code: def repeat_logarithmic_rdp(orders, rdp, gamma):
      n = len(orders)
      assert len(rdp) == n
      assert min(orders) >= 1
      rdp_out = [None] * n
      for i in range(n):
          if orders[i] == 1:
              continue  # unfortunately the formula doesn't work in this case
          for j in range(n):
              # Compute (orders[i],eps)-RDP bound on A_gamma given that Q satisfies
              # (orders[i],rdp[i])-RDP and (orders[j],rdp[j])-RDP
              eps = (
                  rdp[i]
                  + (1 - 1 / orders[j]) * rdp[j]
                  + math.log(1 / gamma - 1) / orders[j]
                  + (
                      math.log(1 / gamma - 1)
                      - math.log(math.log(1 / gamma))
                  )
                  / (orders[i] - 1)
              )
              if rdp_out[i] is None or eps < rdp_out[i]:
                  rdp_out[i] = eps
      return rdp_out
  
imports: import math
  import matplotlib.pyplot
  import numpy
  import rdp_accountant
label_desc: Use image node_id 1 for calling a global function with example usage: repeat_logarithmic_rdp(orders, rdp, gamma) and returns: rdp_out