Solution: PTS Key Features ● Only one config file needed for a new Clickhouse table ● Init and keep syncing data in one app for a table ● Sync multiple data source to Clickhouse in minutes PTS Provider name } } PTS Provider Transform Sinker ● Major Provider ● Secondary Providers PTS Provider Transform Sinker ● Merge sharding tables PTS Provider Transform Sinker ● SolidKey PTS Provider Transform Transform Sinker Transform PTS Provider Transform Sinker ● Batch Inserts ○ Time trigger ○ Number trigger ● Magical Flag PTS Magical Flag Quiz PTS Magical Flag Create PTS Magical Flag Create id

Solution: PTS Key Features ● Only one config file needed for a new Clickhouse table ● Init and keep syncing data in one app for a table ● Sync multiple data source to Clickhouse in minutes PTS Provider } } PTS Provider Transform Sinker ● Major Provider ● Secondary Providers PTS Provider Transform Sinker ● Merge sharding tables PTS Provider Transform Sinker ● SolidKey PTS Provider Transform Transform Sinker Transform PTS Provider Transform Sinker ● Batch Inserts ○ Time trigger ○ Number trigger ● Magical Flag PTS Magical Flag Quiz PTS Magical Flag Create PTS Magical Flag Create id

763436 ? Sl 16:16 0:35 /usr/lib64/firefox/firefox kdas 26919 0.0 0.0 118520 980 pts/3 S+ 16:17 0:00 grep - -color=auto firefox Here, we are first running the ps command, and then Fetc%2Fshadow Okay[fedora@selinux3 ~]$ su - Password: Last login: Thu Mar 24 12:27:44 UTC 2022 on pts/2 [root@selinux3 ~]# You can see that after overwriting the /etc/shadow file, we could just use password c1023 vagrant 5373 0.0 0.8 27192 4308 pts/0 Ss Mar31 0:00 -bash unconfined_u:unconfined_r:unconfined_t:s0-s0:c0.c1023 vagrant 29048 0.0 0.7 57184 3824 pts/0 R+ 03:21 0:00 ps auZ Here you can see

1 9.7 2770724 763436 ? Sl 16:16 0:35 /usr/lib64/firefox/ ˓→firefox kdas 26919 0.0 0.0 118520 980 pts/3 S+ 16:17 0:00 grep --color=auto ˓→firefox Here, we are first running the ps command, and then passing Fetc%2Fshadow Okay[fedora@selinux3 ~]$ su - Password: Last login: Thu Mar 24 12:27:44 UTC 2022 on pts/2 [root@selinux3 ~]# You can see that after overwriting the /etc/shadow file, we could just use password c1023 vagrant 5373 0.0 0.8 27192 ˓→4308 pts/0 Ss Mar31 0:00 -bash unconfined_u:unconfined_r:unconfined_t:s0-s0:c0.c1023 vagrant 29048 0.0 0.7 57184 ˓→3824 pts/0 R+ 03:21 0:00 ps auZ Here you can see

Status Description PTS_CREATED, Created after task creation PTS_CREATED_UA Unassigned currently not used by an automatic process PTS_CREATED_AS Assigned after a resource is assigned PTS_CREATED_IP In Progress Progress after a time entry is created on the task PTS_COMPLETED . Completed Manually changed by button PTS_ON_HOLD On Hold PTS_CANCELLED Cancelled Project or Phase is completed if all included tasks

Status Description PTS_CREATED, Created after task creation PTS_CREATED_UA Unassigned currently not used by an automatic process PTS_CREATED_AS Assigned after a resource is assigned PTS_CREATED_IP In Progress Progress after a time entry is created on the task PTS_COMPLETED . Completed Manually changed by button PTS_ON_HOLD On Hold PTS_CANCELLED Cancelled Project or Phase is completed if all included tasks

𝑦4 + 𝑦4 struct Point { double x, y; Point operator+(const Point& other) const; }; void add_pts(Point* x, Point* y, Point* z, int size) { for (int i = 0; i < size; ++i) { z[i] = x[i] + y[i]; } y3 𝑦4 𝑦4 struct Point { double x, y; Point operator+(const Point& other) const; }; void add_pts(Point* x, Point* y, Point* z, int size) { simd_access::loop(0, size, [&](auto i) { SIMD_ACCESS(c

0 80 0 - 1794 wait pts/0 00:00:00 bash 4 S 0 1099 895 0 80 0 - 1659 poll_s pts/0 00:00:00 sudo 4 R 0 1100 1099 0 80 0 - 1850 - pts/0 00:00:00 ps moxa@moxa-tbbbb1182827:/#

that are used by Agda. The theoretical foundation for Agda’s sort system are Pure Type Systems (PTS). A PTS has, besides the set of supported sorts, two parameters: 1. A set of axioms of the form s : s� (s1, s2, s3) stating that if A : s1 and B(x) : s2 then (x : A) → B(x) : s3. Agda is a functional PTS in the sense that s3 is uniquely determined by s1 and s2. Axioms are implemented internally by the once their arguments are known. univSort univSort returns the successor sort of a given sort. In PTS terminology, it implements the axioms s : univSort s. Table 1: univSort sort successor sort Prop

that are used by Agda. The theoretical foundation for Agda’s sort system are Pure Type Systems (PTS). A PTS has, besides the set of supported sorts, two parameters: 1. A set of axioms of the form s : s� : A) → B(x) : s3. 3.40. Sort System 183 Agda User Manual, Release 2.6.4.3 Agda is a functional PTS in the sense that s3 is uniquely determined by s1 and s2. Axioms are implemented internally by the Agda User Manual, Release 2.6.4.3 univSort univSort returns the successor sort of a given sort. In PTS terminology, it implements the axioms s : univSort s. Table 1: univSort sort successor sort Prop