Hallo,
ich brauche mal kurz eure Hilfe bei einer For und If schleife.
Ich habe zwei Spalten (D und E) mit OptionButtons. Bei Klick auf einen Button in Spalte D soll der Inhalt der Spalten A, B, C kopiert werden und in einem anderen Tabellenblatt ("Ergebnis" eingefügt werden. -> siehe Bild unten
Da ich nicht für jeden Button einen extra Code schreiben will soll eine Schleife alle aktivierten Buttons in Spalte D abfragen und wenn eines Aktiviert ist sollen die Zellen der Spalte A,B,C der entsprechenden Zeile kopiert werden.
Das ist der Code für einen einzelnen Button
Private Sub OptionButton3_Click()
'Kopiert Zellen nach Ergebnisblatt
Range("B7,D7,E7").Copy Worksheets("Ergebnis").Range("C7:E7")
End Sub
Jetzt soll dies aber allgemein für alle Button gelten ohne immer einen extra Code zu schreiben.
Das ist mein Ansatz:
Dim k As Double
Dim i As Double
For i = 1 To 20 Step 2
For k = 1 To 20 Step 1
If ActiveWorkbook.Sheets("Test").OLEObjects("Optionbutton & i").Activate = True Then (der Teil funktioniert)
Range("k, 1:3).Value.Copy Worksheets("Ergebnis").Cells("C7:E7").Value (dieser ist Falsch)
'Kopiere Zeile k (Ort des Buttons), Spalte A:C in das Sheet "Ergebnis" -> das will ich bezwecken
End If
Next k
Next i
Mein Problem ist, dass ich nicht genau weiß ob die For Schleife stimmt mit ("Optionbutton & i") und wie es immer die Spalte kopiert in der der Optionsbutton aktiviert ist.
Vielen Dank für eure Hilfe!!
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAf4AAAFZCAIAAAD2FNokAAAeBUlEQVR4nO2dPY/jRtaF+ZsMGDA67j8xySQDtPD+CGcTCHDSf2AAhwKcOOrQmYLNx16P22Ov1Wuv1+OPwMGGfANJVLH4qWIdsnnv84AYSOppts7R1WGpSNUtygn8/fff1e3//ve/U3a1OtBrG296lwKfdfR7WyTv9++///7xxx+ru7/++mvyrqaw397ebvfz/93Z9e63txWb3WHeP77Y63vYbSrVs77MS9Xz9YSFsUxtTGElPq/S5H5vE6P/mPth9P/yyy9pu5rEYbfZbLebBbJ/dr37bVVwwc3ZWOL13W/DN9lht5vxZV6mnlOoV8N+O/dBchor8XmJt9xk+r1Nif4q98Po//nnnxN2NZHDbrPZHY7/zvynZ9cbFN8Sgud/fZd9ty1Sz0k0fFpVTK3E51V5eqbf26ujP8z9MPqfnp4Sntw0zhG4RBTOrvdSfIsc6pbQu+TgdYl6TqOZSmvKqZX4