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base64 encode excel formula

Then try this, the Base64 column is what you want, right? Function BinToBase64 (S As String) As String Dim X As Long For X = 1 To Len (S) Step 8 BinToBase64 = BinToBase64 & Chr (BinToDec (Mid (S, X, 8))) Next BinToBase64 = EncodeBase64 (BinToBase64) Site design / logo 2022 Stack Exchange Inc; user contributions licensed under CC BY-SA. Why does the sentence uses a question form, but it is put a period in the end? How do I encode and decode a base64 string? How to convert Base64 to Excel. Converts the decimal number 15 to base 2 (binary), with a minimum length of 10. Reference links: You could re-jig the above to suit your parsing data to your Flow, etc. Converts the decimal number 7 to base 2 (binary). Stack Overflow for Teams is moving to its own domain! 2022 Moderator Election Q&A Question Collection, Convert hex string (image) to base64 (for browser rendering) in VBScript, How to convert decimal to hexadecimal in JavaScript. Not sure if i understand xDThis its how my onselect looks like on the imageCollect(imgCol;({Name:"Skademelding.jpeg"; Image:DMG_SCHEME_BTN.Media; timeStamp: Now()}))So the image its stored into a collection upon the send button i have thisSet(JsonCol;JSON(imgCol;JSONFormat.IncludeBinaryData));; IMG_API.Run(SONR;reg;Jobbtype;FORSIKRING;JsonCol). Thanks for contributing an answer to Stack Overflow! By clicking Post Your Answer, you agree to our terms of service, privacy policy and cookie policy. The easiest method is JSON() function that includes Binary Data, Only want the base64 value :Example thisiVBORw0KGgoAAAANSUhEUgAAAV4AAAD6CAYAAADp0S9WAAAABHNCSVQICAgIfAhkiAAAAF96VFh0UmF3IHByb2ZpbGUgdHlwZSBBUFAxAAAImeNKT81LLcpMVigoyk/LzEnlUgADYxMuE0sTS6NEAwMDCwMIMDQwMDYEkkZAtjlUKNEABZgamFmaGZsZmgMxiM8FAEi2FMk61EMyAAAgAElEQVR4nO2dfXATd5rnvybRBOSobUacYm4xcTsbkZTfAQfFqUhQSs1ky8GGmfzjZTclZ7NbNXu1Y+P7Y28h4W0S11VNnbFnrrJ1Uwz23A7juqpkwUy4JVPRgJTFcUIYhLBrYmfjNohKhBYNRo7FBs1F94f5dVqyXlpWd+vt+VR1YUut7kfC+vbTz+95KQNRsni9Xssf/vCHDxI9Z7PZ1paVlc0ne200Gq10uVy35Z7r3LlzsvZzuVxyD7liKisr0dTUpPhxr1+/DkEQAADNzc2oqKiIeX7Lli3gOC7msXSfM1GclOXaAEI5BEF4wufzPQYAt2/frrx06dIzABAKhSovX75sAQCXy8Xn0kYiOTU1NXj00UeFlpaWCY7j5isrK4Nbt26dAIBnn332Agl08UDCm8dIhfTjjz+2zM/PG9lzLpfreQC4du0aPzc3lyMLiVxgs9mE+/+eBYDnnnvuDABUV1d/xvP8J7m0jZAHCW8eEI1GK99///1nPv74Y8v169cf+/nPf961sLCQa7OIAsVgMGDz5s0CAPA8/+nGjRs/Y+JMnnN+QMKrMYIgPOH1erdcunTpGa/X+5TH49lCHiuhJQaDAXa7/ZLVav2X55577kxjY+NErm0qNUh4VcDr9Vree++99rGxsT0UUyUKCSbKjY2NH7344ov/m0SZyFui0Wjl8PBwr8PheNdgMEQB0EZbUWw1NTXRgYGBH0Wj0UoQRL5w4MCBN0lsaSuFzeFwvCsIwhMgsoZCDVngdrvbrVbrO7m2Ix0NDQ0xv5eXl2P16tWorKzEmjVrMnptMtavXw+e5zE+Ph7zeH19PTZt2oTp6enMjE5Ca2srqqqqMD4+jmAwqMgxpQQCAQQCAfF3nuexfv16CIKAL774Iu3r29racPnyZczPp16/unLlSsJ95ubmkO8xf4fD8ZuRkZHv5tqOQoaEdwVEo9HK3bt3v3fq1Kktap+L53k8/PDDAJYEk+e/CRnHiyLP8ygvL097TKPRiLa2NoRCoYQFCxzHQafTZSRsmzZtgtlsxq9//euYx9va2hAMBhURXmZ3MBhcJvBKo9Pp0NzcjKqqKkxNTWF2dla2fWoQ//8UCoVw6dIlAMCdO3fg8XjE586fP6+KDVIcDsdvDh482EPpayvjwVwbUGiMjY3t4Tjul0qlezU0NMQIakNDA0wmE0wmkyLHT0QwGIQgCOB5PqE3+sc//hH19fWqi1um1NfXA4AsEcwGo9GI1tZWRCIRuFwuhEIhWa9bv369ajbZbLZlj+3cuTPt61wuFwRBwNzcnFhZp4RXPTIy8p2333779wMDA6/39fW9ltXBShASXpkwL7ezs3NFXq7JZEJtbS14nkdDQ4Ns71Qtpqen8cgjj8BsNuOLL76IEZdwOIw1a9bAaDSqcju/Empra8FxHEKhEKqqquD3+1U5T319PXieh9/vh8fjQSQSkf1ao9GYfieNsdlsCUUb+EaUr1y5gvPnz8d4zXJYWFhAX1/fqw6H4ykKPWQGCa8MvF6vhef5D1biJRgMBuzYsQOvvPKK8oZlQSQSgcfjQVtbG1pbW+F2u2NE5saNG9i0aVPWXq8S4q3T6WA2mxGJRDA+Pg6r1QqdTpeRKMqB4zjwPC87tCBFr9cv68OQ78SLcigUijY1NZVl+nc+MjLynd7e3l8NDg7+ucImFi2rcm1AvjM2NrbnmWeeyVh07XY7hoaGcOLEibwTXQYLOej1emzatCnmudnZWXAclxdeXF1dHXQ6HQRBQCQSwc2bN1FbW6voOWpra9HW1gaXy7WiUEZVVZWi9uQCjuPKBEHAnTt3cPDgQRgMBtmvHRwc7BoeHu5V0byigoQ3BcPDw72dnZ0ZxXMNBgP6+/vR09MTsxCWDZs2bYJer1fkWPFMT08jHA6D5/kY8YhEIrhx4waam5szOp7SdnIch+rqaoTDYTEWPTs7q9hnq9Pp0Nrairq6OgSDQdnx3Hjy4QKlFBzH4dChQ7hx4wa2b98u+3Xd3d1Hx8bG9qhnWfFAwpuE4eHh3u7u7qOZvIbnefzsZz8TF4GU4tatW3j66afR1tam+BechRyApVaGOp1OfG52dhZ6vR7V1dVpjxMOhwEgbXpaprDPcmZmJuZcd+/ezfrYRqMRdrtdzFy4ePHiio6j0+mKwuONh+M4nDt3Dt3d3bJf8xd/8Re/9Hq9FhXNKgoonSwx0Ux25nke/f39miyW6fV61NXVoaqqCk6nUxS8bNHpdLBardDr9TEpYSxFyuPxwOfziTbEn5elk8Xn1+7cuXNF6V86nQ52ux06nS5hzi4TO2aTXDiOQ0tLCziOW9ECWiKam5tlXZwKnZGRkWh3d7cszbDZbILL5VI2HlREkMcbR6ZxKi1FF1jy9i5evIjx8XHY7XbU19fHeKkrRer5SsMFwWAQ4XBYjLMCS+KVLMaqhC3AkpCzXOJEi3ORSCRjsWNxXI7jRA9XiQW6YvR2E+FwOMrker8ul4s/cODAmyqbVLCQ8Erwer2WH/7whxmFF/bv35+TtLBgMAiPx4MNGzbAbreLQpXtMQVBQGtra8zjMzMz0Ol0otj6/X6YzeaEx5BOXVipPXq9XozhpkpxMhqNskMvLI7LcnOVygVmxSalwvHjx2WHHo4cOfIDt9vdrrJJBQkJ732i0WhlR0fHB5kWRqhZ6JAOn88Hp9OJGzduwGw2KyLA09PT4DguJsvB5/MhEomA53nx2HJSxJgoprNHr9eLIlpVVSUKfzgcRnV1Ndra2kRPVUooFJLl9bLj+v1+uN3uFS+gJWLjxo2KHatQGBwclL1ve3t73pfU5wLK473P7t2738s0Zaynp0cdYzIgEolgcnISs7OzaG5uhtlsBs/zEAQBs7OzGd9Ks/3jCysEQYDZbEZtbS2mp6fh9/tjYr1sUU2agsbEm+M4tLa2igKs0+lk5bzq9XqYzWYEg0H4fL5lgsne88zMTNJYN4s9