This list includes improvements, bug fixes, and other relevant
information. It is arranged in descending chronological order.
· Red Hat 8
· Red Hat 9
· Red Hat Fedora Core 4
· SuSE 8
· SuSE 9
· SuSE 10
· Debian 3.1 Sarge
To run HASP License Manager 8.30, aksusbd Version 1.8 (or newer) is required.
Ensure that the appropriate daemon is installed and running before launching the
HASP LM.
·
HASP HL support. Can be used to monitor
concurrent usage of HASP HL protected applications.
·
Previously accessed HASP keys are displayed
in the Aladdin Monitor. In earlier versions, keys were only displayed during an
open login session.
·
Supports network packets used by new client
APIs (version 8.01 and up).
·
Supports new Aladdin Monitor requests (Version
1.4.1 and up) to speed up
·
Aladdin Monitor performance.
NHS_IP_LIMIT = <IPAddr>, <IPAddr>...
Specifies the range of stations that are allowed to access the currently activated
HASP License Manager. The last byte entry may be specified as a range. Multiple
entries should be separated by commas. The list may be split through several
lines. The following wildcard (asterisk) byte combinations are valid: 4th only,
4th, 3rd or 4th, 3rd, 2nd. A netmask can be specified
as the number of set bits from left to right (e.g. 10.0.0.0/8).
Example:
NHS_IP_LIMIT = 10.242.18-99,10.1.1.9/16 10.25.0.0/24,
192.0.0.*,194.0.*.*,11.*.*.*,
10.24.7.8-12/30, 10.24.2.17
This is the first release of the HASP LM for Linux
In the nhsrv.ini file the "10.1.1.1-3" (range) and "!10.1.1.1" (deny) notations are not supported by LM 8.08.A
new notation is supported that allows specifying arbitrary subnet masks: "10.1.1.1/24".
The "/24" specifies the number of one-bits (starting at the left) of the
subnet mask. For example, "/24" defines a subnet mask of 255.255.255.0,
and "/27" defines a subnet mask of 255.255.255.224.
For example:
To allow the LM to serve stations with the following range of IP
addresses: 10.24.3.8 -
10.24.3.15
10 . 24 .
3 . 8
00001010 00011000 00000011
00001000 == 10.24.3.8
00001010 00011000 00000011
00001111 == 10.24.3.15
\
/
\------------ 29 Bits -------------/
29 Bits are the same, meaning 10.24.3.8/29
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