Left backward inside 1½ twizzle

LBI to LFO: 1½ rotations on one foot, travelling, one curl and no cusp.

twizzleentry LBIexit LFO
On LBI · 7 other entries
  • LFOLFO to LBI: 1½ rotations on one foot, travelling, one curl and no cusp.
  • RFORFO to RBI: 1½ rotations on one foot, travelling, one curl and no cusp.
  • LFILFI to LBO: 1½ rotations on one foot, travelling, one curl and no cusp.
  • RFIRFI to RBO: 1½ rotations on one foot, travelling, one curl and no cusp.
  • LBOLBO to LFI: 1½ rotations on one foot, travelling, one curl and no cusp.
  • RBORBO to RFI: 1½ rotations on one foot, travelling, one curl and no cusp.
  • LBI (this page)LBI to LFO: 1½ rotations on one foot, travelling, one curl and no cusp.
  • RBIRBI to RFO: 1½ rotations on one foot, travelling, one curl and no cusp.

Not checked yet. The mechanics on this page are a first draft by a non-expert, and no coach has seen them yet. Read them as a starting point and check them with a coach. Corrections are very welcome.

outside edge: the paler lineinside edge: the darker line
LBI → LFO. A skater who rotates the other way traces RBI: the same element, generated from this one.

Backwards on an inside edge, one and a half rotations, out forwards on an outside one. That is the weakest entry edge turning into the strongest exit, and the exit is the reason to have it.

It is the least forgiving of the four. A back inside edge gives the rotation almost nothing to push against, so it has to be brought in with the shoulders and the free side and then held there, and the common result is a twizzle that turns one rotation cleanly and drags the last half round flat.

Derived

LBI is three letters (foot, direction, edge): left foot, backwards, inside edge. Every edge in the guide is written that way, so RBI is a right foot travelling backwards on an inside edge.

LBI 1½ twizzle to LFO: 1½ rotations on one foot, travelling, leaving one curl in the tracing and no cusp anywhere. The lobe continues, and the half rotation turns the skater to face the other way, which is why the edge letter changes without the blade ever changing which way it curves.

A skater who rotates the other way does the same thing from RBI. Same element, mirrored.

Build on

From LBI

Clusters from LBI

Appears in

In the USA's grades

None of the American level lists in this guide name it.