ryQ3Vw7FlM0gF47jYDAYIMdJoYb+iSGPF8DAwMCPMu27YLfbYbfb1TIpY8LhMMbHx8W4JfOAV5LvyrxZqVgy0TKbzdDr9fD5fDHhBhYX1uv1qKiowLp162IyHHQ6HXQ6HYxGo+xCA5/Ph/HxcYyPjydcRPP7/UljvRzHwWazwWw2IxwOqyK6hVg0oRTxPTlSQSlmyyn5rAav12tpbGxMOGk3GTzPY2hoSC2TFGHTpk1iaCAcDsPpdMp+rfR23+fzxaSbVVdXi4/t3LkTTqcTa9asEZvDzMzMiPm21dXVaG5uTnt+qQfc1tYmVqjJCQk0NzfDaDTGHL+2thZmsxk6nQ4+nw9TU1OKV7mx89TV1Sl+3EJhcHAQe/fuTbufwWBAKBSiacoSStrjjUajlX/5l3/5biavMRgM2L9/v1omKcb09DScTid8Ph/0ej1sNpvs22KpSFVXV4uiyHJpq6urxZV8u92etCMXu/1Pl3MbiUQQDAbF/aampmTHYaW5xtJiCGBpYU6JdLFklGKYQUpvb6+sAouFhQXs3r37PfUtKhxKWnj37t375pUrVzK6V3z55ZdzuqCWCSxFzOVygeM4cZEqnWDEL4a1tLQsyyCIz3xQAiaYmTTACYVCCIVCaG5uFoshQqFQ0vCEkpRKGlkqxsbGZJUWnzp1aguFHL6hZIXX7Xa3Dw4OdmXyGovFkldxXbmEQiF4PB6Ew2GxIKK1tTVpeS8TlGAwiEgkIop2dXV1jCfKhG1mZiahh7pu3TrZNrLMg0gkkpEnKW2Wo9PpRNFVMnOBSA7HcThx4oSsfXt6en5JI4SWKMmsht7e3l9ZrdaMRLe/v1/xUmAt8fl8MZVnbPENWPKMpVkQTGBZtZndbhcXksbHx7Fx40bwPI/Z2VlUVFQkzemVu/DEMg8AYHx8HG1tbXA6nWlDBKwfbSQSQTgchl6vx+XLl1ULLRCJ2blzJ+7cuYOmpqaUfX7n5uZQVlZ22+12v2C1Ws9oZ2H+UXIe70o83Y6OjoIW3XjC4TA8Ho/oGbK2iywPGAAmJyfF/VnsVafToaWlBZOTk/B4PAiFQstu5+/cuSP+LCefWFoswVLGIpFIytt4vV4vxpVDoRDcbre4AKhVXm2pZjMkg+M4jIyMyNr37/7u736lrjX5T8kJ70svvZRRQrfJZEJXV0Y6XTAEg0G4XC5xAYoJMBC7ICYVGVZcwQQ3Ph6bSXgBQEwpMlu8S9X2sbq6GlarFUajET6fDy6XC+FwWCxt3rBhgyaVZKVYOJEOm82G3t70FfdXrlzhBgYGfqSBSXlLSQnvgQMH3sy0SKK3tzenkyK0gFXASb3Xp59+WlxQY3FUFjc1m82iGMd3I+N5HrW1tbLEr6qqSvRspUUQt27dAsdxMTFolrHAOqhJe0swBEGATqfTpGFNqWc0JOPw4cOoqalJu9/BgwdfLeV4b8nEeAVBeILn+R9k8hrWhKYUYELGREt6Ow8sebazs7Noa2sTQw7JFsLq6upi8lsTtYpkwyTZuaUFDqwwora2FpOTk+IMNCbmrFFQPD6fD3V1dWL8WS1KuXAiHSzkkC7NTJJitlUTw/KMkvF4HQ7H/81kf4PBkLeTI9SCeZ+J2jDOzs4iFAphamoKQGxpcDr0ev2ymK00xJAo1zYYDGLDhg1obm4WxR5Ayn4LkUhELGVW0+slbzc1NptNViOdU6dObSnVJjqlVLmWUY/dnp6egkwdy4bW1lYYjUacPXsWwDeDH+PHwLMsBwabVnHr1i1xsSxRqhorlGClwwCS9uplVW/S187MzKT1ZFnVXbLR9UrQ2tpKObxpCIVC2LBhQ9peDTU1NZibmyslHQJQIh5vprGkhoaGkhNd5pVKF8tYhkJ85gLzhpm4nT17FpOTk2I4wul04uLFi2JXMwZrXi71GJMJqdQOltomJ3zg9/sRDodVnRdHopsejuPwk5/8JO1+c3NzKMW+vSUhvAcPHuzPZP986DqmNezWXDpihwlXvPCyjAcWfkgEm+5w9uzZlA3HUz3Ojn3x4sWMCiJu3LgBAIoPxARIdDPB4XDIKik+evToDwRBeEJ9i/KHohdeQRCeOHLkSEaLaoVSEqwkGzZsgM/ni2mvyEbrJBNHuYMt/X4/zp49C5fLBUEQZB+Deb2Zeq7sQlFVVaX48E0S3sw4ejT9XIGFhQUcPnw4v7tOKUxRC+/9TIbfZ/Kaffv2qWVO3tLc3CyWFTOMRmPClC0pmVaIhUIhTE5O4uzZs+Jrm5ubl42WZ7AJyM3NzRllEUizHqxWq2J5vWziMSGf5uZmWb0cRkZGvtPU1HQn7Y5FQlELb6ZX0YaGBlgspTcgtaqqaln8dN26dcu803ikVWqZwEqUGdLJFvGweHKmBQss1qvkBOD169crcpxSQ06sF1gqrFDZlLyhaPN473u738nkNfkQ262trQXHcRmNL79z544s71MaN2WwvgzS9DGWmZCuh29FRYWsEUCJmJ2dFQWXFT0kWjzz+/2orq7Ghg0bYsqY5XDz5k3wPA+z2SyrU1mi+Wk6nU6cI7dhw4aMzk8s4XA48Itf/ALnz59Pu280Gq0shb69RSu8mebtdnR05EVsN1589Hp9TAGCtCSXxT5TeYypCAaDMBqNCIfDMcUSTICsVmtMn1wG8yCzuYVnXi8rUU5W9MDivMxzlWY7JAtRMPvZ5yMtBpE7dghYCllI+1QoHS8uJQ4dOiRroa1UiiqKMn/O7Xa3W61W2T0ZDAYDfvaznxVsaTBr9QgsNRGPDwHo9XpRNHQ6ndiUJluk0yZWgk6ng91uFwU8UeEG8E3erN/vF2O3LMc4U1gTnvifb926tewxKfF5xUTmdHd3R0dGRtJqTil0LytKj/e11177aSb7v/jiiwUruvEk8hrjxYzNPRMEIeb2XXqrHd/shnmP0gyDL774Iitb473e+vr6hEUPfr9f7OsgndsmfV9S71Qaelm3bh3MZjM8Hk9WjdEpmyF7Dhw4UPb222+nLap46aWX3olGo0U9KqjohHdsbGxPZ2enbFfIZDJh9+7dapqUdzBRihdOafw3kecZX/ygRLNxaayXZQ3ETwyWnrOurg4+n0+2p33r1i1xOnIkEonxZisqKsTzpgubUJlw9vA8j76+vq8PHz6cclF/bm6O5d7/rUamaU5RhRqi0Wglz/O3M+lAtm/fvoLPZNDpdHj++ecByJv+yoZWZuIFxocFMh2gmQy9Xo+nn35as/hpusXA+Odv3boles1E9oRCobQN0xler/fpxsbGCfWt0p6i8nj37t2bUdtHi8VS8KILZJ5Py27JMxE71o6Rkag7WCbodDpxErKUZDFW9hqO48QQBYvLJiLVcTKFcneVg+M4DA0N/b/Ozs4H0u17fxBthQZmaU7RCO/9BTXZHctLsfvYSpH2zQWSz1iTC8dxaGlpWZZdkK6xzaZNm8BxHC5evLjiNLaVQGEGZeno6FjV2dkZGRsbSxnfYQ3T+/r6XtPKNq0oigKKaDRamelkiRdeeCEv0sdyQSpPMR69Xh+zmh8MBrPKZGCDMxOldK1ZsyapF15dXQ2z2Qy/36+p6MY3ZCcUoezo0aMPyKloK9aG6QXv8brd7vaysrKMRLfQB1dmCws1pPPkWCyYkSzdSw4sLzhexJxOp9hNbOPGjTFd4VjBB7Mzm/OvlJaWFk3PVyrwPL8qFArN8zxfmSo8uLCwgLKystuCIDzJ8/wn2lmoLgXv8WaaOmaxWIpSdOOrz1IRnzWQiNra2hjRDQaDWYlec3NzQs/RarWiqqpK7OMgbScpLYLIBXk0aSIK4GsAf7z/c0a9pfOYyuHh4c/k7FhsTXSKIatB9h+hwWDA0aNHizLEwAooEjUVT4Tdbsfdu3dlNSGXwvJlpQMm5QgyG8UOLHUPCwaDMVMo4nOKmbfNqusYfr9f3NQe455nRRNRAP8B4BaA/wfg2wAMKPzvcHT79u1fulyutHGHYvJ6Mwo1CILwhM/ne4z9/t5774ljO7xe71O3b9/+drLXtrS0THAcF5MQvWXLlgudnZ0nMrEhG0o5rhtPql4QqcSGVcEZjcYYj5h53NevX1+28CbNhggGg2LHszt37oiLbDzPw2g0iotrer0ePp8PHo9H7OVQXV0ds9B38eLFZVOOlSTPiibKAKwB8J8BhLAkwLcA/CcAD6NwBbhseHj4npzeyfe93u9me8KxsbE9586da798+bLF5XIlzPm32WzLOkStXbv2D42NjR+x3ysrK4Nbt26dkP4uN/0t6X+WIAhPnDx5co/b7f4zj8ezJdPpvHJpamoK/dM//dN3V5KvNzw83Nvd3Z2+4SeWCiWGhoaKpkItnkw93vr6enAct2x/qZfHwgscx2UkQuFwGFNTU6Iobtq0ScyDjRdLNvSSHZ/lFre1tSVcyNPr9aitrcUjjzwCvV6PcDiMGzduLOslrARSLz0P+fr+VoalkGGhCi8AYO/evYHBwcGUXpHBYEAoFFpRRVs0Gq08ePBg/9GjR3+QrnJOCWpqavDoo48KLS0tE4ODg38e/3zC/6ympqY7WrZoq6mpgSAIGX+gNpttNtkVK55in6GWqfDW1taiqqoqZn8mupFIBFNTU2JxRfwiG7AULgiFQqiurk4aBw0GgwiFQjG5usm81KqqKjFX2O/3w2g0iiN/ksEEWzoI0+/3Z1UaLLWntbU16+MQ8giFQl9t2LDhoXSiODAw8Hqm6WVut7v9pZdeekct5zEdBoMBe/fu/cfDhw/vYxoXk8Ts9Xot4+PjU1r3xZyfn0dFRcUf33333XNyX+N2u9sPHTr0X+Tuv3///