Right backward inside bracket-counter

RBI → RFO → RBO: 2 turns on one foot.

combinationentry RBIexit RBO2 turnsone foot throughout

On RBI · 7 other entries

LFOLFO → LBI → LFI: 2 turns on one foot.
RFORFO → RBI → RFI: 2 turns on one foot.
LFILFI → LBO → LFO: 2 turns on one foot.
RFIRFI → RBO → RFO: 2 turns on one foot.
LBOLBO → LFI → LBI: 2 turns on one foot.
RBORBO → RFI → RBI: 2 turns on one foot.
LBILBI → LFO → LBO: 2 turns on one foot.
RBI (this page)RBI → RFO → RBO: 2 turns on one foot.

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.

mirror

outside edge: the paler lineinside edge: the darker line

RBI → RFO → RBO. A skater who rotates the other way traces LBI: the same element, generated from this one.

A bracket into a counter from a backward edge. Entering blind, rotating against the curve twice, and changing circle at the second turn.

The two turns look similar on the ice and feel quite different: the bracket has a cusp pointing out of the circle and leaves you on the same lobe, the counter has the same rotation but takes the lobe away. Doing them back to back is the clearest way to learn which is which.

Derived

RBI is three letters (foot, direction, edge): right 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.

RBI, bracket to RFO, then counter to RBO. 2 turns on one foot, and the skater finishes on RBO.

Nothing above is stored on this page. The cluster records its entry edge and the order of its turns; every edge in between is chained out of the same rule that draws a single turn.

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

Build on

Right backward inside bracketRBI to RFO: half a turn against the circle, changing edge and staying on the same lobe.
Right forward outside counterRFO to RBO: half a turn against the circle, holding the edge and leaving on a new one.

From RBI

Right backward inside edgethe plain edge, with no turn on it
Right backward inside step wideexits LBI · changes foot, the edge holds, the direction holds, the lobe reverses
Right backward inside push backexits LBO · changes foot, the edge changes, the direction holds, the lobe continues
Right backward inside change of edgeexits RBO · same foot, the edge changes, the direction holds, the lobe reverses
Right backward inside three turnexits RFO · same foot, the edge changes, the direction reverses, the lobe continues
Right backward inside rockerexits RFI · same foot, the edge holds, the direction reverses, the lobe reverses
Right backward inside loopexits RBI · same foot, the edge holds, the direction holds, the lobe continues
Right backward inside choctawexits LFO · changes foot, the edge changes, the direction reverses, the lobe reverses
Right backward inside counterexits RFI · same foot, the edge holds, the direction reverses, the lobe reverses
Right backward inside mohawkexits LFI · changes foot, the edge holds, the direction reverses, the lobe continues

Clusters from RBI

Right backward inside double threeRBI → RFO → RBI
Right backward inside counter-mohawkRBI → RFI → LBI
Right backward inside rocker-mohawkRBI → RFI → LBI
Right backward inside rocker-choctawRBI → RFI → LBO
Right backward inside counter-2½ twizzleRBI → RFI → RBO
Right backward inside bracket-cross rollRBI → RFO → LFO
Right backward inside counter-threeRBI → RFI → RBO
Right backward inside rocker-counterRBI → RFI → RBI
Right backward inside three-mohawkRBI → RFO → LBO
Right backward inside choctaw-three-rockerRBI → LFO → LBI → LFI
Right backward inside double three-mohawkRBI → RFO → RBI → LFI
Right backward inside rocker-counter-double twizzleRBI → RFI → RBI → RBI
Right backward inside 3-turn-change of edge-double twizzleRBI → RFO → RFI → RFI
Right backward inside triple threeRBI → RFO → RBI → RFO

Appears in

In Australia's grades

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