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docs: add STS note to the manual step
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alebedev87 committed Jan 23, 2023
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Expand Up @@ -135,8 +135,10 @@ spec:
After this the operator can be installated through the console or through the command line.
__Note:__ For UPI based installs, additional documentation can be found
[here](https://github.com/openshift/aws-load-balancer-operator/blob/main/docs/prerequisites.md#vpc-and-subnets)
__Note about UPI:__ For UPI based installs, additional documentation can be found in
[VPC and subnets](https://github.com/openshift/aws-load-balancer-operator/blob/main/docs/prerequisites.md#vpc-and-subnets)
__Note about STS:__ For clusters using STS, use the [STS documentation](https://github.com/openshift/aws-load-balancer-operator/blob/main/docs/prerequisites.md#for-sts-clusters) instead.
displayName: AWS Load Balancer Operator
icon:
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njuXl4deVkQP8DEvXOS5gaIPQSX0HUV+QXoGsvcD3dgAgLf74KGrV+3teT1/zACYc/v2mTO5Xwh9FxZmZja3gHILFv1YTISGvn1IcjDgU0TXzais/PCho6OioqSko0NEhJcZCUSilJS4uJHR9OmKiiMnKDU1Jqam5vr1kyfevaus/FDa0YH9nBD/mzt31Wpd3YULPT0p+tiLfE+cuHfPyamgID29qSkzMympvj4rKzGxvr68/H1RextSyZMgQU1NRwc61BAI9E02gHWFhZmZzc1YZgMToaGjB9JRE1Nra+TLPH167dr79yAnxc08YHRAhfnx43fuOH0FFP/4saCgrQ07lXE4cfEJE5ydlyzR0VmyZPNmAwOovWP0TuCPysyMSiWT4VNEZPduEZGuro6O/v7xU/0OZI2NffasvJz+KDAQC6Ex2VvQUxX9Vuj/H/62bt489es7PqIyoKKipKSjMyrqwYPSUvifefPWrJk6FeRRkL4Fti/sFn77LTLSxWXTpp9/trBgjsroGD9UBqCTFX1JHYlRVmggYukHNI0cU1Nr6y+pmEGrMn7uygpKTvBvaE25eMnGTQYGoaGBgVlZI0dCQdGqVTt2GhtraurpCVYrNH4AEosAwEBgI7pI5yiEbmysraXRkPysEBdUVlZV/bI2MO+FehnFt98uXz5lCrjnVMjq6pKSq1bv3Gligq4SxDqgVo/1RC5ITEBXCsUOMTExsQkTuNOFFlgEjKKPHQIDgY3IfBMRGZXQVVUfPyLnPbEioAjp3tOm2dtzRp8BUFdXUdndDZV8WMZD4ODkyQcPvvqKE4YEPUZuRg8cCL1iZ8doIVZNTXl5VxfIDJQU5+a2NLMr5A6AX3n79mPHZsygUMzMOPmHDdcqLMzMam6mPwpsZInQkCaKdFRNTVuHWULLyioq4fE+PqfPcMa7CXjx4s6dDx8uXDhwABuhAdykMoikwZq6d++aNa9fHz16/bqDA3Zanw3ety8trbj43bt/nKpsTtYFDhw/vn37mzehodHRbm6cK3AGRiERGu4EXaRmlE0hOqGFErfMgZ7K8P+g/Qe0hkQDLGdDjw+wC/C655xADACdUehsBIxC6JHbJkYvLwQ9IER14beAgIwMJEuXUVoPDQ4Ock+Xg7OCi+iMQmcjYBRC02hdKG0iZGW58WoWJEhI4PFiYgEHQkPt7EDMAGkkc6s1PSByif2Tt40+0BmF3rQEMIoN3UPr6kJOsubO/lfwAI6/wGO3bjk67tu3enVsLJJmNtDa19fDIybm6NGbN2fPRt8S0eN2WEqq+3zu63IwB3RG9dC6u0ZL+R+N0D002iDi3wSBMFb1ItABK8GLF3fvcr7KGqKDSBEyAOST/PTT2rVxcUeP3rgxe7agSsETCJKS4ojVlj293TRWV+je7u4B1BVanOFiT/4HhJ1B5YjX9/IvYLXev3/9uri4U6cePf76azBgeH1f7MQoK3TP6Cv0KDZ0T083TWhy8BMg2yQlJToaWQtl7IJIRGMUjdY9apXhOC1iFUJQMQqhCQRJIuoroJvxulwhWAHo31lbOzkhi9WOXdBoaIwiEiVH3bONcpiAl5QUx9HH1gE9Pd3dAwOCpyYKCaUglMPpa1VWlpR0tKemxsTUjFKXoaKioUEiHTx05aq9veBZzwD0JZJAkCSxSmgCkYhD3nX2MKOcwP+A1M01a3btMjHh3FWqqkpLOzvBbYc+EhqQHj587Zq9PSckd/kHsEQiHSXgJYmjOSFGIzSRRBKaHOwGVO7s27tmdWws9PNDGgmltZ9ddcxQ2WOFtVX4U+zju2ld3YwU/7IXo6zQRJZXaCKRJIX8N9HWhtZCUwh6QOg7IMDTM+41p6kMYE52jFdAZxSYguhnGGVTCNOKdBRLsogQIwG27w8/+PtbToMiLvoxjFJZDIfDTeCSPc3eqnJ6oDMKnY2AUW6O9ewnIehhZeXkNHmyr++ZM7NmjaQ1/GBHjjC2KlO4ooUCteWc1vlmPbtzFJMD/RRVVR9LmSV0R3tLS1/v+fP+/unpnJsgqDZn9FvQmVxWVkGBk6lXI2n9+7WTJ3JyDhy8ctXeHqiD/TxeWw8fnj79l5O7d6WklHzIxdgtADtACGb79qCgGRxv9YTOKDYQWk2NUys0yLVERd2//7lMlR8A4jK7dy9e/PffKioaGiTJ1at37DAx5ZwiFNB62jQHh0mTmCvBgralv556+Ojrr8duCRZg1IISVgkNq4WEOB4vJkZfWQj+6YaG6uru7i9lgY291m0vX969++EDJAPB5//sXrbs77+srb/6SlV15art241NNDR0daWl2XtddsnC4/EEAg4nIjL2EpeARUgRD2AglnfXKDY0ZMfqTEHrTYRUYi4vr6yMxyNtffgBIzcZoF53/96li//dEgHq896k/PVXdY33Vnf3V69On/b1TU2FH4DXTyA4QBcqAAZiydXGRLXRNBNSUhq/0DcWJFRWr96508SEt2nj9AChGWfnxYs/61iHh1+/XlyM7koDffno6KdPy8t/+MHF5eXLSxcPHczMBJubvXfY3d3Rwb52lPyPnJw3bxoQNf6wK0hhso1MTKytlZXv37948UsNXdD/tubPX7t26lSo7oZCTrBTeTVx8NoyNrayUlIaKQWmrU2hyMhApgS0V0M/D9ipEZG3w0pK/o5+/Ljs47x5a/6jN3XBgnXrKBRJSWlpbIm1IMdTUJCR0dycmZmYWFeXlZWUVF9XXl5U2N5+40ZS8jx3KSkZGcFKLqAHukwzdkKLDg+Prp4B4QDomYekcAdKQqBTxuvJYR6gjxEd/eRJWdmdO+fP5+c1NdXW0hgoC5WSkpGWkFi0aMNGfX03t5UrdXXRxRq3bZs//88/oUEe/VEfnzNnZs0SDCFMJIAn6scf3dyiouiPwqITFpaa6u7ONrFGCAdQKOZmCvLv3qWkfqkxfWJiVFRV1dKlmzcbGPB6ipgHbM6++eb777W1HRy++05DA4QQHj64fLmwEDrAop+hs7O9o7//999PnszJefbsxo3i4qVLt2wxMJgz5/vvtbXpAxOGBtMsFRWRCA3CjeiEhnrss8H79r19m5uXltbYyEYvxwRRkSlTjI3l5Ly8Dh6aPkNLi0Jht2oUNDlBOqqvb2GhII+FygAGtmuWlrZ2yI0RYmPRWlWMRcAkurv/5z9Tp14O+fNPV9fly728