pUZVyCw9o6BQEDW/qtWrcK6detEkaqvr8eTTz4JAPjXf/1X/Pu//zuAJQFijzPC4TA++OAD3L59G9euXUvaJUyv12Pt2rUxjxkMBnz++ef4+uuvYx7/8ssv8dVXX6GqqgoPP/wwHnjgAeh0Oly7dm3Zvgy/349/+7d/E8MmLAxRW1uL1atX48svv1xxHLimpmaZ7YR6PPTQQw+uWbPmy3ffffdbqfabnp62zs/PH87k2MPDwzPz87lr+3Dv3j24XK7WX/ziF/+N2S5mNQwPD/c+88wzH+SqGfHY2NieTPY/fvz4D9WypVDJRGTYgphOp0Nra2uMVypthZgo3stmmgGxcdDx8XE4nc6EHid7jOM41NXVxTyn0+nQ1tYGs9kcM/NNp9Mt2zcRPp8PFy9exNmzZzE1NYW7d++C53nY7Xa0tbWtqPLskUceyfg1RHb09vamjQPOzc1lpBVerzdvSlPn5ubAxtk/CGQWK80HMm1yXgxlwUrDcRzWrFmTMLeW9X1IhrS5DhNeaXaDx+PBzMwMWltbxTAEW1Bji2Qss4GJLqtI8/v9+OKLL9Da2gq9Xi+KZqoRRIxIJILZ2VnMzs7GxIKbm5tRUVGB2dlZWXFgKprIGbLi1MPDw3sByFqUP3DgwP/MyiKF+ed//uc9AM48AAC//e1vP7h3715ODSorK1sr9xaioqLiiMvlkh2AO3ToUNEuqjGqq6tx9+5d2bm2NTU1MfFRn8+HqakpMX3rgQcSl9KHw2F88slSRo9Op0NjYyMeeOABzMzM4Pbt2+J+kUgEn3/+OUwmEx566CEIgoDPP/8c69evx0MPPYSqqip89dVXaGxsBMdx8Hg8+PzzzwEAX331FW7cuIGHHnoIFRUVqKiowLp16xAMBmV79ZFIBIFAAIIgIBgM4sknn8Sf/umfYv369fj6669x9+7dpCGMP/mTP6HslxzhcrnSNtD55JNP/jMAWVrxySef/C8FzFKMu3fvPnrz5s3/zq4w+ZKQnfaKl6l3fuzYsZL4ErW1tWF2djZtepU0ayEUCuHy5cvL0r/a2trEyRQ3btwQMxJmZmbEfr+s9BeAmPaVDOa9slQxdnxgef5uIljZciavSQWbZsHGLIVCoZjPLp3HT6jLjh075IwJktNQPaOBCFrhdrtfWAUAu3btupRrY+Ry+PBh2aJrt9tLQnQZ6bzB+vr6mFSx8fHxhM1upBOGWexXEARMT0+LPW2lnrU0LpsIv98PjuPAcRzq6+tjCiI2bNiQ9rY+HA5jfHwcU1NTAJb6utpstpSvSUUkEoHP54PL5YLT6YTf74fZbIbdboecfFJCXQ4dOpR2n+Hh4d50+9y+fTsvezx8/fXX76wCgM7Ozl/m2hggfSB8eHi4N5OUkK4u2c3Kip7m5uYYER0fH08o1CwmOzU1hdraWuh0OrGcNxGsei0VTKRtNptoA8u7TbaAl4jZ2Vm4XC6EQqGMc4uTEQ6HMT09DafTifHxccXGIhErx2azpZ3PNjIyknZx/dKlS88oZZPSrAKA7du3n821IQAwPz+fsjCfvN2VwSq/mBeb6ja9paUFgiAgHA6Lwnb58uWExwQgNrhJRbwwz8zMwOPxiD19jUajbE+TtY4UBAGtra2K9t1QYqIGoQzpvF6Xy8Wnc9SuX7/+WKrnc8kqAOB5/pOampocmwJ89tlnjyd7jrzdlcFxHKxWq3i7nqq4gPW7nZ6eFr3QZL13WbZBdXU1bDYbnn/+ebS2topx02QwDxNYEjoWpjCbzRllEkxOTiIcDothB6WyELKZnEwohxyvd2BgIOkCWzQarbx8+XLepjOJvRq2b9/+m5GREdkpWmpwf9HsqM1mE2w221me52cee+yxT5999tkLPM+Tt5shRqMRra2t0Ol0OHv2bMoYMMdxMJvNiEQiqK2thV6vRygUStp7l81G0+l04ibto8DiwMFgELdu3UI4HIZer1/WI2J6ehpGoxFGoxHNzc2yK+8A4IMPPoDdbhcvLh6PR9XeDYS2pBsJPzIy8p37i+2DXq/XcunSJYvL5fqzy5cvW8rKyvKirVwiVq1a9YK4MlhoubypKJVMBiltbW2Ynp4W46nS7IV0WQfAkofBcmlZqSyLp8bDcRxsNluMmBuNRuh0upgBklJYk/NEs9r0ej2sVit0Ol3amXGsVeS6devA87wo6IxsMx7yvD9DySEzw6HQKBM9XofDMVIMwkvebmxTGjkDLVnDHEEQRI8x1XgfFo+VetBM8JN5nKwfL+txKz12OByGx+MRvfN4z9xoNGL9+vXiWHf2mnjhZzPcjEYjLl68mHHTnDzpvUtI6OvrKyrhbWpqCl25cuWbUENZWdn8rl27Lp06dWpLLg3LlmJuhJOOUCgkNrSJRCKyZpMZjUbwPC9mLtTW1qYMMQAra5fo8XjEdpIbN25c5pX6/X4IgiB67hUVFWIIIn4/n8+3TOBZehy76Kwk9LBu3bqM3xehLjt37kRNTY2sqcSFQGdn54krV67ETqDo6+s7mCuDlIDn+aKcLiEHVnrLmuW43e60ostSuZhI6/V6mM3mhFkMjOrqauh0uhVNo2DFFxs2bEj4/PT0NDiOQ2trK8xmsyi6oVAIHo8HZ8+eTduDd3p6WowTZ5r1QNOE85Oenp5cm6AIBoMB3d3dPwHiRv9YrdYziRoAFwodHR25NiEnsNt3juPg9/sxPj4u6zZ706ZN0Ov18Hg8CIfD4kSIVGlVTJyYiGaC3+8XF+QSec2sOIP9PDU1BafTCZfLJY4DkkMwGITT6UQwGJRdbJEoLk3kBy+//HKuTVCEM2fOvMAmaCQru8uXEmLZ2O32orkyyoXdVsf3z00HGzz5xz/+ES6XK2YQZbIFNen5pqamViS8wNJFgoWDkmVatLa2oqqqCjMzM1lNNGawxcBUC2/snER+8utf/7pgHSuHw/GbkZGRmMkZCYddOhyO32hjknJs27Yt1yZoDhPddPm58TDPlt2SM8831YIasBQiYOW2mcIWv6RtHpMJHfPAzWazIl5oKBSCz+dLmfOby6GaRHp27twJOePg85F40QWSCO/IyMh3C018Gxoacm2CpjQ3NyMUCsHpdGZUcVVVVYXq6mpcvHgRkUhEnHcmZ0FNr9fLHjLJqtFaW1tht70QBdMAAB0WSURBVNvFWOv09LRYNJFMeFnMGVBuvLrH44HH4xFbYUrPLe3SRuQvL774Yq5NyJimpqaEX86k491HRka+OzAw8HohXGUaGhqKvu0jQ7qIlqzfQqrXNjc3Y2ZmRlwcY8KWakEN+EYkEzXEYSLb3NwMm82GnTt3io3NI5EIZmZm4HK5MD09LXYCY8dMVnHGqto4jks64SJTfD4f3G437t69G7PwRtkMhYHVas21CRlhs9kEj8fzaKLnUk4Z7uvre00QhBMOh+P/yp1tlgtKpbGJXq8Xm4vPzMxkPNaGecnMs2XlvelCDKzXA2uIw3EcKioqEpYHM8H84osvkh4zEonA7/eLlW7J4sWsqs1sNqc8XiaEw2G4XC4xXm00GvHggxkN2yZyRKF8zw0GAw4fPvx6X1/fa2VliZfRZE8m9Xq9loGBgcNvv/32d7SY0pkJXV1dRd+bQdr/NpOFNEZVVRXq6urgdrsRiUTEarG7d++KfXKTUVtbi7q6umVVYsA3kyf8fn9GjcpZZR1repMMnU4Hu90uy85MYWXKNG2icEgmZPlAU1NTqLe392B3d/dgun1lX+rvj1//LiBvLj2hHNXV1eKiVLIeuumoq6sT47rsd+kCW7rzA4gRKL/fL4YOVoLP50NdXZ04ZidZ+huL97a1tWHTpk2KZDkwgsEgBEGQNdeNIOJpamoKtbS0TNhstn9xOBwjZWVl893d3bJeq8jlw+12t9++fbvy0qVLz3i93qc8Hs8WLStNitnjZbfEbNT5SqfmSsWNjS6Xk67FUrEAiBVjSjWiqa+vB8/zsvorsM8hVbrbSpBOwyDyG0EQVG1UbzAYsHnz5oR1DC0tLRMcx81XVlYGt27dOmG1Ws9kcy5V/XY2UfO9995rT/L8D5Sowy5W4WXlv2we2kpFV0p8Dq9cG5QWPOCbnN5EjXMS0dbWBp1Op1jIQafT0ZifAmOloYbt27ejo6Pj9a1bt048++yzF8rKynI37x0ZhBpWguSqsOzqEI1GKzmO+4ES55mcnMTi4mLRZDZIJ+8qVUTAYDm7csWrqqoKPp9PlSbhLD7Mmt+kO8fFixdht9sVCzlQwUThEA6HxRTDlTA3N4e9e/f+j1wLLiMnkWo1WlAaDAacOLE08bm/vx8TExMJ9+N5Hg8//DAAwGQyxXQykz5XXl6ek1VUtoi20lhuKljIQK7ossW8THrkrgTmdZ49K28QSnNzM3Q6XVZfRHZeyt9VBzZIlXHu3Dnx5zt37sS0Kb106RKSLdjzPI+hoSEASz0bBCG7jga9vb2jg4ODf57VQRRA8zyaAwcOvNnd3a2IpytlYWEBExMTsFgs2LZtW1LhzeY/zmQy4ZFHHon5nQn36tWr8fjjsQM0MhVv1rjc6XQqElaQwlK/5Iou6ySWro+vEvj9flRXV6OqqkpW/Njj8WTtrbL+wcRyBEHA9evXlz0mXbeJ/ztSq3Uja4QuCELWogsAg4ODXcPDwx/JyTxQE02F1+FwvHvkyBHVplx8+OGHsFgssFgs4lVSSQKBAAKBQFbHiBdvKd/73vdw5syZZX9gqV7DSNeFy2w2p83XlcImTKykPDhTZmdnMxJeIHnfX7msX78+q9fnAo/Hgzt37iR9PhQK4dKlxAPDr1+/nlS48rnf7TPPLM2rlLMGIJfu7u6jY2Nj/97Z2XlCsYNmiNahBlWb78gNN5Q6coScxcsXFxdT7sfzvCKxdekEZC3geX7FHq9Si3vz8/Oa3FEUKtIwwyuvvJK10yPFYDDgwoULT99Pky1OotFo5a5duz7GkvCquu3bty96+vTpaE9Pj+rnoo022tTburu7o6dPn44ODQ2pcnyDwRBlmVdak7RXg1JEo9HK5ubma1pNtvjwww8BLLWJLIQ+EwRBJEaNMIOUhYUFWK3Wd4aHh3tVOUEKVBVer9dr4Tju9pUrVzTrMP3RRx+JPz/11FNanZYgCAWxWCziwrXaIcPu7u6jBw4ceFPVk8ShmvAeOHDgzcbGxg+07uuwsLAgXiFLsUcvQRQD7LsrCIKisd1kHDly5AfRaLRS9RPdR3Hhdbvd7U1NTXeOHDmieMqYXFi4wWKxULiBIAoQi8UCADh9+rRm5+Q47vbY2NgeLc6lmPC63e52m802a7Va39EytJCIiYkJcTWewg0EUVhYLBYxU0YaOlSbhYUFdHZ2/nLXrl0fC4LwhJrnylp4WcaC1Wp9J586lbG4EIUbCKKwYN/ZiYmJpBVtanLq1KktPM//3uFwvKu2AK+I+wHpnKedJNtGR0ejp0+fjnZ0dOTcFtpooy39ZrFYoqdPn46ePn06ajAYcm4P22pqahRNPVuxx3u/Ci1ncVw5MK+XTbUlCCK/ybW3m4y5uTlYrdZ3ent7f6XE8VYkvA6H492RkRHVSn+V4re//S2AwhkZQhClDnOS2AJ5vjE4ONjlcDjezfY4GQvvwMDAjwpBdAHg6tWrmqSiEAShLFouqmWKEvqXkfC63e72vr6+V7M9qZZcuHAh1yYQBJEBTqczr8IMicg251e28Eaj0cr29vZ3sjlZLmCdl6R9dwmCyD9Yzn2+hhmk7N27N6tKN9nC293d/X/y/SqUCFb5whKyCYLIT5566iksLi4WRFfBwcHBrmxSzWQJr9vtbi+UuG4iLly4QJkNBJHnpBpgkI8cPnxY+abfUmw22yzyIJdupRvP89HTp09HeZ7PuS200Ubb8s1gMERPnz4dtVgsObclk22lsd60Hq/b7W7Pp4q0lcCaa7MxIgRB5Bc7duwAoH4nMqU5ePBgv+IH9Xq9FuTBVUWJjVXDkNdLG235tZlMJvH7mWtbVrKtpJ9vSo93YGDgcKYHzFfI6yWI/IQtfBdqzv3hw4cznpieUnjffvvtgl1Qi4f16GVd7QmCyA/Ywneh5tzPzc0h0z4OSYV3eHi4txDTx5LBYkcmk4lKiAkiT5B+H/N52nE6Mo0OJBXesbGxv8jenPwhEAiI4YaOjo4cW0MQBBAbZtBqwrQanDp1aksmeb0JhTcajVZqNZxSS1i4gYopCCI/KPQwg5STJ0/Knl6RUHhHRkYcilmTR7BwQ3l5OYkvQeQYnueLIszA+MlPfiK7j01C4S22MAMjEAjQZAqCyBNYhlGhhxkYc3NzLAU3LQmFtxjDDAzpIEyCIHIHyzDScqCl2hw/fvyHcvZTbbx7vsL6fFK4gSByB8/zYsfAQqtWS8WpU6e65OxXcsK7sLCAoaGl3hY9PT00/p0gcsD+/fsBAMeOHSvYwolEzM3NQc6EimXCKzdGUchIvV4a/04Q2lKs3i7j/PnzaQvPlgnve++9p9gkzXxlYWGBFtkIIkewPHrWK7vYkLPItkx43W73n6lnUv7ABmFaLBYKNxCEhrC1FZZXX4y89dZbL6V6fpnwOp3Oos1okDIxMYHFxUUAoHADQWiExWJBeXk5gOIMMzBcLtfzqZ6PEV6v12sppv4M6aBwA0FoC/uuTUxMFGWYgZGuh3mM8JZCfFeKNKeXwg0EoT4szFAIAy2zJVWcN97jLal7bgo3EIR2SMMMLLOomLl06ZI84b18+XLRp5LFw8INNAyTINRFGmYohZCmIAjmZM/FCO+VK1c49c3JL9gtT319vZhbSBCEshgMhpIKMwCpF9geZD+43e52q9Wa9CAmkwldXV145JFHAABXr14FAExOTmJubq5gr2As3MBKiIupbpwg8oWnnnqqKMIMPM/j4YcfFh01qR6Ojo7G7Hvt2rWkC2xl7Ife3t5fDQ4OJqwzttvt6OnpydroyclJfPnll2InosnJSdHoXMLzvFhG/MorrxT1aitBaI3BYMCJEycAAP39/TlNI2NiWV5eDp7nsXr1ajz++OMAlu56syV+yILX6326sbFx2RsWPd5U8V2l0q3YG0vWnEYqxIIgYHFxETdv3lRdCFkFjclkIq+XIBSGLVwvLi5qIrrMK+V5HuXl5WhoaIDJZNIklGixWGLe4/z8vDHRfqLw/u53v0vqFjc0NChqXDKYMCe68gQCAQQCAVGIFxcXIQiCYt7yhQsXsHv3btjtdhJeglAQ6aKaEhgMBtTU1Ig6wfSJCW0u2bZtW8z7/Pjjjy0AzsTvJwpv**bleep**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. So