UdLb1Z5R3znf+IGkNagpx2rEa/0VUZ9u8claqA0mV/UoPR26+gQkpVVybW+buX1PdjUKN3Vc4axLkg8KBglSOxApn2g0x5AbF1HdDTZugxBaW8NSOVwo4/2gdJgu1in2AhIa7u+oCqrlXkR6yBZWTSeOdUirffL/a0S7fE9V3jKpSLgl/u1VkKo2CUhJJaqcumZGx7o83rnir9iTYwT5ThUXSs+8ctcnLOkRyqiLIxKqegJe3f3qjEBv2UvGJKVxYAuS0WzNFcsztOUaJX419RKs9Ulw/0tkWrXd0m4cCsN3LxwC4uv7IuxYhdn2UNGC7eKFDh5Nv6d845a8JXJIrb8QmfMWcLNzphjf0D2/MnhcYxEzHzjTh0L42RpOL5N44GZgoKCcZIlIiuzvZDLIZg2ru/2SVuBPj9V4jljpmCkAb23u42gNNVYXaNApfja8rlC03yuTlodkjU9SbpMRQYFI0tQMEgpEE8wOOhJCHEMBYMQ4hgKBiHEMRQMQohjKBiEEMdQMAghjuGeni4hW3t6EuKUeHt6ch1GGhRqHYZdMN555x1dQkjumDp1KgUjU/L9/PgTQSwQBgYGlGjgiIVcEBKEfLJjxw45/vjjdar0GOnPP2rUKBWwUGv06NFKLHCkYKRJIQTDLhoQikKJBdi+fbt8+tOf1qnSoxSe3y4aCBALCkaaFOL58WcyAmEPafz5Mmbbtm1ywgkn6FTpUQrPjz1ejWgMhlHyf60m2TPrSrKwAAAAAElFTkSuQmCC)
Där fyller du i att du vill ha 7 som stegvärde
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AQU1Mul0v81pg9Jw6Yod4aMzU1ZfKNQm936e3tXbk1Jjtw0gzd22HCt8Zo0ltjNC0vL8v9Mzdwa0wVcXtFelF31VOq/PTWmJM7zkpLS4u5Jaa5uVk2bdpkbnkpdFuM3vbi5sNJ2WGt4z7ThGlxcp9purBDTi/qrnpKlR/3mQIAgFgIpnXu+9//vjz22GPyyU9+Urq7u81Qx3U6Ko/yTy/qDmtBMK1Tevr4+PHj8tRTT8nevXvl6aeflpdeeskMdVyn63w9xYzkUf7pRd1hPQimdWpkZMRcu/jyl79sjqqvvfZac/1Chzqu06+66io5duxY8AkkifJPL+oO60EwrUN6GurixYty+PDhghfvdfqhQ4fMctGnrfRh7MHbL4I0uOZXWOh3ZKTRXkyRXPmHy06nlfMmkdBy+j5OrTx9s9DKS+MRJVx32WxW7r33XrntttvMUMfX89sx5Y+6RjCtQ88++6x84hOfCMaK0+UK377kvFh4Ql8txavYypFc+YfpM31HVt+xWVBoucyILOn7+NoGvGDAA/eLcevu9OnTcuTIEVlYWDC97XWo4xpQVdm/HX1Z//x+AmqdI5jWoVdffVVuvfXWYKy4Xbt2yd///d8HY0XoOx2DrH0bij3qzn8nonNUPjgdTLPceXbHotMyMjiYkc110mqqSPkbfln5xR3kR71WZ1Cmq/XgLleoruqv3JPg1t3Y2JgZhulpXlV+3ekLDyakf/xoiTpRWi92+qhTj6h1BNM69M4778g111wTjBWnP9qf/exnwVhhC6NHZbyrXW4yY/ZtKJompGPouLcL8GUH98v88Jw/r0dkPJiudJ6+dNk/Urc7FjUr8+1jslQnraZKlH+0WRk61+OX9US/zDr1sKpwXdVbuSfBrbvXX3/dDMPs9LXV3U3S3jUr517TfHm/nzGZzPv9oLYRTOvQ1VdfLW+//XYwVpz+aN/3vvcFY2H+2/h1p9F57pH8na5eh/Omb9683/vBz8t5ExizMj3eJX3dwVJ5rVmd5wXX/fqZThmatTsW5XymDiRX/qV0yfBDwclcU9a2HkIi60rVV7knwa27LVu2mGGYnR6r7sr4/bQNPOL8flDrCKZ1aOfOnfLKK68EY8V95zvfkT/6oz8KxsLsdR//ms/qmVlvR3C0XeaCI+vyf/DudaQl0ct49Si58k/AuuuqMbl1d+CA/1jUsAceeMAM11R3C6dkcrZfenSbp07qEsG0Dumzgb/2ta+ZRxYWo/N1OV2+uDYZGBuWebcDUsc2v5WanXZORfmnsiZPBU2fYvPqWPLlH1NkXSGKW3d33nmnDA8Py4033mieMatDHd+3b98a6y4rg51DIsMPrXYKW/PvB7WOYFqHduzYYZ6L+cQTT5jn/0bR6Tpfl9PlS2obkLHhedmvnVX0lOL4fv801bQ4R9Z+0JWhztLzyrrFI52SK//V0+zr7glasK4QJVx3GjgnJibMM8Z1qONrrrvNfl+B7EBwSn1dvx/UOh50nzAtzlp40L1+5+joqCwuLpou/Lfccov5gerpVT09pUfVra2tMjAwYI66G1klHpa+oeWvpxHN/ruc22jSre7qzrEwmpHOyT6Zq5EOYqXKr9EfdE8wTVitBFNLbyrXe+G0C7/2PNQOE3qdR09PFWuR6s6jEN2p1JNK7JCtJMu/dLnrbRXaocVr0XgtoXq9Ju2qxborpdBvS+vXBNCh2WCK9jHIim3QbrRS5UcwJZgmqtaCKUqr5A4ZlUXdVU+p8uMVbAAAIBaCKQAAMRFMAQCIqSmXyyV+zXTPCf9mZ71mWv5DvOuDXgfVDgr2mml24KQZutdJw9dMNek1U03Ly8ty/8wNXDOtIq67pRd1Vz2lyk+vmZ7ccVZaWlrMtdLm5mbT21mvhRa6XqrXQ918OCk7rHV0QEqYFicdkNKFHXJ6UXfVU6r86ICEuqbd+x977DH55Cc/aV5srEMdj34PI5JG+acXdYe1IJjWKW3xHj9+XJ566inZu3evPP300/LSSy+ZoY7rdJ2vrWIkj/JPL+oO60EwrVMjIyPmdIu+e1GPqq+99lpzykWHOq7Tr7rqKjl27FjwCSSJ8k8v6g7rQTCtQ3oa6uLFi3L48GFzvSGbzcq9994rt912mxnquE4/dOiQWS76tJX7gml9Qt3mMp4Pm/+ZRhUu/yjllb99tquf1vt43uoJ17+Ol3oGs/uZjd9+kqg7/a1cVlf6iMdYL2Hf+LJBcQTTOvTss8+aZ4qq06dPy5EjR2RhYcF0ctKhjmtAVbpcyR7X3o5gv0zIUiM8ny4BbvmXUrz80/7KuoyMpOz5wEnUXaanX8an86Npdnpc+h/hJez1jGBah1599VW59dZbTX5sbMwMw/RUldq1a5d59mhh3hGxPjQ9b0+uR8m2xVToaDl8JO2O+/nBwYz5jow30bR89ftWX5rqLz/qHdEH/5Yut8r5G0KfMd8bqxUQj1v+pZQu/3xaTrYc9Dmu/rpfXlb5LSOnrFbqQK2/jC//jE7X5wL7b0tZnRb+98LfV1sSqTvzVphpb20tfel38C5Tb6sczQRlsFJ2yi+r/G3XLa9pM8VX6DvU6mcyo6Oh8kclEUzr0DvvvCPXXHONyb/++utmGGan649OH+JdyOTBo9I+l9+6yHrRdX54zm8xTXTI0MH1BK5ZmW8fk6U5/5VT0z3ed3n5rrydkLdjPtcT/Dv9Mjt0fGWe/g36Wiv/xeVHnR1G8L0b+KYNt/xLKV7+7mu8/NOlmZEJ6TDlkJXjQx3OQU5+WY07754tXl/rK+PLP6OtUH3Rtd+aXnndmKPw99WOZOouIz3947LSONX3kvb3BL+hNhnIahlosnVp5W+7efXWI867TQt/h/uZMZnkfahVRDCtQ1dffbW8/fbbJr9lyxYzDLPT9Uenb8OINiuzs+EXeutRdpf0dQc7Sz0Kn52Utb/zO/iOtm3S4eXbb/Immfy8nF/5Lm/H/FAQLPTfWZmnf4O3c9mvQaZThry/8dxrZimP87dtELf8Syle/u5pXntAk5GH9L2yXitw3n3ZdNGyKlZf6yvj6M8UU+z7akdSdeee6jWneP1mqU+vn5oDJG3J52/vq9tuRL35OV/kd+R/pm3gkfzPoKIIpnVo586d8sorr5j8gQP+06jCHnjgATPU9zPqa6Wi6c5cj3wP1mArwg00tXU90S3/UoqXf7S2bR1m2LGt0gcNSZdx7daZlVjdZR4KWt9egJsfFnvsYYLg0XaZM2WgLfl1SOI7kDiCaR3SxxnqC4z1KUt33nmnDA8Py4033mge7aVDHd+3b5+Zr8vp8oVlZCTv1KCewnJaq3oKq6tPLm8M3iTtXU7rQ5cLsvH5353fYq4dbvkXU175h2X9a9jeTlScU7l6FsGWx8LoUadOyq2vsKTLuLbrzEqu7tqku8+/TDLf151/yaFjmz9e9DcRKq/wspHfUeIzqCiCaR3SFxfro7yeeOIJ88hCDZwTExPm0Y461HGdrvN1uZIvOs6MyETHkHQGHSP863ad/mmm/fMyPBZ1fbJNBh7Ra3d6KspL05LgEbT33WP+tVb/VFep2y+qK1z+Ucorf/eaqd/RxL8mpqd3g9O9Kx15uqTj3EGzXOeQ5NVJefUVtp4y9gP3agckV23XmZVc3XlrrNF0VvIvO+jp2vH9fhkU/U2EystdtuB3FPkMKo5n8yZMi7MWns2r3zk6OiqLi4umC/8tt9xifmB6ek1PT+lRdWtrqwwMDJgWayOrxPNdq1v+2oNTO4plJaLfT11Lf91Vjvb27pzsk7mEOuOVKr9GfzYvwTRhtRJMLb2pXO+F0y782vNQO0zodR49PVXsqFp3HlF0h1JvKrFDtqpT/gTTcmx03alK/35MAB3ymsOGXqNObpsoVX4EU4JpomotmKK0Su6QUVnUXfWUKj/eGgMAAGIhmAIAEBPBFACAmAimAADE1JTL5RLvgLTnhP/UHe2AVPiNGPVJOxVpbz/bASk7cNIM3U5H4Q5ImrQDkqbl5WW5f+YGOiBVEZ1Y0ou6q55S5acdkE7uOCstLS2m41Fzc7O5dUg7FhXqfKSdi9x8OCk7rHX05k2YFie9edOlkjtke3vF9773PXn33Xfl/e9/v3z0ox8teXsFykPdVU+p8qM3L4DE6UHS8ePH5amnnpK9e/fK008/LS+99JIZ6rhO1/l6IIXaUu26818/yKvS0o5gClTAyMiIOULX98Z2d3fLtddea47SdajjOv2qq66SY8eOBZ9Arahu3S3I+fYJWVp6RNbx6iXUEIIpkDA9PXjx4kU5fPiwOUWVzWbl3nvvldtuu80MdVynHzp0yCyny1/OeTG0TWW9UFs/RytnvcJ1F6XsuouoL/NC97z6aZNt5/Q5u0eljLcPrAHbQbURTIGEPfvss+aZrur06dNy5MgRWVhYMNfFdajjGlCVLle4k577yjJ9oba30y0roGK93LorpXjdefJedK8W5NSkfdTfqsyI1m/jPQqy3hBMgYS9+uqrcuutt5r82NiYGYbpqUK1a9cu8+zX0tpkIDsh/eP6jkwdX5DRzGqr1X9Li7ZG9GXR7ptbwi0Ud9zPDw5qa8m+lWYtreD649ZdKcXrrkv6++fl6GrBe8V9XCb7hp03uUTVoQrqaNS+ANydV+gzSj8XzBucDqahWgimQMLeeecdueaaa0z+9ddfN8MwO113fPoQ9fL476v03xGrwdW2WvUVa8e9XWlGRszLov0Wbbasps6szLePydKc/+qu6R7v+7x812Wtqsbg1l0ppequ/aFHpGPylBf+fNnpeenr3haMqag6tLwDonM9/ryJfpldmVf4M/7r+eb8eT1ewziYjuogmAIJu/rqq+Xtt982+S1btphhmJ2uOz59G8m6ZG3LRVuj83LebaSUrct/32bbNunw8u03eZNMfr3fl25u3ZVSuu4y0tMxJMc12i2MylF55PJTuQXr0DsgeijjZ/X9pe68yM9kZXo8