400 Assembly Proceedings, October—November 1682.

U. H. Journal
1659-98

may have Justice done them against this person who, (as is
Suggested) hath Betrayed them to their Enemys, when they
were forced to trust him as being the only person We had that
understood Our Enemys Language
Signed p^r Order J LL Cl of Assembly—

Sent to the Lower house per Coll Lowe
Coll Lowe having delivered his Message returns again to
this house
Came M^r Kenelm Chiseldyne One of the Attorneys con-
cerned in the Errors Depending in this house, being Admitted
and prayeth to know whether this house would please wholly
to dismiss the said Errors out of their house or Continue them
till the next Sessions of Assembly—
Which being putt to the Question in this house Voted and
Ordered that all the Errors now depending in this house for
tryall be Continued till the next Sessions of Assembly.
The Bill for Assessing the publick Charge of this Province
read and passed this house in these words Viz^t

November 17th 1682 Upper house have Assented
J LL Cl of Assembly.

Sent by Coll Lowe to the Lower house with Order to lett
them know that his Lordship was preparing to Conclude this
Sessions—
Coll Lowe returns having performed his Message
After some time, Coll William Burges sent to the Lower
house to lett them know that his Lordship was now Ready to
receive what Bills they had to present unto him in Order to
Conclude the Sessions—

p. 487

Coll Burges returns with Answer that they will immediately
wait on his Lordship
Enter the Speaker and Member of the Lower house together
with their Clerk
The Speaker presents to his Lordship these foll
Bills (Viz^t)
I^st An Act for Reviving the Temporary Laws of this Province
2 An Act for Naturalization of William Blankinstein
3 An Act for Naturalization of Rowland Nans
4 An Act for Assessing the publick Charge of the Province
They were Assented to by his Lordship and Subscribed in
Manner foll Viz^t
His Lordship Willeth these to be Laws C: Baltimore

Delivered by his Lordship to the Chancellor by whom they
were Sealed and thus Subscribed Viz^t