I've been struggling for while now and hoping someone can help me. Have a cell (A1) that calculates unique values in B1 to I1. I am politely asking for a macro that will copy the value from A2, paste it in A1 then copy B1 to I1 and paste values (no formatting) to A2 through I2. Then loop this procedure for all values in column A until there is an empty cell. Thanks in advance.
VBA Copy Paste Copy Loop
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Re: VBA Copy Paste Copy Loop
Hi Peter,
Welcome to the forum,
Sometimes it is easier to visualise with a before and after example in a workbook .. Can you please attach a book? -
Re: VBA Copy Paste Copy Loop
Thanks for the reply and I'm sorry I didn't explain better. Sheet1 B2-I2 is linked to a "Calculator". When I drop a word into A1, it populates subsequent cells (B2:I2). What I'd like to do is just run a macro that would copy A3 into A2, then copy the results from B2:I2 into B3:13 and follow the same process till I have calculated all the words in column A. I've used this sheet for quite some time and recorded a macro and adjusted it to go through 30 cells but I now need to calculate thousands of words.
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dXMijnqL8oXcgTfkbjJf/9OQ3oqUyf5hWe226PQvz1mkknmeu%20TZZfyrDnuawq2Rsu7ltNK6VyeVoJKGqdsbK2I7/na75%20OYc318CA3kUBziijHdpJ2c17oz3HX7QW8KgXxH8L2hRb8aDy28%205hm7GtxUNsa1nQs8KX2IrJGkKv/GplL1r0pL/obmGE5TfvPvg/r7U5ryh6KRNJjPr/syZ%20cCT3itVvNOpxi/Vd8Y6k95oMHSSFrx/e3tmA98LuwP334NfNbafOs2fnYDD35LGPDjH9yiI96MBzprnXNCX5w3rtLqSelL3HMkyczvbhoZ319v6clf5335SVH%20ejbbvAMpyh%20CRtLUfCY3Xih8f/16CknjVdlfr8PeVtlr00HYQ%20d9tJLaSDxRPU9580IEW0IE%206G9Oywj3owH%20Ips/DXQea/NoKawIzmOpIvjABKVP/igdzwOI1H563wvN%20nK751NrtXSlt%20PRmLwzHw19xbknJA9Or5jYJuNJPyFnUbSVuDhCRxwmchG4j/8InzwR7ElRLPXxrvR12q1yDbjgeQ3/kxIaSNpMLek1OT3bA3N1KnJv8E/cZCe/M0qZU6EpCd/GBqJyX2%20crmM78Ut53kew%20ZIOo1EGklbLR6e1n949WsQ%20YNToOmbI2lovrjFshkPIr93l/mGxqEkKXtFNv5OT0/%204B9q6WskwYO6U5M/mCyFj78fjcSjeQyf53m2vE9j%20ED0bwn%2041JoJK0F/hIP7gYZ7CHjfecP3SPbYvBHsCUM6h0lpGrEshlHM8cQtvMsya/Izce/9c6/JOdvsdWkJn8t/FNmaclvPuaBYZqC/KGCjWRhZMj8m6NDL9lijaTRQAIfqvE%20i2EfAw/5M94oOE7wsPQ0G/QrguV9OEMOb2iuG8Sj2Gf%20kD/PG3OnoYN/0FtCBMeReMtJxJtxpI3Eu6kk%20hU55PGvpSl/cPdqrZam/OGTfqnJ73kdasZKTf4QfGcrNoPvbNUivxb5tcivRSNBsjCitMivRX4t8mvRSJAsjCgt8muRX4v8WjQSJAsjSov8WuTXIr9WhI1kdXV1ZWVleXm5UqksLS0tLi7Oz8/Pzc3Nzs46jlMul0ulUrFYLBQKMzMz09PTU1NTk5OTExMT4%20PjY2Njo6OjtZrFwsLCwsLCsk2WtWgMZI5E/%20iwsLCwsLCwxLVEM0dCI2FhYWFhYWHpZaGRsLCwsLCwsOgXGgkLCwsLCwuLfqGRsLCwsLCwsOiX7dRInJxl5eSPOAsLCwsLC0twiauR5Icb35Tf%20WR7wUZSPwVZX/eWRrINl6rtnorBv75%20FjJ9wm7yu%20yqVatZNcc864Q%20YZfhm4M38flDtpmqlQnekdCVLANcQjcVHva4ltDx6zn71uDfT%20NpJPnhZg3JD1vWcL7HRpKzrFzffYJGst2WnGVlbMvOBN75HMvKWLng%20oQtVduyMlY1cKc2qknVyjR%20TuBStTL18O5Lm5OG/KHbTK7xjug0q2HoSpbBPhfBTYWHPaalxfi1M5EWwXgaiX%206pMdG4lhWxqpWrUz9QanVHxq7ajVOE9nYNFut9zUSs%20s5/T6OLMldgo3EHVQhTSVhSy74gusdBSFXSObSeEdJSX7PtuF4XiI2XpFDV6pjb6kldFPhYdc9F%205Q3XKNJD/ccb%20Nr5E4uY1XB99biFsp3IfJV%20JC15uNxPw59C9Rli2z%20Dabqr3x1Ce9kVStjGVlmjPUG%20vd/U1O8vObi%20MdhonPb2bzvT64/xS6Uh57iy3BTYWHXbM4/rdX31/7g1vibiRd9BFfIzHaWXBzNMtarkWJa6xvtpDAdHFi/1Zj6X/xvGwZf3gl/eXMnJSuWhljV677Sp2iGu17qJOfv00jcf9ACl0pj731Ft%20mwsMuWUJfKs2/9ge3xNpIujiEJNBIPJugt0kEm4d7sdV6XyPxoZFs1cUcTua2kYpGYk5Qu2kb27P7ipD87dbJed5FUpF/i82RmIcopmgPdXBTSdfDnvbH31184zf0CRrcEl8j6Wp2JNhI7EB3CH13qfU%20R5K6LYNlc4v5spXzb00J/ks90L9T90ZYC7ycpSU/x5HIl/BNhYc93qVNHYnmyPSYGkkPdcTTSAJHU7c7XqT%20wLVabx47ktiXQpaBL62e6%20RvA82EjYFgviJ7d%20UkcLEzgZezlOQPftZmI6eRP3Qly8CWFpsKD3tsS3D8OjnvJ0UG/%20dcLI3E%20DISV7eftQn9vK5v70zjr15fcQ6ub/NZm%20T%20oczSx%20KbEQl%204ibhjST0qxecXMt7lKzFsfxyKcgfvs0YT0TzD6TQlSyDW8I3FR72eJbQ8WuujORNM5ZG0qsuv7O11ZQdU3ksLCwsLCxpW2gkLCwsLCwsLPqFRsLCwsLCwsKiX9LcSFhYWFhYWFi2yhJNI1ldXV1ZWVleXq5UKktLS4uLi/Pz83Nzc7Ozs47jlMvlUqlULBYLhcLMzMz09PTU1NTk5OTExMT4%20PjY2BiNhIWFhYWFZVsta9EYyBwJtp21tTV1hL6QX4v8WuTXIn8rNBJsBiNKi/xa5NcivxaNBMnCiNIivxb5tcivRSNBsjCitMivRX4t8mvRSJAsjCgt8muRX4v8WtuxkTg5K2NXI7px9IkRpUV%20LfJrkV8rzkayMDLU%20Db8Die1adVIqnbGsqyc00%20wqp3p8xYQIUaUFvm1yK9Ffq34GsnCyHDjxL8LI0MdTwMc0kiqG%20fF62%20GgymSRGNEaZFfi/xa5NdS7bXJD/feSJycZeUc97/NtVU7k7Gdxjl8G//UZn39QrV55l86SlIworTIr0V%20LfJraRrJwshQp0ISaCT1JlK1M2Z/2GgVbseo2hnPjy3WZ%20yqZ13N33Kgw4jSIr8W%20bXIrxVrI2kcSNKxjgQaidFDvPXByZkTHM1/a7M%20Y1e9t%20IrOVBiRGmRX4v8WuTXks2R9HQciacyBC4YsxuNY0Q6rXdyloE6khyMKC3ya5Ffi/xauuNIOlUSo5F464PnsBDPYareiZR265kVSSxGlBb5tcivRX6tOD9rM5Lf1BxJ4CAP3x6c%20s/%20A0PC1jemTjhyJKkYUVrk1yK/Fvm1YpwjMb%20OpIsDSTYaifd4EFejTlTtjJWzW3yepsX6%20o2ZEy9MlyQHI0qL/Frk1yK/Vrq/s7XVV4vwlSPpxYjSIr8W%20bXIr5XqRtLq21f5VtYUY0RpkV%20L/Frk10p1I3Fy4cWj1XqkACNKi/xa5Nciv1aqGwm2IEaUFvm1yK9Ffq0IG8nq6urKysry8nKlUllaWlpcXJyfn5%20bm5udnXUcp1wul0qlYrFYKBRmZmamp6enpqYmJycnJibGx8fHxsZGR0fXAAAA%20sMcCTZjjY4vRX4t8muRXyu6/DQSbAYjSov8WuTXIr8WjQTJwojSIr8W%20bXIr0UjQbIworTIr0V%20LfJr0UiQLIwoLfJrkV%20L/FrbupHw1a4JxIjSIr8W%20bXIryVoJAsjQ92c2MbXSCJoD3y1axIxorTIr0V%20LfJrxd5IFkaGhoY6n/nX30iiaA9MkSQRI0qL/Frk1yK/VtyNJD88NLKQH%2065kQTag2eFcaFqZzK2Uz/tr/k7Vd%205gN2SUz8FMN0kIRhRWuTXIr8W%20bXibST5YWs4f%20ZM743EyVneKRLPnIlxYaN2uJeM36ramcbPTi5jVwPXpJIkAyNKi/xa5Nciv1acjWSjj2yikQT32bSaInFyxnRHc32g0bS8JsQYUVrk1yK/Fvm14mskCyND9RrScyMJFAZPRfFNhYRMnYQUklaTLBBjRGmRX4v8WuTXiq2R5IctP3fCpItGEigMVTvjmd8wp0hCpk48V/f/Y4t/hwgjSov8WuTXIr%20W5PtIepwjCRaG5hr3aBDjsNbQqRPvLErOaX1NqDGitMivRX4t8muloZHUPw5jfCimanyYxsmZ%202zCJz6an7Nxrxv4RwpJUjCitMivRX4t8mtt6%209sRQIxorTIr0V%20LfJr0UiQLIwoLfJrkV%20L/Fo0EiQLI0qL/Frk1yK/Fo0EycKI0iK/Fvm1yK8VYSNxHMdxnEOHDh06dOjgwYPlcrlcLj///PPPP/98qVQqlUoHDhw4cODAc889VywWi8Xi/v379%20/fXygUCoXCHTvuvGPHnWsAAAD9seb74DaSiLoSkmyNji9Ffi3ya5FfK7r8NBJsBiNKi/xa5NcivxaNBMnCiNIivxb5tcivRSNBsjCitMivRX4t8mvRSJAsjCgt8muRX4v8WnE2kpknf3mnWzXu2HHnHTv%207//SSBDAiNIivxb5tcivla5GEnKGG2wxjCgt8muRX4v8WvE3knZFpE0jcc%20VZ5wQr2pnqCRbECNKi/xa5Nciv1ZKGomTazklUrUzGduxM41Jk%20Z5fjO206gtxtWsQLVh1iU5GFFa5Ncivxb5tWR7bf5nqvtGUrUzLctC1egi9YsbdcOcVtmoHcaFwI81J%20dpKpBgRGmRX4v8WuTXEh5Hcu%20Tpe4aiVlIjAkNtzx4Z0%20qdsYoFcYveq/W6B5mCWnXexAbRpQW%20bXIr0V%20Lc2nf/93d4dpEk8jCZm7cHLGLprQCuK5lu9qjX/gSNnkYURpkV%20L/Frk14qzkfy/J0dnzMmSbhtJcPKiWTWaP21cahYP3w4Z70RKxq4yK5JIjCgt8muRX4v8WrE2kv/ZsblP//o/Z9MsHr65j2bF2Ni7Y%20yzMadLOHIkuRhRWuTXIr8W%20bVUjaTDJ26Cn/717mAxjl31THJUjQ/TNNtK1c5YOTvsczaem2W6JAkYUVrk1yK/Fvm1tsW3yHt37SDRGFFa5Ncivxb5tbZDI/Ht2kGiMaK0yK9Ffi3ya22HRuLkKCTpwYjSIr8W%20bXIr7UdGgnShBGlRX4t8muRXyvCRuI4juM4hw4dOnTo0MGDB8vlcrlcfv75559//vlSqVQqlQ4cOHDgwIHnnnuuWCwWi8X9%20/fv37%20/UCgUCgW3kawBAAD0xzrTn9HR0Yi6EpJsjY4vRX4t8muRXyu6/DQSbAYjSov8WuTXIr8WjQTJwojSIr8W%20bXIr0UjQbIworTIr0V%20LfJr0UiQLIwoLfJrkV%20L/Fo0EiQLI0qL/Frk1yK/VsyNJD9cP4nM0MhCb42keQaayL8RnhPwCTGitMivRX4t8mvF2Ujyw5Y1nN/UHIl5Sr3Iz1ITOH8fYsSI0iK/Fvm1yK8VXyNZGBnqOC/SqpG06gjNU/1u/LN3dsM4oU3gmrVa1c5kbKe%20fmOtcb2wdc0Q3d4gesSI0iK/Fvm1yK8VWyNxC0ljr03nuRLPHImTC77HV%201Mo37Um4inujTqSdg165XCXW02Ge%20J%20Vr/btc3iF4worTIr0V%20LfJrxdZI3C6yUUQWRoY6HkjiP45k4w0/2DdqZhFp7tLxrAu/pufGQn8O/90ebxC9YERpkV%20L/Frk14qzkZgdxHexi0ZSq9XMyYnmga6entKY4Gi2hvBremZCzAue2Y3Q3%203xBtETRpQW%20bXIr0V%20rTj32pi7avLDnXbchH/6tz4l0fLoU3dywvjnFtf0z4S0LBaB3%203xBtEbRpQW%20bXIr0V%20rViPbG1Mi/jqSdtGUrUz3p0oYcewNtWPOA3f8eK5mmcmJHSKJPx3e7tB9IYRpUV%20LfJrkV8r1u8j6eHbSMw5EnMvifE%20b642JiScnOWvA8FreuY5vJMeG1c2Pmsc/L/0dIPoCSNKi/xa5Ncivxbf2YpkYURpkV%20L/Frk16KRIFkYUVrk1yK/Fvm1aCRIFkaUFvm1yK9Ffi0aCZKFEaVFfi3ya5FfK8JGsrq6urKysry8XKlUlpaWFhcX5%20fn5%20bmZmdnHccpl8ulUqlYLBYKhZmZmenp6ampqcnJyYmJifHx8bGxsdHR0TUAAID%20MEeCzVij40uRX4v8WuTXii4/jQSbwYjSIr8W%20bXIr0UjQbIworTIr0V%20LfJr0UiQLIwoLfJrkV%20L/Fo0EiQLI0qL/Frk1yK/Fo0EycKI0iK/Fvm1yK8VWyNpntOmrvtz/9bPnufBiWO2JkaUFvm1yK9Ffi3NHEl%20uPO59kLmSDzn18XWxIjSIr8W%20bXIr6VoJAsjQ12c/DekkTg5z8yI56JxoWpnMrZTn1cxf6M52ZKxHTvDNEsCMaK0yK9Ffi3yawkaycLIUKc9NuGNxDdF4rloXNioHe4lJ2d51nuuw3xLAjGitMivRX4t8mvF30i6LCQhjaTLKRInZ0yMNNd7%200zVznAkSiIxovWRoMYAABBFSURBVLTIr0V%20LfJrxd5I8sMdj2lt0UiM6Y5azdcwfFMhIVMnvgriazdIDEaUFvm1yK9Ffq24G0k3x7SGNxJfpfBcNKdFWkydePqMuQMHycKI0iK/Fvm1yK8VbyPp7pjW8Ebim9VoNhL3mBDjsNaWUyfm9ZkiSShGlBb5tcivRX6tWBtJ13tsQhpJ4JO/VePDNE4uWDzCLrhyDh8jTi5GlBb5tcivRX4tvrMVycKI0iK/Fvm1yK9FI0GyMKK0yK9Ffi3ya9FIkCyMKC3ya5Ffi/xaNBIkCyNKi/xa5Nciv1aEjWR1dXVlZWV5eblSqSwtLS0uLs7Pz8/Nzc3OzjqOUy6XS6VSsVgsFAozMzPT09NTU1OTk5MTExPj4%20NjY2Ojo6NrAAAA/WGOBJuxRseXIr8W%20bXIrxVdfhoJNoMRpUV%20LfJrkV%20LRoJkYURpkV%20L/Frk16KRIFkYUVrk1yK/Fvm1aCRIFkaUFvm1yK9Ffq0t20g4uW9KMaK0yK9Ffi3ya8XaSPLDVl3n09uENJLmqWk6niiPM9ekFSNKi/xa5Nciv1Z8jWRhZKjRQ8yfu2wkVTtj1pDmufXCMUWSVowoLfJrkV%20L/FrxNZL8sFFCFkaGhkYWum8kVTtjhVeQ5rxJxnbszEYNMaZInFyzyRiTLPSVhGJEaZFfi/xa5NeKc69Nfthya0jjh24bidkqTGZRcduGe6FqZ6yMXfUWGfOCk2tRcKDGiNIivxb5tcivFetxJAsjQ10fRmI2knaFpNkr6jWktrHPxvb%20lllCjKsiYRhRWuTXIr8W%20bVi3WvTmBhZGBnqOEvSbCStdtn4ekXz0JGqnbEyGe8vOTnLQB1JLEaUFvm1yK9Ffq3YGolvT03nHTed50g8u158%202QydjWwy4YakgaMKC3ya5Ffi/xasTUSz7TIwshQxz03/uNIPOUjY1fNlrFxxKr/sFaOHEkhRpQW%20bXIr0V%20rZiPbN3095GYX0XiPVZ1Y03zmBJzOsScXTH32zBdkliMKC3ya5Ffi/xaW/Y7W5FSjCgt8muRX4v8WjQSJAsjSov8WuTXIr8WjQTJwojSIr8W%20bXIr0UjQbIworTIr0V%20LfJrRdhIVldXV1ZWlpeXK5XK0tLS4uLi/Pz83Nzc7Oys4zjlcrlUKhWLxUKhMDMzMz09PTU1NTk5OTExMT4%20PjY2Njo6ugYAANAf5kiwGWt0fCnya5Ffi/xa0eWnkWAzGFFa5Ncivxb5tWgkSBZGlBb5tcivRX4tGgmShRGlRX4t8muRX4tGgmRhRGmRX4v8WuTXopEgWRhRWuTXIr8W%20bVibSTNE9t0OO9vSCMxz0pj9XjSPM6ylyKMKC3ya5Ffi/xa8TWS/HDz/Hrmz901kuaJ9HpnnnoPSceI0iK/Fvm1yK8VWyPJD5sTIwsjQ50qibeROLnQUmHMnDT/uWpnMrZjZyzLyuRyxjmDM3bVO13ST89BNBhRWuTXIr8W%20bVEjcR/sVMjCdvvUrUzzZXGharbRcyC0vxdz3wJe3MSiBGlRX4t8muRX0uz12ZhZKjjsSRmI3FLhvcgEl%20daFYNJ2d55lO80yvGr7WYd4EUI0qL/Frk1yK/VpxHti6MDDUObB0Z7mWvTUh38M9vNC7798S0ai7ssUkmRpQW%20bXIr0V%20LdGnfzvvtDEbSVh58BWN5kVfewn87sY1mSBJKEaUFvm1yK9Ffi1JI%20nmozZGIwn9rIy5b6ZqZxoXOkyRbNxahk/fJBUjSov8WuTXIr9WfI2kuc%20mm28jMRtJiwNQzW8oCT9y1bxac6WT6/X7TBAjRpQW%20bXIr0V%20re33na0cP5JsjCgt8muRX4v8WtutkfCB36RjRGmRX4v8WuTX2l6NxP/BYCQPI0qL/Frk1yK/1vZqJEg%20RpQW%20bXIr0V%20rQgbyerq6srKyvLycqVSWVpaWlxcnJ%20fn5ubm52ddRynXC6XSqVisVgoFGZmZqanp6empiYnJycmJsbHx8fGxkZHR9cAAAD6wxwJNmONji9Ffi3ya5FfK7r8NBJsBiNKi/xa5NcivxaNBMnCiNIivxb5tcivRSNBsjCitMivRX4t8mvRSJAsjCgt8muRX4v8WlumkVTtjO8L5ZFKjCgt8muRX4v8WnE1koWRIe/pbJqnuWlxlhtfIzHPYrPRO6p2pl5AfKez6embWdvfMmLGiNIivxb5tcivFUMjyQ9bljU0ZDYSo58sjAyFnwjY20jan43GV0hCTxbc7ncpH8nBiNIivxb5tcivFdtem/xws5EsjAwZJcR7qUUjcXLBjuF2icbuGneCw3MxY1e90yUh9aP1Ldda/q7xP%20FL6QeMEaVFfi3ya5FfS9JIzJ%20DF8MaSdhumOZMiK9neC565ktCbqbdLYf/rrlLhxP3DRwjSov8WuTXIr%20WqpGYkyKdG4ln4qPeAZqTG75pDu9FozSETIe0v%20XmLzTLiVlCeto9hK4worTIr0V%20LfJrJWSOpMNemzZ7VmqBKRLfvEWjNYQeMNLlLTdv03scLHVk4BhRWuTXIr8W%20bWScRxJ2MdtjEbSoUt4W0XgyhttIqx7dGwp7o/GVAizIlFjRGmRX4v8WuTXkjQSz2eBw/fZmI0ktAU0u4RvTiRwaEfVzliZTGiR6HDLzZ06zStx5EjEGFFa5Ncivxb5tWJoJM1vHjG/fiQ/XF8R9tFfTyPpfFirp1Vs7FfxlojwFtH%20llv8rrnfhumSgWNEaZFfi/xa5NdK/3e2dpy04AtHUoURpUV%20LfJrkV8r9Y2kUyFhL0vKMKK0yK9Ffi3ya6W4kdSP8ejUR9izkiqMKC3ya5Ffi/xaKW4k2JIYUVrk1yK/Fvm1Imwkq6urKysry8vLlUplaWlpcXFxfn5%20bm5udnbWcZxyuVwqlYrFYqFQmJmZmZ6enpqampycnJiYGB8fHxsbGx0dXQMAAOgPcyTYjDU6vhT5tcivRX6t6PLTSLAZjCgt8muRX4v8WjQSJAsjSov8WuTXIr8WjQTJwojSIr8W%20bXIr0UjQbIworTIr0V%20LfJrbcdGEnrOPSQEI0qL/Frk1yK/VlyNxDy3XvuVbRuJ%2061o/X0HK98qn2iMKC3ya5Ffi/xaMTSS/LBlWUND3vIRurJTIwmeiXczmCJJNEaUFvm1yK9Ffq3Y9trkh0PKR%20jKlo3EPUWN/0Q1VTuTsZ2NrmL8U5v19QvVxr/SURKDEaVFfi3ya5FfKz2NpN5EqnbG7A8brcLtGFU74/mxxfqMXfWs43R8CcKI0iK/Fvm1yK%20VlkZi9BBvffCeS6/5b23WZ%20yq91Z8JQdKjCgt8muRX4v8WuloJJ7KELhgzG40jhHptN7JWQbqSHIworTIr0V%20LfJrpaKReOuD57AQz2Gq3omUduuZFUksRpQW%20bXIr0V%20rRQ0ksBBHr49OPWf/QeGhK1vTJ1w5EhSMaK0yK9Ffi3ya8XQSBZGhszZDbeChK4MayTe40FcjTpRtTNWzm7xeZoW6%20s3Zk68MF2SHIwoLfJrkV%20L/Frp/s7WVl8twleOpBcjSov8WuTXIr9WqhtJq29f5VtZU4wRpUV%20LfJrkV8r1Y3EyYUXj1brkQKMKC3ya5Ffi/xaqW4k2IIYUVrk1yK/Fvm1Imwkq6urKysry8vLlUplaWlpcXFxfn5%20bm5udnbWcZxyuVwqlYrFYqFQmJmZmZ6enpqampycnJiYGB8fHxsbGx0dXQMAAOgPcyTYjDU6vhT5tcivRX6t6PLTSLAZjCgt8muRX4v8WjQSJAsjSov8WuTXIr8WjQTJwojSIr8W%20bXIr0UjQbIworTIr0V%20LfJr0UiQLIwoLfJrkV%20L/FpxNZKFkSHvyWvyw%201OakMj2bYYUVrk1yK/Fvm1Ymgk%20WHLsoaGPI0kP9y8kB%202rOE8jQS1Wo0RpUZ%20LfJrkV8rwkYyik4ieuhjo378AADorN/jSLa80S3RSNSPIgAAHdBIOqCRAAAQAxpJBzQSAABiQCPpgEaSdtv87gNAWtBIOqCRpN02v/sAkBY0kg5oJGkX/90/ceKEbduPP/74Pffcc8899zz%20%20OO2bZ84cSLmGACQLjSSDmgkaRfz3d%207d%20%2099967Z8%20e/fv3nzx58uTJk/v379%20zZ8%2099967d%20/eOJMAQLrQSDrotpF8%20uy3d9x5R3158o1arXb8yR133rFj19HB9gv3f/SHZ890/RuRvSVPP/Ktu3YtRXf9wYitkbz77rtPPfXUE088ETodcuLEiSeeeOKpp556991348kDAOlCI%20mgq0birSMDbCRnjj5cvzXv/yXaRrK0665v1T0y3fJqg20kUfWV2BrJnj17nnrqqWq12uoK1Wp1586dtm3HkwcA0mXAjSSfzyf21janm0bi9oY7/n584/Knz/55QI3k6N/vbDaS%20o1HPEcy/ci3jGqwtGtXy0pCI2k6duzYfffd98Ybb5gr77777rvvvttcc/r06e9973vHjx%20PIRIApMsgG0k%20nx94I5GXkh4ayY6H//ypubreSN7Y5U5sfPvoOe8/3enpMf6V5/78B2PepVFBIm4kLXvB9COBaRPPdRv/fteuJe8/NX42VvpuLWxSpnkVz//krl3Tu%207yrOz8DHZ/9zdtz549zzzzjG9lsJGcOXPmmWeeYZoEAIIG1kjydYO6wYhus1fdHUdilInmpIi50vwn//pvHz0XtvK4opFMPxK%20m2Zp1yNGwdi4TrNhLO26q/Hj9HTHRtLh1rw3aFzFbSk9zqTE00h%209KMfvfjii76VoY1kbm7u4YcfjiESAKTLYBpJ3jCQG4z0ZnvS9WdtzCkNd7LELRn%20nz27eOr14mjYyjPx77VZ2nVXuwNHXMGGEZxY6TRH0u7Wgtds9KTN7NmJp5F85zvfOX36tPvz3S24/%20ruuIkhEgCkC3MkHfT46d96L/n7ce9xJO56o5Hs8Mx/HA1bKWgkLedIPPtVvhXSSHy/1aGRtL214A227zQdJK2RvPrqq9/97ndjiAQA6cJxJB101Uje2NUoDcYUSNtG0jx8xPdbHrE3khaTJP4jRvqbI%20lwa8EbTMEcyQ9/%20MPFxUXfSvbaAED3%20KxNB102Et8Mh3FoiL%20RhH9UOPzzwxuNpD5lEjgwJdBg%20m4kG4dqNEuJ%201kbowks7borOKthHOrhHkfSPA4k5Pqdbu2M9wM/3uNIEtpIdu/e3f2RrXv27IkhEgCkC99H0sEmvo%20k/pmaFo0kcP2QrxsJroytkZzx7lMJ7Ga5a9eusFmN5hXMg1BbXD/01uprO37WJpGNpKdP/x47diyGSACQLjSSDvgW%20bSL7e7v3r27m29IY4IEAELRSDqgkaRdzN8i/9RTTzUOcTWdPn16586dfIs8ALRCI%20mARpJ28Z9p77777rNte25u7rXXXnvttdfm5uZs277vvvs40x4AtEEj6YBGknbx3/0TJ07Ytv3YY4%205x5E89thjtm2Hnn4PANBAI%20mARpJ22/zuA0Ba0Eg68H9xWToX9aOoRCMBgFSgkXQgLxM0EgDAdkAjAQAAejQSAACgRyMBAAB61v8BAABQo5EAAAA9GgkAAND7/2/DKM/%20D6jdAAAAAElFTkSuQmCC]
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cehlna2trc3NzfX19bW1tdXV1eXl5aWlpcXHRdd16vV6r1ebn5%20fm5mZnZ2dmZqanp6empiYnJ8fHx8fGxkZhVyIeGBQKhUKRKjn0Mn1lTUZHRz3YfWxvb0tL6Av0y4J%20WdAvC/q7AWsCPUNoyYJ%20WdAvC/plwZqApRBasqBfFvTLgn5ZsCZgKYSWLOiXBf2yoF8WrAlYCqElC/plQb8s6JcFazIwNKolx3FK1Ya0kIwgtHZKNjVBSH9m1ThH/W7FQOShv2vQrwH93aCzJv7CfyuadwbVmrgVJ/IL%20q%20dihvdY6c/MdakHf7ZaXt6/F2Un6M/MtDfrCGdhMexzJoo36KLk2unNWlWn5awWFWxuWlWzn74CxRIv%20dp4qA4%20mOnvymzOPqVqq8EcJH0tydmTSaGHccZGtpt1qRZTVs/aPCTB79wf30j1iQNJbgKZE3cSrQh6F6ZTdakUS2pvWHnL2GlNXErjlMqhcIK1DS7Fc1ZL5B%207Rcokv4Apfkvjn5FWiH1d0I7oDMxvNusSeQnDPvL1m%20q%20711u5Sq1bCSBHuVKhWsiZZGteSUqm68ywvPb8WNXRtkchYzDC2lu3YrTvBlol191jUh66Yh3rKZrsbZ6VfPeanaSFaVZlxXK4kfpQ%20MWZNC6W9WlUZ8U1H0B4QxXCT96oVCq38qkv6OYE181B/ab%20%20qlcQv73leNMGifKpVK1q/fcLTYk3SiF2Nu%20qJr%20guhfsl84S22ocrf/uCs68JGZ//ZI02XI0zTWhXXG0r3dwl7Ufpi7yzJnbq96tGKXYZVxz9LaLNT4H0t7RV1S9QIP0dwJo0CX/SZosRux6OOJOgeY4bbl3/yoBOB3SnLnq2bLUmEamRnzx8YaAmGBirjo5lGq7GGTbNymVB5wGdrLLbRuaadDFXwCr9yZPeca6GVfpbxJqbYumP5pc9r2j624E1aRFJioUDCRVXM9gTmzAbWhN9C481aUvi9CRmZ1ppTeJTNPStgImaYGZAJ1rpPc8zVo0z0a9cLxTUmgSoNakw%20iO1IVRdGP1N4qmE4ugPPZWaGimO/k5gTQL8H65SKcVauUrkB9VlTTqFJNakLSmnJ/1SrF%20y0J/MjhYvaxIQtnK5VOMs9EeH1ZsE000K1jQrV%207F0Z%208YiueNUnOAC%20M/qSyAp7/dmBNQsIJf5Ef3In%20nvqIjFeJ%20NwVrEk6iWvz5AhJthPN%209avHbVNaQUM1ISsuhaN58ilGpvJOujG1WxumsPznz4uaLP%20lFpTGP2e/t60ouhXz3kiTAugvyMxa7IyMqRehXQwKANmTQIrkrgVJ/pz6m4n11zYK07HTU5mLzJZNw1O9HRqpkCE27I4i33q11ywB2lVbSuQdU0wMNck6lIMV2Oj1iRaVaxumjXn3yuS/uTIq%20cVSb8%20DVgY/ZF2KJRVGP0d4Gmw0DM8DVYW9MuCflnQLwvWBCyF0JIF/bKgXxb0y4I1AUshtGRBvyzolwX9smBNwFIILVnQLwv6ZUG/LDlZk62trc3NzfX19bW1tdXV1eXl5aWlpcXFRdd16/V6rVabn5%20fm5ubnZ2dmZmZnp6empqanJwcHx8fGxsbHR31PIdCoVAoFMouKdvm6T9rIn%20aKBQKhUKh5FXMZ02wJhQKhUKhULouWBMKhUKhUCgWFawJhUKhUCgUiwrWhEKhUCgUikUFa0KhUCgUCsWikrs1mRgOnsrfeYW/uDVpOOriIhVX/PRRilRaq5w5nud4bnyZGsdxXGmFamlUdVVdkd38Iml7WlB8YYFOz3MiqwNVNPqt%20gm6/y2qDXmRFIq5koxlw/U/Z2syMRz6kYlhxxme6N6auPGWt2JrQ0axsbiOU3IqpWh0tYpbCXtKK0rDKZWchud4rUbBr%20qVoBVoOCX/75Q9xUvFcUpVp1qKW5Okeaq09Fv3K7T5LVylRXYtOu0USuZFE8vG63/O1iSeQOnBmlTSrwgrjlNtXda4XiS5EnykWnKqDSdYyFJ1eeqVHO3LoBa/U6xqrUnQzUuL1BfVhShVtJLUbN8X6caaBKVRdZyWCbC0tM5wTKrmt6BQBquosWy%20/gtak4nhjkM6oTVp68sqUVdRUS9xWn/7/sM/ferFpXqhVoCWkbKj0qg2f2WtNbH0Yj0obrS6Oo6b8kUsvHxPWpM2SeCKo89pWVSCMxw91W0unCiUwSjJrInJ%20i9mTbowJinWJDkynXpelKvM2OVaRbkMVZtIrn4GsESrQbLzs7xfiWn23YnWQ%20v9ik3igxIZewoGrW02iImv41bChqjUNhtEoQxA0TdEpuq/jDXpYppJx6yJm2pNVO/ipFuTihufV5t2MUcpdFF/%20mRPaXmqzK3EE6f%20d/EruVpXY3taUtq4paQjtGquTMffov13sbPYP%20MY/daWnmK57yJgTbrKl8StSfLLp1kT1cR0lzUpXBWh9FQUcx%20YfE1nb2GJ9YUxFxW/grfPl3htmjPttBj75sqk/RaRYt84GoWSeUmN5YGYBtuDL4lZE99vai1ImjUJBua95FwTZQ6KbTlwirkS%207ltvkyvlhJ9YcJ2%209Ves6c1JeafAtsR9vQNpxS9i9jCn6P9GS7AFBkKpe%20S1leaqf/5WhPloSY%20vdw87MXHX4LTEbvwDcbAStXwBmM/axJcQKvNX%20RZC7Y28ZRMSiy67O1Uko9dqThebHw37QEtdszYiCWrStWo1Gj6J8DGlIn2DCttkaVViELJqGhi2Xj9z9ea9EqGT4Ntf9cihUKhUCgUOwrWhEKhUCgUikUFa0KhUCgUCsWismusCYVCoVAolCIU89Zka2trc3NzfX19bW1tdXV1eXl5aWlpcXHRdd16vV6r1ebn5%20fm5mZnZ2dmZqanp6empiYnJ8fHx8fGxrAmFAqFQqHsqrJtnv6zJrDr2N7elpbQF%20iXBf2yoF8W9HcD1gR6htCSBf2yoF8W9MuCNQFLIbRkQb8s6JcF/bJgTcBSCC1Z0C8L%20mVBvyyq/iPGwJpAzwxSaBUR9MuCflnQL0vMmhj6Xyy1Jm7FKVUbhg4OfTJIoVVE0C8L%20mVBvywi1mRlZCh4En%20HBXTSrEmjWnIcp%20L2o6pRLfV5BDCIidDyq03Sj/qr0mTrU83pd1SxyoI6lutXxCtxZ71%20TZ1Rvkn4RbQb%202CQupZs0FaVrE97AOc/hi5%20G5G15zL9AbqxJhc3lv75H//BLxc3lnbwv0SsycrIcLDs8MrIUMdFiDXWpHVC%20mvLSJpYTdah5VYcp1R1q6XEr%205WnFKlktzeH0aaBp305ibd2/2Qsf5GtaQqbTZjluvX1hl/YyP6p3ZjX9A1RtFWlexPewDnP4I%20fg1e3ndjTXxH4pd//sd/2MH/0mZAZ2K4d2viVhyn4vr/hlsb1ZLfisQcXJvtrReai1GQxkzTkOwA/XqQdcdotGkOiLQMGVttg01zcLKLoT9aNyLtTusLaDf2B11jBG1VMXDaAzj/qYQBIWBN1EyJb02Cf3eQQUm1JisjQ52cScKatKpjrDNp2ovQzKl/pmwPmsfW6Y3bHZAjH2vSii3rrUmjWnJKpUTy2q34L6zXr6KEWRH0R7RFhTZfaTf2%20b/SNcZIVhUTpz2A859KGL/qgE7GV/Vp1uSf//EfvCtPqPkStQTvdvm/xK1JMNmkoy9JWBOl/kV9RDSfF77XZnvCeGffPsKOycOahKbf5q7R87xoPVbddDAEn3XFNda0xU%2019frbWJNmM6Ld2Of/SteYJFZVTJz2AM5/CvqmMtomZUA7a%20J5vv9IFu/KE%20E%20Ca7NVL782jn1VbusSU9zTdIbiVhmKailnbYrU6sYzrEK89ZErRuFsCaR3HXMWDeqpUKMtaddKlisf9CyJsZmjkYwMVcsVlUKmjUp5vlvkj6lJ%20Mhh/ZZE8/z2vyrtybXZiqVmWvB31/%208mvn2s816eRNFGsS9RHxxLa2knbYTp7EWsxbE011yrAymBjQifWPhWuaY%201aQfQz12QnZKtfX1WYa5JODvEbweQ0dm3WpM2/WmuiOJMwexK7Q2dkYkdZk4Qriw3utP6OTx7RbQ%20qMbNLbCWvabDtt%20%20crPXHart2NNLmplmXFimG/uS4QXJumnZjX9A1RtBXlexPewDnP4omft1K1LFn2oB2mzXRobMmWmcSy5qojzXpYrJJ05rovnpQGxvVklOpptyFk7Jdd%201MAsUeTCSE0/Mj9lsTfSLYXO010LVoEp5260%20pM%20EPkZyHn9n3oGuMoa8qWZ/2AM5/BG38muw7u8qaeJ5%20xomGc68F00wUl2L8abBpE6B4dElxoWmQBf2yoF8W9MvSZdYkaURS3EnUmuizJtlbk7RRRoN3XYNpBim0igj6ZUG/LOiXpfusSeyD/pbEdsWapM01MWBN3IregaRthwIwSKFVRNAvC/plQb8sPWVN1KGclJEd9f4czzv32pc73aGTiTWBAWSQQquIoF8W9MuCfll2nDWJ79ki6k2a9w87W1tbm5ub6%20vra2trq6ury8vLS0tLi4uLruvW6/VarTY/Pz83Nzc7OzszMzM9PT01NTU5OTk%20Pj42NjY6OroNAAAAu4/usyax9InXzpt4Xg7TYGHw2B4g119E0C8L%20mVBvyzbWWdNvPjTYD0PawI7YJBCq4igXxb0y4J%20WdKsibqSn5dy83Dbu4gjYE2gZwYptIoI%20mVBvyzolyXNmmQL1gR6ZpBCq4igXxb0y4J%20WbAmYCmDFFpFBP2yoF8W9MuCNfE8HhprJYMUWkUE/bKgXxb0yxKzJobQW5OVkaFuFtGJWRMDNoKHxtpI9qEVrvigW4Ij62UeTTQNvtpk/fe/mX1r0MSJ62%20zlHjfZK5fv5a98hUsP//6qq4LikwYpK4xKwodv9r6U6z2M4nOmqyMDA0NdV53OG5NTNgIkiY2knHVVJeHVJeFbG3LeuFbI8sTlqquZhlCt%20KUKhXblydM16/ukd0vkL3%20RPWJNB0mF4XPAG1V1wZFRmBNohQ8frX1p0jtpx6NNZkYHhpZmRju2ZokbERkQ7Sl8CtC4oqgEVuJ2Hc7rasHTIolZFs1ox2Hzoxa3rU0Sar0q28RVk72vHZnuRjn3/NUpZELpYyvcAw2za0v0Dko%20gBroqPo8et5XkqoFid%20VRLWZGLYGZ64erV3a5Kw9pHGQXnR9B/%20K%20VTqrnzr4Pie%20JN7MBA1kTtRRIOvxhXjfEGoFXli9K0perM%20vSba9rUVIOfiq%204hTn/nucp57pjUPQB1kRH0ePX87yUmlKM9jNOzJo0jckOrElyOCctaRJvP5