qEtlPoNqIpgCCdu5c6e88sorJn/ggP8Ak7AHHnjADPX9mPpar7IsnJLJ2X7p0X2s7lCPtstc0EJhx5kMt+5KKafuMg8Ny/x01qu6SekwFedYTx1S7zWLYAokTG/q1xdI64M57rzzThkeHpYbb7zRPA1Ghzq+b98+M1+X0+VLy8pg55B4zRWvvRPo2CamHZKdLnJKzz017Cm6LNy6K6bsumvrlr75o3LwXJ/YhmaesuowJPIzfj1P2ttrqOeqI5gCCdOn4+jTX5544gnzlCsNnBMTE+ZpYDrUcZ2u83W5wk/T8TsS2VN6MuFcB9XTeON6S4U3b1qcFkpGevrdDkhtMvBIv4zvD74nb1mEhesuSnl1Z2n5d4i0d/sB0FWwDoso+Bnv3xnzr3tTzxuDxwkmTIuTxwmmSyUeSad1Ojo6KouLi+YWiltuucXs5PQ6m54e1FZNa2urDAwMmBYr1oe6q55S5dfojxMkmCaMYJo+ldghW/b5rnoLhfb81A4rep2t1PNddeddjO7Ykc66s9JWh6XKj2BKME0UwTR9KrlDRmVRd9VTqvx40D0AAIiFYAoAQEwEUwAAYiKYAgAQE8EUAICYmnK5XOK9efec8B+hpr15i76iqA5pD13tOm9782YHTpqh24M33JtXk/bm1bS8vCz3z9xAb94qqmSPUHt7xfe+9z1599135f3vf7989KMfLXl7BcpD3VVPqfLT3rwnd5yVlpYW04u3ubnZ3IervXQL9eTVnrpuPpyUHdY6bo1JmBYnt8akSyV2yFqvf/mXf7ly439nZ6d5iLq+lWRubo6HNiSkputOn6O7f1z6J5ZkJOpRgilTqvy4NQZA4kZGRsxORd9b2t3dLddee63ZsehQx3X6VVddJceOHQs+gVqRVN1lz+sD6eek/Xwjvsyu8RBMgYTp6cGLFy/K4cOHCx5V6/RDhw6Z5XT5ghZGJZP3cu9S3Jd/l2ZfBp7/kmmX+31r++40SrLubpJJ6dzc6f1f32uHekcwBRL27LPPmtOD5dDlivUrMK/u6u9YfRtIovx3YJb/IvH6l2TdtW3rMMOObZRtIyCYAgl79dVX5dZbbw3Gitu1a5d59mu0BTk12SE9Iz3SMXnKG7PCLUQ7rkN9YbT71hg732+Bbs5rZa4uO5hdkNGMDs0HvNmDsjkz6vybjSG5uvOKcHpehieGZf6oW45+XQ0OZhqyfOsZwRRImHZUueaaa4Kx4jTA6UPUI+nLwDt6JKOvVesYkuMlL71lZMS8MDq/tZkd3C/zw3PmwepLEx0ydFB34vnLjmTapLuvS8an/X9k4fy8dPVFvDasziVXd6NyVB6RgcyAPNIxKfknFmZlvn1MlrIDDVe+9YxgCiRMe36+/fbbwVhxGuD0bSRRsseHpKPH7waa6elfCXRr45/K7esOdtv6PszZ8M7d19bdJ13z571Aqy1iWf1MA0mq7szp+ZW6C5+md+oDdYNgCiRs586d8sorrwRjxen7MfW1XpfTICirL/XeryPT3tQKauuWPvECbdZrEXu5RtzfJ1N3ejAym1d3s0PHK1t32HAEUyBhelO/3ouo9xIXo/N1OV3+MtlpGe+f8E/NBmmif1z8xulN0t41K+deM0v6ywbZy2Wkp392tWWky3YVCpR6qlfk3PQ5bZY25CnIZOruuAx1FKo71CuCKZAwfTqO3rD+xBNPmAdzRNHpOl+Xi3qaTtZrlvYHpwmt1VO9bTLwiJe3LZ9pkX5/EY8fPN0OSJmRCekY6gxaSfMyPFb4Wp32QB0fn2/Y05CVrzvUK56AlDAtTp6AlC6VeIqO1uno6OjKU3RuueUWE8y0laKnB8t+ik6VLYxmpHOyT+ZS0jmGuqueUuXHE5AAJE53sg899JB85jOfkdOnT8unPvUp+ZM/+RMz1HGdrvM3cmdsWqpO0ltjOoekaMu1EcStu3C5ugn1i