Action-chunking policies predict future controls but execute only a prefix before replanning. How should a fixed action-token budget be organized to support execution? We propose LeapBot-JAC, which allocates sparse future-control references and dense execution targets within one shared action expert. Both chains are supervised by demonstrated controls and jointly denoised at aligned physical-time positions. Directed attention allows execution tokens to read reference tokens subject to the host's visibility constraints. JAC adds neither action tokens nor parameters and retains the host's world-modeling process; both chains participate in inference, while only the execution chain drives the robot. On LIBERO, JAC reaches 98.3% success with FastWAM and LeapBot-WA, up from 97.0% and 97.3%. On zero-shot LIBERO-Plus, their success rates improve from 53.5% to 70.4% and from 73.1% to 77.3%, respectively. RoboTwin and two real-world tasks provide additional deployment evaluations. Single-training-seed comparisons and FastWAM ablations support action-role organization as a practical design choice under a fixed action-token budget.
Figures & tables
Figure 1: Motivation and budget allocation. (a) A conceptual illustration of how future placement constraints may affect current grasp choices; it is not an experimental rollout or a validated feasible solution. (b) JAC reallocates 32 action tokens into sparse reference and dense execution targets on the same control-time axis. Only the execution prefix drives the robot.
Figure 2: Overview of LeapBot-JAC. A shared action expert jointly denoises a sparse reference chain R and a dense execution chain A within a fixed action-token budget. Physical-time encoding aligns the two chains, while a directed attention mask allows A to attend to R and blocks direct reverse access, subject to the host’s visibility constraints. Both chains are supervised by demonstrated controls, and only the execution prefix drives the robot. The illustrated K=10 is used on LIBERO/LIBERO-Plus; RoboTwin uses K=16 . The host’s world-modeling objectives and sampling schedule are preserved.
Figure 3: Time alignment and directed visibility. (a) At s=3 , reference indices span 0–45 and execution indices span 0–15. (b) The outlined 16×16 block prevents R queries from reading A keys. Sc,Sf denote current/future semantics. The full matrix illustrates an action-independent semantic context; non-action restrictions are inherited from the host. General visibility follows Eq. ( 8 ).
LIBERO
RoboTwin 2.0
Model
Spa.
Obj.
Goal
Long
Avg.
Clean
Random
Avg.
Literature reports
π0 ( Yuan et al., 2026 )
96.8
98.8
95.8
85.2
94.1
65.92
58.40
62.16
π0.5 ( Yuan et al., 2026 )
98.8
98.2
98.0
92.4
96.9
82.74
76.76
79.75
Motus ( Bi et al., 2025 )
96.8
99.8
96.6
97.6
97.7
88.66
87.02
87.84
LingBot-VA ( Li et al., 2026a )
98.5
99.6
97.2
98.5
98.5
92.93
91.55
92.24
Table 1: Standard manipulation. Success rates (%) on LIBERO and RoboTwin 2.0. Cited results and reproduced Base/JAC pairs are separated. Parentheses denote the improvement in average success rate (pp); bold indicates the better result within each reproduced pair. Our RoboTwin experiments execute 16 actions from each predicted action chunk; literature protocols are retained as reported. Motus LIBERO scores are reported by Yuan et al. (2026) ; its RoboTwin scores follow Bi et al. (2025) .
Model
Cam.
Robot
Lang.
Light
Bg.
Noise
Layout
Agg.
Literature reports
π0 ( Li et al., 2026b )
13.8
6.0
58.8
85.0
81.4
79.0
68.9
53.6
LAWA ( Li et al., 2026b )
69.2
66.7
62.8
96.2
64.5
85.5
78.6
74.4
ImageWAM (FLUX.2 4B) ( Zhang et al., 2026 )
80.8
50.3
91.4
98.1
85.5
93.8
80.5
83.1 †
Our reproductions
FastWAM
19.2
46.2
69.9
82.0
53.7
41.0
62.8
53.5
Table 2: Zero-shot LIBERO-Plus. Success rates (%) without Plus adaptation. Aggregate is full-test Total for our rows and trial-level aggregation for π0 /LAWA; † retains ImageWAM’s reported Avg.; equivalence to our episode-weighted Total is not assumed. Parentheses denote changes in aggregate success rate (pp); bold indicates gains.
Information flow
A reads R
R reads A
Spatial
Object
Goal
Long
Avg.
R↔A
√
√
98.0
99.4
97.0
95.4
97.5
R→A
√
×
98.0
99.6
98.2
97.2
98.3
No direct cross-chain
×
×
98.6
100.0
98.0
94.2
97.7
A→R
×
√
98.4
99.6
98.0
96.6
98.2
Table 3: G1: visibility on LIBERO at s=3 , λR=0.2 . Permissions refer to direct attention before host intersection. Padded targets are loss-masked but remain attention-visible.
Figure 4: LIBERO sensitivity on FastWAM. (a) Reference-supervision weight at s=2 , with the no-JAC baseline shown as a separate dashed reference. (b) Reference stride at λR=0.2 ; the observed range is 0.3 pp. Measured settings share a restricted vertical scale; lines aid readability. Results use one training seed, without error bars.
Backbone
Configuration
Total params
Denoising
Latency
Peak memory
(M)
steps
(ms)
(GB)
FastWAM
Base ( 32A )
11701.62
10
337.0
25.00
JAC ( 16R+16A )
11701.62
10
337.7
25.00
LeapBot-WA
Base ( 32A )
8428.11
10
438.6
26.13
JAC ( 16R+16A )
8428.11
10
435.1
26.13
Table 4: Computational cost within each host. Model-call latency is wall-clock p50, including host-side scheduling and CPU–GPU transfers within inference. Measurements use the training hardware and configuration. Memory is peak allocated GPU memory.
Figure 5: Real-world task sequences, ordered left to right. (a) Apple-to-green-basket placement precedes green-block-to-blue-basket placement. (b) Drawer closing with possible cabinet displacement during contact.
Appendix figures & tables2 assets
Supplementary material from the paper’s appendix.
Appendix
Evaluation
Host
Stride
Reference weight
Main performance
FastWAM; LeapBot-WA
3
0.2
G1 visibility
FastWAM
3
0.2
G2 weight
FastWAM
2
0.1, 0.2, 0.5, 1
G3 stride
FastWAM
2, 3, 4
0.2
Appendix
Table 5: Reported JAC configuration groups. All use FastWAM unless another host is listed. All results use one training seed.
Parameter
Setting
Host training hyperparameters
Original FastWAM / LeapBot-WA recipes
Training and evaluation hardware
Eight NVIDIA H100 GPUs
Training seeds
One common seed across local experiments
Action-token budget
Base: 32A ; JAC: 16R+16A
Default reference settings
s=3 , λR=0.2 , R→A
Weight sweep
s=2 ; λR∈{0.1,0.2,0.5,1}
Appendix
Table 6: Implementation and evaluation settings. Host-specific hyperparameters follow the cited original papers; execution settings below apply to our paired comparisons.
Institute for AI Industry Research (AIR), Tsinghua University · School of Electronic Information Engineering, Beihang University · AIR Wuxi Innovation Center, Tsinghua University +3
School of Information, Renmin University of China, Beijing, China · XYZ Embodied AI, Beijing, China · Key Laboratory of Data Engineering and Knowledge Engineering, Beijing, China +3