Redenomination of 35 LEVER to 1 RAMSuppose you have ( N ) LEVER tokens before redenomination. Before Redenomination The number of LEVER tokens you own = ( N )Price per LEVER token = ( P_{\text{LEVER}} )The total value of your holdings in LEVER is: [ \text{Total Value (before)} = N \times P_{\text{LEVER}} ]After Redenomination Every 35 LEVER tokens will be replaced with 1 RAMP token. So, the number of RAMP tokens you own after redenomination is: [ \text{Number of RAMP tokens} = \frac{N}{35} ]The price per new RAMP token should theoretically be 35 times the price per old LEVER token: [ P_ {\text{RAMP}} = 35 \times P_{\text{LEVER}} ]The total value of your holdings in RAMP after redenomination is: [ \text{Total Value (after)} = \left(\frac{N}{ 35}\right) \times P_{\text{RAMP}} ]Confirm Total ValueEnter price ( P_{\text{RAMP}} ): [ \text{Total Value (after)} = \left(\frac{N} {35}\right) \times (35 \times P_{\text{LEVER}}) ] [ \text{Total Value (after)} = N \times P_{\text{LEVER}} ]So, the total value of ownership You remain the same before and after redenomination, namely ( N \times P_{\text{LEVER}} ). Only the number of tokens and the price per token change, but the total value should remain constant. Example Suppose you have 700 LEVER tokens at a price of $2 each. Before Redenomination Number of LEVER tokens = 700 Price per LEVER token = $2 Total value = 700 \times $2 = $1400 After RedenominationNumber of RAMP tokens = (\frac{700}{35} = 20)Price per RAMP token = 35 \times $2 = $70Total value = 20 \times $70 = $1400As shown, the total value of your holdings remains $1400, well before or after redenomination.