5ZpwmiZpk8lWjeoDuquekqVHy1TAAAQC8EUAICYCKYAAMREMAUAICaCKQAAMdGbN2HV6M2L5K2lRyhqC3VXPfTmLawpl8slHkz3nDhghhpMi73vrx5pgNRHjNlgmh04aYZuAA0HU00aTDUtLy/L/TM3FAymAFCLNJie3HFWWlpaTBBtbm429+JqkCwUSDVQuvlwUnZY62iZJkyLs5ItUwCoRdxnCgAAYiGYAgAQE8EUAICYCKYAAMREMAUAICaCKQAAMRFMAQCIiWAKAEBMBFMAAGIimKbM3r1715wAAJVFME2hb3/722UnAEDlEUwBAIiJYNpwsjK4ebNszksZGV0IZidO/71Kfj8AbDyCacPJyMjSkiwtTUi/dMnwnOazMtAWzAYArBnBFA6/FTk4mJHNmVHxG5NOS3Ywa6astDZHB1dat5m8pqf7melgGgDUL4IpQmZlvn1MlrIDoo3V7OB+kQltvc7J8PxR53TtrAyd6/Gme/Mm+mV26LgXQn36mfnhOX9ej8h4MB0A6hXBFCFd0tdtz/lmZdqLhOP7tZXZKUOzs3LutWCWniJ+KONnMz3SL/Ny3gRa/YzzHWYeANQ3gilKsNdV/TQSxE8AwKqmXC53KcgnZs+JA2a48MUXZWpqyuQbxaVLl6S3t1duOnSXGc8OnDTD3/72tybpfDf/m9/8xqRf/epXJi0vL8v9MzfI2Qc/ZD4Xpg9hWMv9o7t27ZLTp08HYy69rnlU2ufczkfhaQsymumUyb45bz1WFvKEl3PHQ5/JDsrm/fNeQKaTE1DPtp94U07uOCstLS3ynve8R5qbm2XTpk1yxRVXyJVXXpk3tKmpqSkvH07KDmtdk7dDTzyYtgWBRIPpzMyMyTcKLc7du3evBNNzf/F8XgB1kw2mv/71r00g/eUvfym/+MUvZO/Xr6iRYOpZGJVM55DMmpF+mVgakUzRYOqNup/p75f+8fnQvwOg3mgwnbxzSd773vfKW2+9JVu3bjVBVQOoTRo0wwHVTWkOppzmbVh6i0w4wEVMaxuQbHCKd8kEUhVeLjTufmZkJOLfAYD6QjBNIW1tlpui2NtZwgkAsD6c5k1YpU/zAkAt4jQvAACIhWAKAEBMBFMAAGIimAIAEBPBFACAmAimAADERDAFACAmgikAADERTAEAiIknICWMJyBVTvb0/w5yKCSz998EOawH21hphbaxRn8CEsE0YQTTytEd3Sf+9J5gDGFf+/pzBNOY2MaKK7aN8ThBAAAQC8EUdSctR7IA6gfBFACAmAimAADE1JTL5RLvgLTnxAEz1A5IU1NTJt8otFNRb2/vSgek7MBJM3Q7HYU7IGnSDkialpeX5f6ZG4p3QMoOyub948FIlwzPZWWgLSuDm49Ku8kHs5Ki/950jyw9dF4yB0XGsgNS+p9I/u8Jdw65cOwO2Tb4cjDmu33kvLw8uM2UbaNZUwekam9DpdToNoZ8pTogndxxVlpaWkzHo+bmZtm0aZPpWFSo85FeknHz4aTssNbRmzdhWpwV7c27MCqZzknpu2wHsoE7wkjV3tFdkGN3fEHavzUmd3s/vgps1jWv7GCamm2oFIJptdGbtzBO86ZSh2y7bCe4X8ZlVoY6N0tmdMGZvlk2axrMBtPU6vTM6KiXz8jowoKMZjbLymLaUsiMyoL3n04332GWd787I4ODmWA5O83+e9NmyqqIv0X/jby/K4YXviBfvfewfDwYRSnr2IbMdhJMDup/dNSrw2D+alUWmpfybQwogmCaNm0DMjY8L/u9HcbqPiIjI0sT0m9O1y1JNjhMzw7uF5lYkqWlORmeP7qyI9Tp88Nz3vQlGZNJbweq2qS7r0vGp/0vzU6PS1dftze1TQay+h2aJqRj6Li3y7JmZb59TJaCU3Lu9y71SPC9vkJ/SzK8VuljIp9/+OZgHEWtcRtaqdOJDhk6aIOa8