vCZLK/q9vS76o9wPo/9wmN2YSwQuEIaz6w1mG5cowrn1HnabRaN/gXpOZN3RvxKfo7n+dcyo9Xt7RfQ3cz+M/p9++in5KaYR5v382T+73vpc/+zFt4TeJd9g89dzKq3Rv45sKlfj85qOphX93o6N/tbcD6M/vD0L0XF47kPxEnqr4lugEGfXu/Cwf3a9ycTFsPTnpetYic+rjP5+b0dFf1fuh7v+4Ycfpj3PK1m64OfWu/Sof3a9jYtV5r3CZwG9idTeCYfdZi2XHh5Zic+rjP5+b4ejvyf3w+j//vvvpz/X8TRfipmzf2a9i1/XP7vesizrl/XPK3oZvSnUP/6uLaBW4nM8x7CKj1X93g5Ef3/uh9H/+PiY5emuBfTaxpvepcBnHf3e9kX/YO6H0f/u3btcz3gVoNc23vQuBT7r6Pc2fSGHiG+//TbXrlYBem3jTe9S4LOOfm+zRf8333yTa1erAL228aZ3KfBZR7+32aL/66+/zrWrVYBe23jTuxT4rKPf2+Kvv/76888///jjj99///3Dhw+//fbbr7/++p///OeXX375+eef//3vfz89Pf3000//+te/fvzxxx9++OH9+/fff//9d9999+7du2+//faf//znN9988/XXX38BAAArIduo/4svvnj/4X9+tqIoFn8O6EXv2jd8lm59o36iP23zVrLoZcPn1W1Ef/7NW8milw2fV7cR/fk3byWLXjZ8Xt1G9OffvJUsetnweXXb84z+t59+XBTFJ5/+Y/yvfPmiKIri1ZulDX2fUrLota1XYcgqrVvOZ6nDy/71xNd35ugf+SxniIbj/y9e7PK/GEHJPhO9J7GFJgK86j2qqJfQPz77qCiKjz/76rp9PsdoWHwL6upkdd2iL19crB7USPTH24ToP+w24xYDnD/6v3r9SVEUH71+2/qfjz8tDEV/n95jGIVcHUyr0lvLfa3eUyG9/LL6UX/hZTUk0boVbW3RH7qdLfpTX7Xx23N8fdOif7+9vb3dbNYZ/W8//bj46PXbNy/dRH+VfbtXjaGTOb0fvnxRPYGT3sypd9F7Oqxe9v/mZZq9zzEaFt8a0f/JRzWXwuif5DDRPz76qwPAlOh/++nHRfHxZ28uY/DKmrNTr181fnR8dxWNx6s9BwOEoi/cZ4/+hfW+/9ASVbb1NkflufVGcz7xm7CupXr85Mynx5++/DLJkB57/xd+9Pno9Wf1ZxV+Khq5t2W2hs+v3hyP5eFIv33U3/yU0OVwfzk15vSOT+BcUat+fe+7l22eJfojTi9kz4+6Ps6vJPqX01tJzj66eXZ6d68avy7SWz+6HI+stayJaHPmEg1XGXKlvac/3djb8Iu12FY0o7/2tu2K/tYK6RI4UE7R6CH46+t/fW86w3+m6D8lUW1A2vOjcAv3dsVcf+NV1JXsM9IrGgI/R71h9AskF+GVJ8GTPz6rU0XFosLLCprnhxMM6f6V9j/96s2H9kFr+JSGnsCsW9EW/cGJ9I7or8/yvXk5LHDEqaOGsRZe37uHRaO/+Ym+/0e1k7TBa7yW6F9Gry73n6fe03Y+xZ33VS5qFx1W7/Mgnj7Eb8L3Le/D8PN7giHdvxL/6cuPGrvqekrP4vRA0Rr9l0Nsb/THpT7scFc5VS9c7b9ZeH3XFf27V8GLtMZR//x66wd87Vv0GejdvWq8K6TRXx1WX70I35DxGebmqHBcNHQa0v0ro0eFjSJZR/Sfp3pevfi4O/rPs1Vfvf5k8Ng26kPky89qe7Dw+q4w+ut0RkPR/rZvmfaSRcMz0Nuyh8yHgWevN3OEFfXoDydYm5/xa9Tmaq+IhjY5g/b22HjV3hbbis7oD2xpmeuPNY6M/vZyinZ4Of9h4PVNif7DbhP2oB84AOSd8AlOiL968bJojYbAguaFCquK/ul61xX9GV7fWU/zvq895ygrm6f7wsfHTgh0GNIf1pcI+Oj1ly1D5gvrjP7K