p/a85fyp4gTOZVU50VUIrXo6I0DVGdYTwUU39I5s7E5FylRBNkIt1qrGmO/ARtg6IvsCY6ih6/Xk45ExFrsjIy1PIjPVuThHOIZ1TV5IgmmaJpANPSLiCMyaoZrwcRe5oR5ps2tbYWpWnQ68xevekBnUSD0qiWsq1DhvSnV/XCZE3085GzhvjVoq0/xWk/46jWZGI4MSnfT6F0YU0SziFxAaAkTTTJFN3vr%205pooWEHZJbQtJEXHl5NG2a%201sy/CI5WpPsUyaewFyNjFsPE/rbVfViJuTNQfwmyc2XeJJ36Owga6KfQhS6DkfrR2MT6pW8SmuMz9RoK/RDLnMFMr/WDcl3QKQoV10anZnP7ffJ/g4F9Qo3OVcj66%20R9flvX9Wz71%20wJjqKG7/a%20lO49jNORtYk6jJL1YaS2ytVG25FHc7Rp0LiucDEmzgTW8i%20a0lemSSvW2y%20ebXd9ZX9TVuafkMXXWaa5rY1yOrzr63q2qDICKxJlILHr7b%20FKn91GP702DBQmjaZEG/LOiXBf2yYE3AUggtWdAvC/plQb8sWBOwFEJLFvTLgn5Z0C8L1gRs5Im9T1EoFAplNxfTHY3juu7CwsLCwsLJkyfr9Xq9Xj9x4sSJEydqtVqtVjt%20/Pjx48ePHTs2Pz8/Pz9/9OjRo0ePzs3Nzc3N%20fq2YZehraBt6i5v8RZv8RZvDdhbpjsaZ3mnqIph92BVePAWb/EWb/FW/m95hsGaQG/kVjXNMT09vVFk0C8L%20mVBvyBYE7CUAfjRC900bBS8adtAvzTol6XQ%20rEmYCkD8KMXumnYKHjTtoF%20adAvS6H1%2000o1gSsgwEdcdAvC/plQb8gfhOavzWZ3fdtdfLLnu9hTSAK1kQc9MuCflnQL4jUgE7/1kSzmg4MEuaqpl91mlVGs/ZnZotAZNI0zO55MlD2zMHW1oPPBBuf3DPbbs8%20yKpp84UFOqNKQ63K1kzkZ980d/b02yQAABgFSURBVPotlK%20YBYXuWjbQL40J/YlYNlX/Za1JO0fSxpr4K1IpHUijWsKbDBqmqqZbcUqVSspKWtkuPJ1B0zC758lWvM/uebLVIR58xlG3PrlnNm3PvsiiaTv4jOM8uedgS6XP7J4nk/oOPtPa4%20Az2ZiTjJtm7Rn2v1%202ulvQNcqC/ii6WDZW/wtoTdosU9qolkpVt1oKronDZTVLVTfwL8puTsLjkIexBDNV019aOmWRz6zX/sy%20awxcSNgEKDYluWd/ZKd/tgtrkrr3jjHYtbQkzsbb6SwvHOkaZUG/jkiVN1f/rRjQ%20ep099akXe/RUExJ62XTd6iJlqb/UF4k/sz46hl2gImq6RuTtFqU%20Y%20ecdOgXJQcfMYfUkjpxDO6fDFqTdKTwOqFWF8Y7FqCMxw51RmnTegaZUG/joQbMVP/rbAmT%20x9bl%20tO2ui9ilKisPvUKL5lFY3lPhgdLegP1I7pqwvn6F3sq%20aYY3Q/r7Z29FMm4a4C2mO8Gr68KySDuasSfSNoDULBq0zat6MdS2Rr6NO%203mybTaoV%20gaZUG/jpSGKOv6L/9ck%208d7JA4iejTdB9uRRm90XqRyF6x3YI3mFZrGWaGcsK/Yz%20xCTeaYdMQzSSEVyeze57UTErLKKuagzXRXmnZNFdGQ/oZLkzWJPMZx1rQn0aR9fcWyztGypr8YN/orJo%206daaJDuQ0HOEfzVfhQ4kNlYTTa2Uqg3yJPaRdaXU3IqjS55lSVZNQ6wvjLYNiSv47GY75GFNtO9YN1cmpN0ZZhpsFPTLkrc1ybT%20%2002ogDX5amRRn%205vHo7fnRN2KbFsSOg1mgM/6s2iSgKF2SWWYtI1x42oWhEyJIumIZkWiTYBYYZBt2d/GLIm4a04ak8/u%20fJ5Hfqj6yb5vZnOFtbuLFB1ygN%20nWkWZOM67/fhMpakw736ST7p%20j1rzLRNZL2CKei%20HdkKAamqrs7J3JYEiji5GhN2tz01RcZNA3KQK6aAFY3N5uDlD37Iaubh1We3DOrU7/RaW7sTjAwDTlxhhXVGT/VhK5RGvRH0cWysfovP9ekI9nqi476gL3wNFhx0C8L%20mVBvyC7zZrERn3AXrAm4qBfFvTLgn4R/MYzt8bfEmviVnAmBQFrIg76ZUG/LOgXwVMa/xy6AEusCRSGZNWM1Vfe4i3e4i3eGvi3PJM4rusuLCwsLCycPHmyXq/X6/UTJ06cOHGiVqvVarXjx48fP3782LFj8/Pz8/PzR48ePXr06Nzc3NzcnC9uG3YZtoUHb/EWb/EWb%20X/ltGOxrnaB6Ojox7sMrR1l0KhUCgDXJKNv9GOBmsCPbO9vS0toS/QLwv6ZUG/LMXVjzUBqyluaPmgXxb0y4J%20WdDfDVgT6BlCSxb0y4J%20WdAvC9YELIXQkgX9sqBfFvTLgjUBSyG0ZEG/LOiXBf2ySFmTieHWs/eHRlZ6sybhajfGHzrPqn%20CEFqyoF8W9MuCfllErMnEsOMMT%20woa6IuzWZ8RZzEooGQI4SWLOiXBf2yoF8WAWuyMjLUMVOSZk3SzEK40HDz7Wi%20Q1k8J7Gn5zWqpVLVbW1vblX2020LRXR7QOgRQksW9MuCflnQL0v%201sR3JsGATufsSSRr4laSnX2jWgp8SMuSRDxM4FN0e7a8hb9ZtTTR1QDTP9v1AaEXCC1Z0C8L%20mVBvyz5WxPflDQdycrIUMfJJvG5Js2eP2k8PNWRhKM9kW36PSMH0/6t/2yPB4ReILRkQb8s6JcF/bKIWBPVjMRedmFNPM9T0xXhrNiIYQlSHqF90O8ZyY2oLyL5Du1nezwg9AShJQv6ZUG/LOiXRWRARx3FmRjuNKajv3m4laRInarqpyuUt1P2jOdGUh1G4rM9HhB6g9CSBf2yoF8W9MsiMw02SJTEfEpba9KolqLjK7oJryGt6an6MZnIbpHciDZpov9sbweE3iC0ZEG/LOiXBf2yyDzXpIenmqhZE3UARenw1c1KisKtOHFfkNwzkvmIpkGaOyu3Kif/l54OCD1BaMmCflnQLwv6ZeFpsGAphJYs6JcF/bKgXxasCVgKoSUL%20mVBvyzolwVrApZCaMmCflnQLwv6ZcGagKUQWrKgXxb0y4J%20WXKyJltbW5ubm%20vr62tra6urq8vLy0tLS4uLi67r1uv1Wq02Pz8/Nzc3Ozs7MzMzPT09NTU1OTk5Pj4%20NjY2Ojq6DQAAAJAdZE2gZ7Zx/aKgXxb0y4J%20WfLRjzWBniG0ZEG/LOiXBf2yYE3AUggtWdAvC/plQb8sWBOwFEJLFvTLgn5Z0C8L1gQshdCSBf2yoF8W9MuCNQFLIbRkQb8s6JcF/bLkb03C9XNadL/ycGvJvggsUjOYEFqyoF8W9MuCflmEsyYTw50X%20NNkTSKr%208JgQmjJgn5Z0C8L%20mURtSYrI0NdLD2ssSZuJZIribxUXjSqpVLVbWVa1E%20E6ZdS1a2WSLxYCKElC/plQb8s6JdF0pqsjAx1GszRW5NY0iTyUnnR9B/%20K7fiRLZH9iEDYyGElizolwX9sqBfFkFr0qUz0ViTLpMmbkVJlYTbo8amUS0xW8VKCC1Z0C8L%20mVBvyxy1mRiuOME2BRroiRAPC9mNWLJEU0yJeZFYjYHrIHQkgX9sqBfFvTLImZNupkAq7cmMW8ReakmSlKSKRFjo47tgF0QWrKgXxb0y4J%20