gLvuZ5gXr+M7x/M2zYun5fmbQwojmCaQm0DWbPT8faGzhF7WFa8fZW3E9Mj9U4Zmp2Vc6/Z6V3S1+3vLNsGHvF2oL627j7pmj9vWgrn51eX8fZSQatBWy7zcn7lH3SWCX2vZHpWvrfg35IZkaWRjL9IHF6rdHBHL63SNSh/GwrV6eyknHLqf/ihoP5MfedvG1HzUruNASUQTFNLWxLeEbgMyfHVw/gQv5XhH/EvScl9Slu39Hkt1VPZU97/+8Tss3Qnd7Rd5oJWw+rOa63W+LeswQtTT8qBXkLp2pWzDSUspdsYUArBtG7dJO1dszK52owIhKZnp51TZW2yrcM7op8+J97hvzmtZnRs8/N5y4YV+94Cf0si17NekKknDwixtBIy0tMfqtOuIAAaq/MWRo+WOS+N2xhQGsE0bbQnpjkdFpzO6pgIjsD9Hd9q55E2GRgbFm9CsKy9nhWaPi15LYFMT7+Mj8/nn0ob3x+5bL5i31vob0nAhXPy/ds/ItuCUZSh7G3ImzKi1zCDets/L8Nj7i0rXdJx7qCZ1zkkZc9L3TYGlIFbYxKmxZmmB90vjGakc7JP5sq6r29jlXvbgnalr8BmXfPWdJ9pbNpzttBtKcXm1TZujSmOW2MKo2WaMv5R9+VpLTSA2s9d3qIAfO72FU4A8hFMU8Z2rgintfB7ctrPpq/1UEojtkorwd2+wklPCY8U3HaKzQPqE8EUAICYCKYAAMREB6SEaXGmqQNSmmjnEBRXvQ5I9YltrDQ6IEUjmCaMYAqgEdGbFwAAxEIwBQAgJoIpAAAxEUwBAIiJYAoAQExNuVwu8d68e04cMEPtzTs1NWXyjUJ76Pb29q705s0OnDRDtwdvuDevJu3Nq2l5eVnun7mB3rwAUkV7857ccVZaWlpML97m5mbZtGmT6aVbqCev9tR18+Gk7LDWcWtMwrQ4uTUGQKPhPlOCaaIIpqiGzf/1zSCHYpb+Y3m/o9OnTwc5FLN3794gdzmCKcE0UQRTVAPBtDxrCaa7du0KxhDl29/+NsG0CIJpwgimqAYbTBf/w++YIfK1nvwXMySYJodgWhy9eQEAiIlgCgBATARTAABiIpgCABATwRTA2pw5Iq2trSup7yu5YIY6I0da+8ROOnPEW+bIGX+kUeW+In1OmRSWX3ZrF/fziINgCqBsua/0SWu/yPjioiya9E2557mPRQdML+j2y7gsPr4nmNCYcqefk+33bZfnThPl6hnBFECZcuLFBfnzbz4uq+Fxq3z2S38unc98w2sXubxWkgbdBg+kfpltl32P75Ptz532xvxpX+lrlZXjD23p930lmOc5vdryXz1G8VudR454BzN9R+TIZZ/v81q//fKMzMmjHwufLUA1EEwBlCd3Wp6b2y5tW4Nxa+teuafzGfmGE02f+9xxuTkv6DYoLbPt+7xy2CP7tj8qY6aMtsreezrlmaDAznzjGem8Z683VXnB8MI+v9U/fp8803/EOUiZk7M3f0kWJx+Xg87ncwtnvc9/SSYXx+U+6fQOdhZl8rPhSkKlEUwBJKBTbr4xyHo7/bm5OU5res6MPSrb9/mHFHv2ecExCIBb994jnWcXvNZoThbOdso9e23w84LhweAQZM8+LzielYWVYlxdzv28ni1Y/Tw2CsEUQHm2tsn2vJ174LIWq7aOxmX7o59r8M4wZ8RrdHqty6CzVr+OBKfDtTUvz8npM17Zebk1x8K4n0fiCKYAyrRHDv65yKMfc0895uQrn3tUvOZU6JTuHnl8fLs8+jnnWmCjOfMNeea+8aCjlp/G77Onw7dK2/Y5ufCNC9qsDE7xqtUWfe4rx+WZzkKBUk8VS8TnsVEIpgDKtvWzk/LNPz8r/UEHmdbWj8lz93wz+hrdnsdlfPuj8jG3c00D0Wuh9wWneC33VK/JP3M2dIq2U7Zf+Jwp24/pMcqXPlswUG