first of all you should choose which charset to use. Convert a hex string to base64 in an Excel function, Making location easier for developers with new data primitives, Stop requiring only one assertion per unit test: Multiple assertions are fine, Mobile app infrastructure being decommissioned. Generalize the Gdel sentence requires a fixed point theorem, Replacing outdoor electrical box at end of conduit. How to generate a horizontal histogram with words? Normally you would only use base64 to represent binary data or data which contains potentially bad characters for the container in which you intend to store it. Please check the encoding result below. If the Min_length argument is included, leading zeros are added to the result if the result would otherwise be shorter than the minimum length specified. It represents binary data in a printable ASCII string format by translating it into a radix-64 representation.. Base64 encoding is commonly used when there is a need to transmit binary data over media that do not correctly handle binary data and is designed to deal with textual data belonging to the 7-bit US-ASCII charset only. How to Encode base64 string with Excel VBA using XML object.Full source code: https://gist.github.com/theredstapler/88a612fd1d7510e2dc51 You can use a. 08-23-2020, 04:58 AM #2. rev2022.11.4.43007. It's like a Swiss army knife that allows you to choose the output format, Base64 standard, and character encoding. Stack Overflow for Teams is moving to its own domain! The encoder adds one or two padding characters ( =) at the end of the output as needed in order to meet this requirement. So, do I need to read the excel file into a byte-like object before I can encode it? 4. How do I encode and decode a base64 string? Do any Trinitarian denominations teach from John 1 with, 'In the beginning was Jesus'? This guarantees that the data stays unchanged without modification during transfer. Not the answer you're looking for? In programming languages, Base64 encoding represents binary data in ASCII string format by translating data into Radix 64 representation. I did try the solution provided in that question but it did not work because the final return was a string.

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base64 encode excel formula