  Blind quantum computation (BQC) enables a client with less quantum
computational ability to delegate her quantum computation to a server with
strong quantum computational power while preserving the client's privacy.
Generally, many-qubit entangled states are often used to complete BQC tasks.
But for a large-scale entangled state, it is difficult to be described since
its Hilbert space dimension is increasing exponentially. Furthermore, the
number of entangled qubits is limited in experiment of existing works. To
tackle this problem, in this paper we propose a universal BQC protocol based on
measurement with minor resources, where the trap technology is adopted to
verify correctness of the server's measurement outcomes during computation and
testing process. In our model there are two participants, a client who prepares
initial single-qubit states and a server that performs universal quantum
computation. The client is almost classical since she does not require any
quantum computational power, quantum memory. To realize the client's universal
BQC, we construct an $m\times n$ latticed state composed of six-qubit cluster
states and eight-qubit cluster states, which needs less qubits than the
brickwork state. Finally, we analyze and prove the blindness, correctness,
universality and verifiability of our proposed BQC protocol.
