Left forward inside loop

LFI to LFI: a small circle traced on the same edge, still travelling forwards, and the lobe continues.

transitionentry LFIexit LFI
On LFI · 7 other entries
  • LFOLFO to LFO: a small circle traced on the same edge, still travelling forwards, and the lobe continues.
  • RFORFO to RFO: a small circle traced on the same edge, still travelling forwards, and the lobe continues.
  • LFI (this page)LFI to LFI: a small circle traced on the same edge, still travelling forwards, and the lobe continues.
  • RFIRFI to RFI: a small circle traced on the same edge, still travelling forwards, and the lobe continues.
  • LBOLBO to LBO: a small circle traced on the same edge, still travelling backwards, and the lobe continues.
  • RBORBO to RBO: a small circle traced on the same edge, still travelling backwards, and the lobe continues.
  • LBILBI to LBI: a small circle traced on the same edge, still travelling backwards, and the lobe continues.
  • RBIRBI to RBI: a small circle traced on the same edge, still travelling backwards, and the lobe continues.

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.

inside edge: the darker line
LFI → LFI. A skater who rotates the other way traces RFI: the same element, generated from this one.

A loop on a forward inside edge: the same small circle, curving the other way. The free side has less room here than on an outside loop, and crowding it is what turns a round loop into an egg.

Practise it as a shape, drawn on the ice. A loop is judged on the tracing it leaves, and there is nowhere for a wobble to hide in a closed curve.

Derived

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

LFI loop to LFI: the blade traces a small circle and comes back to the edge it left, the direction of travel does not change, and the lobe continues.

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

Build on

From LFI

Clusters from LFI

Appears in

In Australia's grades

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