WYSsSXcTYPXWJJbnCK2JP29EmQObmkxR9ydpYimElizolwX9sqBfFhlr0vVgjsaaJG4cbii34LiVpAPRvfCpuNyFbC%20ElizolwX9sqBfFp4GC5ZCaMmCflnQLwv6ZcGagKUQWrKgXxb0y4J%20WbAmYCmElizolwX9sqBfFqwJWAqhJQv6ZUG/LOiXJSdrsrW1tbm5ub6%20vra2trq6ury8vLS0tLi46LpuvV6v1Wrz8/Nzc3Ozs7MzMzPT09NTU1OTk5Pj4%20NjY2Ojo6PbAAAAANlB1gR6ZhvXLwr6ZUG/LOiXJR/9WBPoGUJLFvTLgn5Z0C8L1gQshdCSBf2yoF8W9MuCNQFLIbRkQb8s6JcF/bJgTcBSCC1Z0C8L%20mVBvyyDb01YWrigEFqyoF8W9MuCfllkrMnEsNOi81I6GmsSLoPTcXU%20VskpKoSWLOiXBf2yoF8WAWuyMjIUGBL17y6tSaNaUv1IuKCfHpImRYXQkgX9sqBfFvTLImBNJoYVN7IyMjQ0stK9NWlUS47ei4SZlFLVrZaafkRJmriV0NIoaReMi6UQWrKgXxb0y4J%20WUQGdCaGHd%20PBH90a01Ue6GiOhbfdvgvGtWSU6o2oo5GfeFWUpwOSENoyYJ%20WdAvC/plkZlrsjIy1PVUE9WatHMmocFo%20RGvOZxTjX5KdSPKrmAZhJYs6JcF/bKgXxaZAZ0gVbIyMtQxbxJak7TRnJjBCKeXNKolp1SKfsitOAr4EmshtGRBvyzolwX9suRvTWKDOJ3HdDpnTSKjMrHhmlK1kRjNwY8UAUJLFvTLgn5Z0C9L/tYkkihZGRnqOKgTn2sScSGlakO1G83prfE5sMwuKSCElizolwX9sqBfFqlpsDt%20ron6SJPoxNbmlnDeiZogUfMt6pAOCRRrIbRkQb8s6JcF/bIM/tNgoaAQWrKgXxb0y4J%20WbAmYCmElizolwX9sqBfFqwJWAqhJQv6ZUG/LOiXBWsClkJoyYJ%20WdAvC/plycmabG1tbW5urq%20vr62tra6uLi8vLy0tLS4uuq5br9drtdr8/Pzc3Nzs7OzMzMz09PTU1NTk5OT4%20PjY2Njo6Og2AAAAQHaQNYGe2cb1i4J%20WdAvC/plyUc/1gR6htCSBf2yoF8W9MuCNQFLIbRkQb8s6JcF/bJgTcBSCC1Z0C8L%20mVBvyxYE7AUQksW9MuCflnQLwvWBCyF0JIF/bKgXxb0yyJjTcJFdDqsOqyxJuoKOE6PK/WxtF%20BILRkQb8s6JcF/bIIWJOJ4XBRP/Xv7qxJuHpf76jr/YHtEFqyoF8W9MuCflnytyYTw2qqZGVkqJM3iVoTt6J1F0ouJXy7US2Vqm615DhOqVJRViwuVRvRBEo/hgfMQGjJgn5Z0C8L%20mWRtibxl52siW5IplEthRuVFw3flKhOJfxsJIPCQI%20FEFqyoF8W9MuCflmEB3RWRoY6zjdRrYnvNqITTWK%20IvQcbsWJZFiiCRflYymZGBCF0JIF/bKgXxb0yyIyDXZlZCiYBTsy3MuAjsZExDMewev4IE2ahWEwx04ILVnQLwv6ZUG/LNI3D3cez1Gtic5FxBxH%20DJmYxKfbe5JysRSCC1Z0C8L%20mVBvyyy1qSbG3QUa6K9w0YdtmlUS8GLDkmT5tFK3LNjK4SWLOiXBf2yoF8WAWsSDud081QT1ZqkzFZVn3Sin%20aq7hZudCu9PhcFcoTQkgX9sqBfFvTLIj2g0wWmngbLHBO7IbRkQb8s6JcF/bLsWmvC/cK2Q2jJgn5Z0C8L%20mXZpdYkfl8x2AehJQv6ZUG/LOiXZZdaE7AfQksW9MuCflnQL0tO1mRra2tzc3N9fX1tbW11dXV5eXlpaWlxcdF13Xq9XqvV5ufn5%20bmZmdnZ2Zmpqenp6amJicnx8fHx8bGRkdHtwEAAACyg6wJ9Mw2rl8U9MuCflnQL0s%20%20rEm0DOElizolwX9sqBfFqwJWAqhJQv6ZUG/LOiXBWsClkJoyYJ%20WdAvC/plwZqApRBasqBfFvTLgn5ZBs%20aNKql2DProZAQWrKgXxb0y4J%20WXK3JisjQ9Glc8IldVJW1IlZE3XFnKYBaVRLLScSWzqnp2e%20tj8y5AyhJQv6ZUG/LOiXJU9rMjHsOM7QkGpNFKOyMjKkX4Y4ak3ar3wTcybapYrbfRYXYg%20ElizolwX9sqBflvwHdCaGQ2uyMjKkuJHoqxRr4laSZsM3FcFIjp/yiLwsVRvRBIrGh6Qf2Uv9rPKf8Nz7jCG0ZEG/LOiXBf2yyFoT9e/kS5010Y3QhLmRmOGIvIxkUDSHaXdk/WfV0R5WC8wcQksW9MuCflnQL4u4NVHTJJ2tSSQV0jIDYbojlviIvlTcgyZB0v7I4QdCl6K6kZ5GjqArCC1Z0C8L%20mVBvyzi1iSWNekwoNNm0MVLJE1imYzAPmgnlXR55PCY0Umz%20JLMIbRkQb8s6JcF/bJYNtdEd5OOYk06mIqovUjs3LQVOhPS0a74fyrJEfIkpiG0ZEG/LOiXBf2yyFqTyK3E%20uEc1Zpo7UBoKmJZksT0j0a15JRKWkfR4cjheE%204E7NLDENoyYJ%20WdAvC/plydOahE8wUR9jMjHc2qC7czhiTTrPgY3Yi%20aQS9RN6O1E%20yOnfFYd0iGBkjmElizolwX9sqBflgF6GmzHNAYPLikUhJYs6JcF/bKgX5bBsSadnAkDMAWD0JIF/bKgXxb0yzII1qQ1D6STMWHQpVAQWrKgXxb0y4J%20WQbBmsBAQmjJgn5Z0C8L%20mXJyZpsbW1tbm6ur6%20vra2trq4uLy8vLS0tLi66rluv12u12vz8/Nzc3Ozs7MzMzPT09NTU1OTk5Pj4%20NjY2Ojo6DYAAABAdpA1gZ7ZxvWLgn5Z0C8L%20mXJRz/WBHqG0JIF/bKgXxb0y4I1AUshtGRBvyzolwX9smBNwFIILVnQLwv6ZUG/LFgTsBRCSxb0y4J%20WdAvy662JtqF/sASCC1Z0C8L%20mVBvyy5WxN1Qb/2G9taE/8xa/093ZUH11sNoSUL%20mVBvyzolyVPazIx7DjO0FDUhWg3drImyXWAdwJJE6shtGRBvyzolwX9suQ/oDMxrHEh2o2p1sRfDie%20KE6jWipV3aZpUd5qs731ohG8i1mxBkJLFvTLgn5Z0C9LAa1Jy5I0qiXVSDTthW82GtVS5M%20U7aVqI7KNNQAtgtCSBf2yoF8W9MtSOGuiGJKoj4gu4Be%2012Z7qdqIHiXmdkASQksW9MuCflnQL0vBrEnEOyReKPmOYB5Jp%201uxVHAl9gDoSUL%20mVBvyzol6VY1iTqIyJTRyJzWqOplXbbyZNYC6ElC/plQb8s6JelSNYkMREkNrjT%20js%20eUS3PUimMLvEVggtWdAvC/plQb8seVqTlZEhNd/hexHtRp01ic4Z8Ql8RaNacirVlLtwUra3DqamYkig2AOhJQv6ZUG/LOiXZUCeBpv2iBIeXVJcCC1Z0C8L%20mVBvyyDYU3SnuvK814LDKElC/plQb8s6JdlMKyJW9E7kLTtUAAILVnQLwv6ZUG/LINhTWAAIbRkQb8s6JcF/bLkZE22trY2NzfX19fX1tZWV1eXl5eXlpYWFxdd163X67VabX5%20fm5ubnZ2dmZmZnp6empqanJycnx8fGxsbHR0dBsAAAAgO8iaQM9s4/pFQb8s6JcF/bLkox9rAj1DaMmCflnQLwv6ZcGagKUQWrKgXxb0y4J%20WbAmYCmElizolwX9sqBfFqwJWAqhJQv6ZUG/LOiXBWsClkJoyYJ%20WdAvC/plyd2arIwMRRfKmRhut4AO1mTXQmjJgn5Z0C8L%20mXJ05pMDDuOMzQUsSYTw%20GLiWHHGZ7AmoDneYSWNOiXBf2yoF%20WnKzJKLQlh9/AKNLnDwAAoDf6mmsy8IwOhDWRPosAAAA9gDVpB9YEAAAgZ7Am7cCaAAAA5AzWpB1Yk6Kzy78%20AEARwZq0A2tSdHb51wcAKCJYk3ZgTYpO/l///Pnz1Wr1W9/61le%208pWvfOUr3/rWt6rV6vnz53OWAQBQXLAm7cCaFJ2cv/7hw4efe%2065Q4cOHT169MKFCxcuXDh69OihQ4eee%2065w4cP56kEAKC4YE3a0a01%20dWPfnfvU0%200yr6fep63sW/vU0/sPXA2W6Ph/0ff/dHVrj9hrG%20eeelLTx9YM7d/NuRmTa5cufLqq6%20%208sor2gTJ%20fPnX3nllVdfffXKlSv56AEAKC5Yk3Z0ZU2iviRDa3L17Iuto0X/F7PWZO3A019q8dJM6m7ZWhNTxiU3a3Lo0KFXX3210Wik7dBoNPbv31%20tVvPRAwBQXLK0JhMTE9YebWd0Y018A/HEf240X//qR/%20akTU5%2059PhdakdXDDWZOZl76keIS1AwdSvQnWJOTcuXPPP//8T3/6U3Xjs88%20%20%20yzz6pbLl%20%20/Ad/8AcbGxs5SAIAKC6ZWZOJiYnMrYm4O%20nBmux98V9/pW5uWZOfHvBTHb979nr0racihia%208fq/flfJxARexLA1STUIMy8lEimRfYP3nz6wFn0r%20FvZGDuaLk0T7hL5T54%20MHPg6cjGzr9g919/xxw6dOj73/9%20bGPSmly9evX73/8%20iRMAgPZkY00mWmRyNHPH7JXu5pooriJMk6gb1bfi23/37HXdxg0JazLzkn4EZ%203AS4rTaO4TWo21A08Hf87MdLQmHY4WPaCyi29Xesyt5GNN/uRP/uTHP/5xbKPWmiwtLb344os5SAIAKC4ZWJMJhf6PZvqwPdH1HTpqksNPn/huI/53ZPSn5TPO6jZezX9AZ%203A0%200ml/gkrUYy1dIpa9LuaMk9A8O0k0GffKzJ7/3e712%20fNn/%209kU/Hf9MZ0cJAEAFBeyJu3o8ebhlkH5z43oXBN/u2JN9kYyImd1GwWsSWrWJDLk8iWNNYl9qoM1aXu05AHbm5sO2GZNLl68%20Pu///s5SAIAKC7MNWlHV9bkpwcC96AkRdpak3CKSexTEXK3Jilpk/iskv6yJh2OljxgAbImf/zHf7y6uhrbyIAOAMDO4A6ddnRpTWI5D2X6SNya6O801t9%203LQmrSRKYvJKwsr0bU2a0zlCd%20LfoaNYgrUDTyfzHMp0EH%20uSThXRLN/p6Ndjd4mFJ1rYqk1OXjwYPfTYA8dOpSDJACA4sJzTdqxg%20eatO7ESbEmif01jy1JbszNmlyNDrckRmCePnBAl%20cId1BnrKbsrz1aa2vHO3SstCY93Tx87ty5HCQBABQXrEk7eFB90cnt6x88eLCbR66RMgEA6AjWpB1Yk6KT84PqX3311WA%20rMrly5f379/Pg%20oBALoBa9IOrEnRyX95v%20eff75arS4tLb311ltvvfXW0tJStVp9/vnnWd4PAKBLsCbtwJoUnfy//vnz56vV6ssvv%20zPNXn55Zer1ap2zT8AANCCNWkH1qTo7PKvDwBQRLAm7Yg/Ca2YRfosSoI1AQAoHFiTdoi7CqwJAADsNrAmAAAAYBFYEwAAALAIrAkAAABYhPP/AAAAAKzh/wMYxHWBy2yYJQAAAABJRU5ErkJggg==]I hope this helps.
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Re: VBA Copy Paste Copy Loop
Pete110,
your links for the attached workbook example don't work? -
Re: VBA Copy Paste Copy Loop
Thanks for the reply and I'm sorry I didn't explain better. Sheet1 B2-I2 is linked to a "Calculator". When I drop a word into A1, it populates subsequent cells (B2:I2). What I'd like to do is just run a macro that would copy A3 into A2, then copy the results from B2:I2 into B3:13 and follow the same process till I have calculated all the words, or have a blank, in column A. I've used this sheet for quite some time and recorded a macro and adjusted it to go through 30 cells but I need to redo the work.
I hope the attachment helps. [ATTACH=CONFIG]66090[/ATTACH][ATTACH=CONFIG]66091[/ATTACH]
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Re: VBA Copy Paste Copy Loop
workbook would help pictures don't do much
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Re: VBA Copy Paste Copy Loop
[sw]*[/sw]
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Re: VBA Copy Paste Copy Loop
I'm impressing no one here. Sorry about this. Here's the workbook.
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Re: VBA Copy Paste Copy Loop
Hi
I cant figure out the logic of the request. what is the process? -
Re: VBA Copy Paste Copy Loop
Try this
Code
Display MoreSub copyLoopCopy() Dim lr As Long Dim rng As Range Dim cel As Range With Sheets("Sheet1") lr = .Cells(Rows.Count, 1).End(xlUp).Row Set rng = .Range("A3:A" & lr) For Each cel In rng .Range("A2") = cel.Value cel.Offset(0, 1).Resize(1, 8) = .Range("B2:I2").Value Next cel End With End Sub -
Re: VBA Copy Paste Copy Loop
PERFECT! Thanks friend. I'm sorry I made it so difficult and appreciate your patience. Have a good weekend.
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