2/YrfAKN0RU+A3a1X9dUvQSt1/+s9vVNH/WPhTV8bG/oZcPn1W09iU30J27eSha9bPi8uo3oz795K1n0suHz6jaiP//mrWTRy4bPq9v6oj9jW/YCAACeDW+7yTnqz7WrVVAU2axbBegFBfiso99boj8RbyWLXlCAzzqIfgneSha9oACfdRD9EryVLHrz8nmA9A89c7zV1ZwQ/RK8lSx6c3GM+/8L8HwA8FZXc0L0S/BWsujNQhX64YPNR/yQ12c+S4WkR/9+O3YBn7It+h/uiqJnCYmVE9j6eH8TXk9lU3FcRqHo7nYQ60Ua/c3Hn56eFH/u+ZPLZz5LNUmN/v32kvf77e3tdt/7ZxrR/3BX3Nzd3RhNwjj6z+n3eH9jM/xrZfRwF+b94/2NvfBXRH9X7h/xmf5ZfOazVCtZJnz222uj/+GuuLl/fLy3mv0d0V+/Y4hA78OdzaNbDaJ/HjJGf/Nxn5ZW5Ij+EYv2R9F/TH67Sdg36jeu1+7hPITon4fpPkeuHucgq7s+XT0yPfpHdWupRX8QgFazsHuu36LaUK+LQT/RPxN5oz98Hx4f8enqkYnRP2KavyzLevR7mAHpmvCJ5sHNQPRngamJCKJfx5ToH9udsaxFfzQKtjkS7ox+o9HIXH8WPv/886enpyiPmo/4gQkfHcnRf0Xul2H0N4a9Jq968TvqP72gXOEziacA6R965nCaV0di9AcX9R8Ze4VP25jQ4Dixe67fmtIjURnVNNsLfn9fYVuKXNHPZ6kmWS7uHIZv89oGvaAgr898lgoh+iV4iwb0ggJ81kH0S/BWsugFBfisg+iX4K1k0QsK8FnHQPTTmxcA1kjelDQJvXnzUzgbraAXFOCzjn5vif5EvJUsekEBPusg+iV4K1n0ggJ81kH0S/BWsujNC/2kjuCzDqJfAlFoG51e+kmF4LMOol8CUWgbkV76SUXgs47k6D/sNmMX8CnpzXvBpuK4jOjNmwQLjUXgs47E6D/sttWynYfd5touXfTmNUatjOjNmwStWprgs44sEz5hj/Z26M3bcscQgV6D67A2IZLmAZ91ZIj+w24zuHI/vXkbt01x0Wv3cB5CJM0DPutIj/5qsn9MxxZ681qe+aZBYw6IpCb4rCPPqP+quX4PMyBdEz72u3QR/RPg9GMEPuvINNc/lP305j3ftRmNzPVngX5SEfisI/kKn93+cvuaUT+9eQ0e6ejNmxn6SR3BZx2po/7wsv4Rk/305rV9YX9URvTmhSzgsw6+zSvBW8miFxTgsw6iX4K3kkUvKMBnHUS/BG8li15QgM86iH4J3koWvaAAn3UMRD+9eQEATEJv3vwUzkYr6AUF+Kyj31uiPxFvJYteUIDPOoh+Cd5KFr2gAJ91EP0SvJUsevPiuWdsCD7rIPolEIW20emlZ2wIPusg+iUQhbYR6aVnbAQ+65ga/YfdZswiPvTmPWNTcVxG9OZNgsWEI/BZx7ToP+w2m83wup305qU3ry0UkUQLkSb4rGNS9O+3m91heLH+kt68xjvTsF5/BoikJvisY0L077e32/2YPi0lvXnpzWsLImke8FlHcvSfgj8l+unNa46LXheDfiJpJvBZR2L0H3abc95fHf0eZkC6Jnzsd+ki+ifA6ccIfNaRFv377W3Mdt/xf8uypDcvvXltoYskesaG4LOO6df1XznqpzevwSMdvXkz47lnbAg+65g7+unNa0zpkaiM6M0LWcBnHXybV4K3kkUvKMBnHUS/BG8li15QgM86iH4J3koWvaAAn3UQ/RK8lSx6QQE+6xiIfnrzAgCYhN68+SmcjVbQCwrwWUe/t0R/It5KFr2gAJ91EP0SvJUsekEBPusg+iV4K1n05sVzz9gQfNZB9EsgCm2j00vP2BB81kH0SyAKbSPSS8/YCHzWkRz99cU7h1bxoTfvGZuK4zKiN28SLCYcgc86pkR//zrNNejNW902KblWRvTmTYIWIk3wWcdC0U9vXlsEeg2uw9qESJoHfNaRZcJn+BhAb97GbVNc9No9nIcQSfOAzzoynObdb6+c66c3rzkuel0M+omkmcBnHVmu8Bnu1kJv3tM98126iP4JcPoxAp915Ir+gTkfevOe79qMRub6s0DP2Ah81pEa/fttFfb77fBsP715T/fMj/rpzZsDzz1jQ/BZR47TvCOu9KE3r+0L+6MyojcvZAGfdfBtXgneSha9oACfdRD9EryVLHpBAT7rIPoleCtZ9IICfNZB9EvwVrLoBQX4rGMg+unNCwBgEnrz5qdwNlpBLyjAZx393hL9iXgrWfSCAnzWQfRL8Fay6AUF+KyD6JfgrWTRmxfPPWND8FkH0S+BKLSNTi89Y0PwWQfRL4EotI1ILz1jI/BZx5TovyzjM7RcP715K2wqjsuI3rxJsJhwBD7rSI7+Met1XqA3b3XbpORaGdGbNwlaiDTBZx2J0X/YbQZH+iH05m25Y4hAr8F1WJsQSfOAzzrSov+Y/NWED715Y3pG/cb12j2chxBJ84DPOtKi/xj6p8Q/7Db05o3onuu3qJYGjTkgkprgs47k6A/Dnt68MV0TPva7dBH9E+D0YwQ+60ie8AlneejNG9MZ/Uajkbn+LNAzNgKfdaSf5q0G+tFxoBV6857umR/105s3B557xobgs4706/qvuKqf3rzWL+yPyojevJAFfNbBt3kleCtZ9IICfNZB9EvwVrLoBQX4rIPol+CtZNELCvBZB9EvwVvJohcU4LOOgeinNy8AgEnozZufwtloBb2gAJ919HtL9CfirWTRCwrwWQfRL8FbyaIXFOCzDqJfgreSRW9ePPeMDcFnHUS/BKLQNjq99IwNwWcdRL8EotA2Ir30jI3AZx1p0X9Zv+d2XLcWevOesak4LiN68ybBYsIR+Kwjw6h/eLV+evPSm9cWikiihUgTfNYxOfrH9OiiN6/xzjSs158BIqkJPuuYGv1jFusv6c1Lb15bEEnzgM86Jkb/yOSnN6/pmW8aNOaASGqCzzqmRf9+O3iC9wi9eU/3zHfpIvonwOnHCHzWMSn6x5zgPUJv3vNdm9HIXH8W6Bkbgc86JkT/uBO8R+jNe7pnftRPb94ceO4ZG4LPOtKjf/RkT1nSm9f6hf1RGdGbF7KAzzr4Nq8EbyWLXlCAzzqIfgneSha9oACfdRD9EryVLHpBAT7rIPoleCtZ9IICfNYxEP305gUAMAm9efNTOButoBcU4LOOfm+J/kS8lSx6QQE+6yD6JXgrWfSCAnzWQfRL8Fay6M2L556xIfisg+iXQBTaRqeXnrEh+KyD6JdAFNpGpJeesRH4rCM9+oP+vMNL+dCb94xNxXEZ0Zs3CRYTjsBnHYnRH7ZoGdOuhd681W2TkmtlRG/eJGgh0gSfdSRG/34bpP1htxlavJnevC13DBHoNbgOaxMiaR7wWUfyhE/VpmVUvxZ68zZum+Ki1+7hPIRImgd81pE+13/YbUZP9dOb1/TMNw0ac0AkNcFnHekTPtVQf0y3Lnrznu6Z79JF9E+A048R+KwjLfqjSZ7hOR96857v2oxG5vqzQM/YCHzWkRb9tYH+YbcZnPShN+/pnvlRP715c+C5Z2wIPuuYcpo35bp+evMaU3okKiN680IW8FkH3+aV4K1k0QsK8FkH0S/BW8miFxTgsw6iX4K3kkUvKMBnHUS/BG8li15QgM86BqKf3rwAACahN29+CmejFfSCAnzW0e8t0Z+It5JFLyjAZx1EvwRvJYteUIDPOoh+Cd5KFr158dwzNgSfdRD9EohC2+j00jM2BJ91EP0SiELbiPTSMzYCn3WkR/9lEZ/hTi305q2wqTguI3rzJsFiwhH4rCMx+vfby6Jt4e0u6M1b3TYpuVZG9OZNghYiTfBZR1r01xfoH9GXnd68LXcMEeg1uA5rEyJpHvBZR47ov65VS1nSm9ccF712D+chRNI