5t2x76/B7Zdx8dkDYKD7pPGA+6RzXwoPviGuFB93qb0seeu0e+OVk44CaJB90XR8sUAFLFv7WmVMsV1UUwBYBU2SqfndRrsJPCHTC1oymXyyV+mnfPiQNmqKd5p6amTL5R6Knb3t7eldO82YGTZuie2g2f5tWkp3k1LS8vy/0zN3CaF0Vxmrc43meavHJO857ccVaam5tN0lO8mzZtKnqKV0/huvlwUnZY67hmmjAtzvVeM9VAqtdM75y8kmCKogimxRFMk1dOMP363nfMNdOf/vSnphOVvWZqg6oGzXBAdRPBNIRgWl4wtYlgirWywRTFEUyTk1Qw1VQooBJMQwimtExRWQTT8qwlmKI0WqaFEUwTFieY6q0xP//5zwmmAFInfGuMDaalrpu6Kc3BlN68NSYtGw4AFOMGxEZAMK0iu3G5G5mbB4A0c/dvdr9W7rS0I5huoKiNqF42LACNxw2QNoVFTasHBNMqKbQBuRudTQCQRlHXPcMpSqHpaUIwrbJCG5bm7YYIAGnk7tvCySo0Pe0IpgkLbxzueNSGo9Pcnmw6BIA00v2X7a2r+7OoFOZOCy8TtXytYs9dBeENwm4w4WSDKgCkkRtI7f4svJ9zkys8njbcZ1oBt956q9x0uFtvOpXzR18w95Pae03t0OY12XtNNem9prv/+ufBNwFAepz+09+ae0t/8pOfmPtMw08+cgNsOG8DrE3KDtOAYFoBhYKppqiAqkMbTO0DHDRpkLUpvLw7tKmW/PjHP5Y//MM/DMYaD+vP+tfb+ruBLhwQNWBq4LQPadD112BqA6kbUN3Pud8VTvbfTAuCaQUUC6aa3GBo827gtEHVBlE7DH9Gh0rzmmrJm2++KR/6UOM+xYn1Z/3rbf3dIOcGQjdg2qCq6+8GU5vsZ9y8/d5wUnaYBgTTCggHU2UDng2ENu8GRk1uULXjUcvZvPvdtYSdKevP+jdOMHXzmt544w0TTHWam+xyNm/HbV6F82lBMK2A1WAqcuELl7dMNbkB0R26wVOTjtv5dhk7dFOt0R/TddddF4w1Htaf9U/7+rv7lXCgsykqSGowvXjxYl4wtfOjhuFk/x13mAYE0wpYCaaeCxGnecMpHCRt4LQpapmoVEvYmbL+rH99rb8b8NwUFSTdYBq1TKlkuflaRzCtgKhgqmzQCyc3QEYFz6j5brLfXUv0x3T99dcHY42H9Wf96239bWBzg54mN0BqXtM//uM/mmAaNd/mw8n9bsvN1zqCaQXoK9hsGWgwVeHA56aoYFkqgNpkv6/W6I/phhtuCMYaD+vP+qd9/d39ihvs7DAq2WCpBxMf/vCH86aF8za532fz7jAtmnK5XOJ74j0nDpihBtOpqSmTbyS9vb0rwfTv/mzssqCnw6hk5xULnm6y3DwAVIob4GwALJZs8Cy2vJ3nDpWbTwNaphXgtkxf+8KplWDnDuMm+z3usJa8/vrrsmXLlmCs8bD+rH89rn9U8ItK2jK3LdNSyX6PO1RuPg14dl0VhTeUcNKjuKjTIHZ6mlL4/rJGS6w/6x81vd5ToX1XeLomy82nGS3TCgi3TFWh1qQObQqPu8mdZ/PusNbQMmH9Wf/0r7/uX8LBzo67w3Be1992QArPc8ejhsrNpwUt0yoptgEVSuEjPnfcpkZvAZBIpMql8P6l0P4man9VKNn9XtQwzQimGyBqQwond4N0N1ISiUSq1RS1/3KT3d+5w3pBMK0id+NxN6hiyW6U7jANKU1/ayUS68/6R02vx2TX1R0WS3a/Z7l5FR5PC4JphRXbUDRvx92hTVEbajhPIpFIG5Gi9knu0Ca7X7NDm1duXoXH04RgugEKbVB2elRyN1B3A3bHSSQSqZKp2D7I5jWF92d23HKn1wuCaRUU2mgKbVw2H07hDdZu0LWYav3vq3Ri/Vn/qOn1knT9bAqPu8ndn1lu3lVoeloQTKskvEFZdrqdV2xcU7ENl0QikaqZovZH4f1W1Lir0PS0IZhWWbGNxm5Udhl3nEQikdKSwvuvQorNSxuC6QYodyMLJytqHolEIlU7WcXmhZWzTBoRTDeYu2GV2rjCy5JIJFItpGLWsmyaEUxrTHjDi0oAUAui9k/h1CgIpikUtcGSSCRStRNWEUwBAIiJYAoAQEwEUwAAYiKYAgAQU1Mul0v87dJ7ThwwQ305+NTUlMk3kt7e3pWXg5958EkzBADUr6ZL+ir1hNlAosF0ZmbG5BvJ7t2788qgES0uLpo37Tcq1p/1Z/0ba/05zQsAQEwEUwAAYiKYAgAQE8EUAICYCKYAAMREMAUAICaCKQAAMRFMAQCIiWAKAEBMBFMAAGIimAIAEBPBFACAmAimAADERDAFACAmgikAADERTAEAiIlgCgBATARTAABiasrlcpeCfGL2nDhghgtffFGmpqZMvpH09vZK26G7TP7Mg0+aIQCgfjVd8gT5xNhAosF0ZmbG5BvJ7t2788qgES0uLkpra2sw1nhYf9af9W+s9ec0LwAAMRFMAQCIiWAKAEBMBFMAAGIimAIAEBPBFACAmAimAADERDAFACAmgikAADERTAEAiIlgCgBATARTAABiIpgCABATwRQAgJgIpgAAxEQwBQAgJoIpAAAxEUwBAIipKZfLXQryidlz4oAZLnzxRZmamjL5RtLb2ytth+4y+TMPPmmGAID61XTJE+QTYwOJBtOZmRmTbyS7d+/OK4NGtLi4KK2trcFY42H9WX/Wv7HWn9O8AADERDAFACAmgikAADERTAEAiIlgCgBATARTAABiIpgCABATwRQAgJgIpgAAxEQwBQAgJoIpAAAxEUwBAIiJYAoAQEwEUwAAYiKYAgAQE8EUAICYCKYAAMREMAUAIKamXC53KcgnZs+JA2a48MUXZWpqyuQbSW9vr7Qdusvkzzz4pBkCAOpX0yVPkE+MDSQaTGdmZky+kezevTuvDBrR4uKitLa2BmONh/Vn/Vn/xlp/TvMCABATwRQAgJgIpgAAxEQwBQAgJoIpAAAxEUwBAIiJYAoAQEwEUwAAYiKYAgAQE8EUAICYCKYAAMREMAUAICaCKQAAMRFMAQCIiWAKAEBMBFMAAGIimAIAEBPBFACAmJpyudylIJ+YPScOmOHCF1+Uqakpk28kvb290nboLpM/8+CTZggAqF9NlzxBPjE2kGgwnZmZMflGsnv37rwyaESLi4vS2toajDUe1p/1Z/0ba/05zQsAQEwEUwAAYiKYAgAQE8EUAICYCKYAAMREMAUAICaCKQAAMRFMAQCIiWAKAEBMBFMAAGIimAIAEBPBFACAmAimAADERDAFACAmgikAADERTAEAiIlgCgBATARTAABiasrlcpeCfGL2nDhghgtffFGmpqZMvpH09vZK26G7TP7Mg0+aIQCgfjVd8gT5xNhAosF0ZmbG5BvJ7t2788qgES0uLkpra2sw1nhYf9af9W+s9ec0LwAAMRFMAQCIiWAKAEBMBFMAAGIimAIAEBPBFACAmAimAADERDAFACAmgikAADERTAEAiIlgCgBATARTAABiIpgCABATwRQAgJgIpgAAxEQwBQAgJoIpAAAxEUwBAIipKZfLXQryidlz4oAZLnzxRZmamjL5RtLb2ytth+4y+TMPPmmGAID61XTJE+QTYwOJBtOZmRmTbyS7d+/OK4NGtLi4KK2trcFY42H9WX/Wv7HWn9O8AADEIvL/ATA7r/EIo2kIAAAAAElFTkSuQmCC)
Sen kan du markera dina datum och högerklica->cellformat. Eller Ctrl+1
Där kan du bestämma hur du vill att dina datum skall se ut (om år och dag skall visas t.ex)