jIygNy6WM4CW5oULAQEZGZs3u7pGRdGLxqMrQGdlJiUiq0cDgoP37XublpWdlFRfzy4qA6DH6/v32TktrdC/ixPzHBv77FkFYvmZpaWdncok7GdjgNAODnPn/rdY90iAAvt7rmhEcB/gi12+3MvL0DAk9K+/Xd3mz1+7dqoe9pUDCqhA32jbtgUL/vwzLS02trbWxMTaWkkJ1kJ6QLFqbW1FRVcX0pnz89+mfWlTzl7APdDL3bKCoqLs7OZmeu1+ADANWIf9nAwQGoKxpqbW1kqKSGOio8PDy8rY9cD8CWlpObmJE9et8/ExM7948eVLF5c53yxerK2NREp6QAPgQ4d++CEh4cCBjRsSEqSl5eUnIkYlwfBAOjo4MMBRrYyRYO+GPiYmPBy5NNjUdOZMZSVGg+0Me4gdHd3dtbSRjsbHR0ZUVvb1MdZEZ+wC/si9th46NH36uXPPI5xdbG2+/VZdXVREVFQEk1Al9C9sbW1EyTLLykxKGs3wGFsAhgBbkMY4Os6bh9yqAgkMhzSpVGdnVdWLFw8ewOHouxVCpOfVq/v3S0vHW5dvyDTY43Pq1MyZ5eVbthgY3L17/lx+fmLiS5RNDxbk5KS8aahnTqE0PLygYPFiftPlgIgsUlwQOiJQqXPmqKoyemaGV2gIrtrafuuK3GHu8aMrV4qKeOtv5i1ASgakKEEgBvoRMne2blpH58DgCDnGMQxgxZMnV6++f480xs7Oba66Bh7PjOoLk0HpRYs8PSkU6JJEf7S5pb6+p+fvv588EXR7GgugE+Hx43fuOjn5+Z09S6Uy17we3ZIeK/jrr0ePPn5E2lwCoxYu9PTE1sSNHkxmUcHr1cbW2VlNDXqn0o95/Dg0tLDwm28WLdLS4nRiOH8CNOmSk//6q7o6Kysxsb7u3bvUlMYmpMbS6Kirq6xE9nXwP8Cl+OhhaEhRIdIYG1sXFzU1yB9k7ioskWzx4k2bDAyQNkCgFQnBBe5OHb+gsDArq7k5JOTIkaystLTY2No65qgM0NU1Nh7LTU2fPbt+vbi4obG6pvsLwpPAoiVLNm1iLTDHEqEhbjTDynH2ZETj/c6dc2fz86HBLbemjl9gZjZrFpnMSmIW5Cq6uXl46Oq6ui5fPmUKr5+JGcCb6u7d8+fy85DGQIIuNI1m5VpsSNz28PDeZmSUnv76dW0NxJZGAtakK6GBgVlZPr5nOKrXz28AxZIpOoYGsrJYaknAkDM3o84iky0sbWzJZEgLG+uSayEhR49mZfX29vQOfsGZC/77FR5btxoZs34tNkyTtra+vqysq6vHSl09aCRMPyYxKSqqqiojIyGhrg69pYDgwdyCakNWHkloaI1jZjqLSiabW1CpZLKFha0tmcxo8RX/Iz09Lq6uLjn5zz+rq5HGzJ27arXeVHZlibDt797Dw9vbyCgh4UVkZSVSmODcuZ9/Tn975syTJ9/METy9JSTY2rq4qGsQiSSSuIS5OZVKJk+ZYmiILV2ddWzaNGdOZCT28U3NtbU0NnigOzpaW/v6zp/393+bhjQGuseuWLF1q5ERu56XbYQmEkkkcfF163x8zcwgY+ELk9VUW0vr+fXXPXtS3vj7X7pkZz/2irQYh46OoaGsLHxy/+pY2jiwF5COHBy8b+/bt01NdXU9iBHQ9et9fc3M2GtQsdmVBqkkZmZUKhkxHTs9PS6urv7Jk6tXi4rYe/XxiQliE7i2LGCJU4K7NjU1OgZZ8NfCwoZKVrazc0UJzzE5G5x47O3bAwNnWKH3ELl589Sp3NyCgoyMpiZGzi3E/wfkK3P6KtDqDj1VKD8/Pb2p6dat06dyEYXiofn0tm2Bx2ZYceI+OUJoeOwdO4OCrKyQLEXop3T0iJdXUpJQsIYVQOr9pEkaGiQSJ84PVN616+RJa2ukXxOEJ48e8fJKSqT3dAHguzt3HT9hbQ3WMyfuFlMJFiu4cePXX9+9e/jw8uVCxPgQqGsGBd254+TEaW0ewQb0EWRXFo2YGA4nKqqoSCYTCEhUhiv6+CxfHh0Nwg9IZ1uy5IcfDAxWrty+3ZgN7jkkcJzQkCMGorHwSkIaqamhpysjE3jsdtjs2SBoy7m7EoJ1QCcaP1+PFbGx5RXFJe3tSCONjGZMV1I6fPj36w4O7FIgQQLH8yvgAXx9g4NnzUJ/LcKkHDy4cWNCAkwWp+9NCOYAv87Bg5s2JiSgUxlkxHx9zwTPmsVpKgM4vkKPRH19VVV39549y5dFR6OntKur6+pKSx84EBLCeDN3ITiH1tbGxt7egIANG+LjkQp7AWAlBwWFhTk6kslqaoz0VmQFXM2Agwc7ePDKVXt79BTKysqSko4OaDgp3DLyA6Am0sfHwyMmBp3KRAKJJI7z9790ydaWm1QG8CClExJQ9u47/xvVBr3IFDYZPntWrIiJFjr4eAXY+ezetXRp9N9Aa6SR8Gv+9POFCza2OjoGBrwIJHHV5KBHbm5aWmPj4cNbtiQmondyhhSWJUs2bzEwXLZsyxZDQ36TFxMkACeeP795s7j46tXjx3Ny0NvW4/FEAg63d++581QqhPd5dec8JjSgvLy4uL09YL+nZ3w8VLugj4dI5K5dJ05YWXNaxXm8AXIwTp/y9U1Le5v++nXtKL25wEu9f39IiJ0dr1blkeALQgNgy7jff/36uNc1teXlXaNkICgqqqgQ8F5ehw5Nn2FpaWc3njL4OAHIjIN0IvQcDAB4MAICQkPt7LlvKyOBjwgNaG9vbu7rOxa4bVtSUl7+27fY7GbqrDlz1NQ8N/j5mZkJvSLYAan3kK+MnuQ5EuBXBmecjAxaggP3wXeEBkA4JiwsODgv7+HDkJDCwpHyWUiA8vdly7y2Ghq5u69Zo6c3PmsZ0QHWcHj4778XF0MVCVLq/UjAjmXx4o0b9fWXL9+61ciIO35lRsGnhB4JkOuFlNTWVqyN5CCcDsp0zs5LlujoCGr3VSyAAtW4uIiIysp79377LT8fXV5sJKSl5OQmSuzYGRRkZQ2yyLx+GjSMAUIDIGfgzGk/v7R/hAmxf1dBnkwmEBYsXLeOQnF2XrpURwdd4lYwAOpEUVH37pWWPn585UpREaPKdJDkCZlxnEsnYi/GDKFHIj4+IqKy8sqVoKDsbEZ/JNBvtref+52GxuzZ8+ZpaFAoZmbMSsDwG0D+EDTj4uMjnldWgrwv9jMAcSH1nhP5ypzGmCQ0gEbr6hoYCAs7ezYvLyLi1s2SYqTERXTAbn32bHd3TS1QYh4rsu0gFQ76yiBKi6TkiQ7w8UNtHyisQv0Rr5+PGYxhQo8EBGPDbp89m5ebmhodXVMDzX6YOxusUtAGYeQn2OXcfzpoUAR7CehFkp39JrmhET0fBh2ggwFN5TxWensbm3BCzJz7EBBCjwSI1T54cPlyQUFCwosXVVVYPCRYANXaIDagpqYzRVpaVVVLi0SaPFlLS0oKun6BIhuBQCTicNCbmkiUlPy82tFo3d0DAxAT7emh0QYHoftWS0tDQ29vTU1ZWWcn5K5Aynx1ddnHzk4kUUNGAUJboE4Eki6s62DwGwSQ0CNRXV1W1tn56FFISFFRQkJkRGUFFheVIAFcmSB/CJpxrAht8T8EnNAjAa2PQDc/Ovrp07KPGRnxcXV1zFne/AnwFuvrm5spKDg5zV+gqWlv7+amoTHWpWoYmIHxQ2h6gEBZXFxEREVFRkZ8fF1tYWFmZnMLUqcvfgNkt0FbHehFAlX347mMbVwTmh5A5cLCzMzm5s+bsJQ3DQ2lpfkFbW28IjoQV0fH0EBW1tTU+v82qfr6FhYKCtj7vIwHCAmNCbCthPxssMth6wafIObS3d3RPtDf20OjDQ719NBog/9s/mi0btrAP4qjRKIkUfyfzSKBQCTixPEEIhEnRiLJyIqLk8lqapIk2HR+3npqa0tJgUSYMF0WC4SEFkKgIEzcEUKgICS0EAIFIaGFECgICS2EQOF/ATELYvgIQNylAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIyLTA0LTI3VDA4OjQ0OjU1KzAwOjAwG4jrdAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMi0wNC0yN1QwODo0NDo1NSswMDowMGrVU8gAAAAASUVORK5CYII=
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