84LOODBM+h91mcL6f3ryWZ75p0JgDIqkJPutIPs176cq+2e2210z4eJgB6Zrwsd+li+ifAKcfI/BZR46LO4fne+jNS29eU+giiZ6xIfisY3r0j7nAh968bkb99ObNgeeesSH4rCMx+i/TPWOu6qc3r/UL+6MyojcvZAGfdfBtXgneSha9oACfdRD9EryVLHpBAT7rIPoleCtZ9IICfNZB9EvwVrLoBQX4rGMg+unNCwBgEnrz5qdwNlpBLyjAZx393hL9iXgrWfSCAnzWQfRL8Fay6AUF+KyD6JfgrWTRmxfPPWND8FkH0S+BKLSNTi89Y0PwWQfRL4EotI1ILz1jI/BZR1L0H3ab+tI94QrOrSv60Jv3jE3FcRnRmzcJFhOOwGcd10b/fnt7e7vZhNEfHAgOu037Mp705q1um5RcKyN68yZBC5Em+KwjbcInXKG/3pm3o08vvXlb7hgi0GtwHdYmRNI84LOO6dE/qk8vvXkbt01x0Wv3cB5CJM0DPuvIEv3hMH9E9NOb1xwXvS4G/UTSTOCzDsWof2DCx8MMSNeEj/0uXUT/BDj9GIHPOgRz/W0X+dCb93zXZjQy158FesZG4LOO6dFfu9Szq0M7vXlP98yP+unNmwPPPWND8FnHtdEfNOUNLuPfb88PdDRopzev7Qv7ozKiNy9kAZ918G1eCd5KFr2gAJ91EP0SvJUsekEBPusg+iV4K1n0ggJ81kH0S/BWsugFBfisYyD66c0LAGASevPmp3A2WkEvKMBnHf3eEv2JeCtZ9IICfNZB9EvwVrLoBQX4rIPol+CtZNGbF889Y0PwWQfRL4EotI1OLz1jQ/BZB9EvgSi0jUgvPWMj8FlHUvQ3evN2PniG3rxnbCqOy4jevEmwmHAEPuu4NvpbevN2PFiD3rzVbZOSa2VEb94kaCHSBJ91pE34tK7N3LVgc1nSm9d4ZxrW688AkdQEn3UsE/305jXGRa/dw3kIkTQP+KxjieinN685LnpdDPqJpJnAZx0LRL+HGZCuCR/7XbqI/glw+jECn3XMH/305jUYjcz1Z4GesRH4rGP26Kc3r8EjHb15M+O5Z2wIPuu4Nvpbe/O2N+wNoTev7Qv7ozKiNy9kAZ918G1eCd5KFr2gAJ91EP0SvJUsekEBPusg+iV4K1n0ggJ81kH0S/BWsugFBfisYyD66c0LAGASevPmp3A2WkEvKMBnHf3eEv2JeCtZ9IICfNZB9EvwVrLoBQX4rIPol+CtZNELCvBZB9EvwVvJohcU4LMOol+Ct5JFLyjAZx1J0d9ow7vf9i3gUxL91kEvKMBnHddGf1sb3v32cme/vb3d7hu/RvTbBr2gAJ91pE349KzPvN8S/f5KFr2gAJ915I7+jp8Q/bZBLyjAZx15o7/zkED02wa9oACfdWSM/o5p/rIsiX7roBcU4LOOXNHf152xJPqtg15QgM86skT/QO6XRL910AsK8FnHtdHf0oY3uKj/CFf4uCtZ9IICfNbBt3kleCtZ9IICfNZB9EvwVrLoBQX4rIPol+CtZNELCvBZB9EvwVvJohcU4LOOgeinNy8AgEnozZufwtloBb2gAJ919HtL9CfirWTRCwrwWQfRL8FbyaIXFOCzDqJfgreSRS8owGcdRL8EbyWLXlCAzzqIfgneSha9oACfdSRFf9ybN1zYp33ZZqLfNugFBfis49rob+nNe9htg9sbunSV/koWvaAAn3WkTfj09uYl+v2VLHpBAT7ryBz9h92m9QdEv23QCwrwWUee6K8m+7s+CxD9tkEvKMBnHflH/cz1l/5KFr2gAJ91COb6235E9NsGvaAAn3VkiP7Dbldd0Mmo/4i3kkUvKMBnHddGf0tv3tpjHR8GiH7boBcU4LMOvs0rwVvJohcU4LMOol+Ct5JFLyjAZx1EvwRvJYteUIDPOoh+Cd5KFr2gAJ91DEQ/vXkBAExCb978vH37dumnMCvoBQX4rKPfW6I/EW8li15QgM86iH4J3koWvaAAn3UQ/RK8lSx6QQE+6yD6JXgrWfSCAnzWQfRL8Fay6AUF+KwjKfo7Fmk77DZdi/gQ/bZBLyjAZx3XRn9Lb94Th92m9fGyLIl+66AXFOCzjrQJn5ZF+ffbze7QuY4/0W8b9IICfNaRKfr329vtvqeFC9FvG/SCAnzWkSX6T8FP9Fd4K1n0ggJ81pEh+g+7zfkO0X/CW8miFxTgs47p0b/f3sZs9/EvEP22QS8owGcd2U7z9j5O9BsHvaAAn3VcG/1tvXkvEP0nvJUsekEBPuvg27wSvJUsekEBPusg+iV4K1n0ggJ81kH0S/BWsugFBfisg+iX4K1k0QsK8FnHQPRn7M3b0wcSAACeD4z6E3nrbLSCXlCAzzr6vSX6E/FWsugFBfisg+iX4K1k0QsK8FkH0S/BW8miFxTgsw6iX4K3kkUvKMBnHUS/BG8li97nwsNdcXP/uPSzyMV8PtvybQxJ0R/35q0v3tm2ig/Rbxv0PheuiLDH+5si4O5hzC8E/yu6q+BZRv8KfBvDtdHf2pu3atXSCdFvG/Q+F66MsPP/fby/GQ4xor8sy1X4Noa0CZ+uLl2dEP22cay3/ka+JMjx8Ye709gwyJXqsdqoMRxLVvt7uCtu7u/vLg8G/+vyRy8P3tzfhxHWus8y/LXq/wZ3WhXVhro39w/1u4/df67bh+t8xrcrfBtDrujvadNSlkS/dRzr7Yv+6h37cFe9qeODQ/V71e0gTY7v/CDRwrQIdnN++OEuSImOfVbEo9fwdpui/tFrbfwb3OnyYRSBz/iW+YNCluiv/YC5/tJ1FLpg9Ki/8XiUW5cHw4CpftD9lq/2E+XK8D5ruyiaY9C0CItnMVoFX3029eIzvuUe92eO/q4fEf22caz3yuiv36qN8IpmoMQRVv+Pdw/N/1KLjtZ91nZ2eejhrhgKnb4Ia3umLRGbHP34tobob5nzIfpt41hvwqi/MbHbeeKvHgzxTMTg6LV/jiAa31Z7f0aj1/qoH99ykiP699sq7Pfb9tl+ot82nvXGg9D+6H+4awuWtinl+r6jew93VQJehp3NJ9AbF12j1y5F8R7rdxtz1gOffkZx8Rnflo7+1t68wWnejit9iH7b+NZbXYZx9zA84VO/UKX9qpLO03vBBR/3d7XAOD+Bx/ubgX1WxFMb9TFwU9HlN2qJWbQpqz+HHBM++PYsRv1XQ/TbBr0jaU4W5L9qzxCVz/iWHaJfAlFom2S99eHo4NyCdyqf8S07RL8EotA2E/TWpgvIr36i0+n4lhGiXwJRaBtvepcCn3UMRD+9eQEAvMGoP5G3zkYr6AUF+Kyj31uiPxFvJYteUIDPOoh+Cd5KFr2gAJ91EP0SvJUsekEBPusg+iV4K1n0ggJ81kH0S/BWsugFBfisIyn64968ZbiMT+uSnkS/bdALCvBZx7XR39Wbd6BDI9FvG/SCAnzWkTbhU1u0+bDbdC3eX0H02wa9oACfdUyP/mPyVxM+9OYtS38li15QgM86pkf/MfRPid9yFqAsS6LfOugFBfisI0v0R/P+9OZ1V7LoBQX4rCPLhE84y0Nv3rL0V7LoBQX4rCPPad7qXnQcqCD6bYNeUIDPOq6N/tbevENX9RP91kEvKMBnHXybV4K3kkUvKMBnHUS/BG8li15QgM86iH4J3koWvaAAn3UQ/RK8lSx6QQE+6xiIfnrzAgB4g1F/Im+djVbQCwrwWUe/t0R/It5KFr2gAJ91EP0SvJUsekEBPusg+iV4K1n0ggJ81kH0S/BWsugFBfisg+iX4K1k0QsK8FlHUvTXVuW/rN9z292thei3DXpBAT7ruDb6W3vz1n5MW/bSX8miFxTgs45+b/8f5U9/2r/M1BcAAAAASUVORK5CYII=)
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