Members of the Mydlarz lab return from a field trip to Roatan, Honduras (July 2018).
Lauren Fuess successfully defends her PhD dissertation!
Laura Mydlarz wins the UT Regents Outstanding Teaching Award (August 2017).
Members of the Mydlarz lab conduct field work in the US Virgin Islands (June 2017).
Members of the Mydlarz lab return from a field trip to Roatan, Honduras (June 2017).
The Mydlarz lab hosts a booth at Earth Day Texas (April 2017) and some very special guests show up! Her deepness Sylvia Earle and President of Palau Tommy Remengesau, Jr. !!
FOX4 news does a special report on the Mydlarz Lab!
Laura Mydlarz and Lauren Fuess give talks at the Society of Integrative and Comparative Biology meeting in New Orleans.
Alexandra Cousteau gave a MavSeaker series lecture and spent some time with our lab and students!
Laura Mydlarz and Kevin Schug (faculty from Chemistry) win the Tech Titans Award University Award for their educational program that gets first year UTA students into original research.
The Mydlarz lab was at the 13th International Coral Reef Symposium in Honolulu, Hawaii in June. Laura, Lauren and Contessa each presented their work.
Members of the Mydlarz Lab attended the Maverick speaker series Jane Goodall lecture and undergraduate student Bren Ledbetter was selected to ask her a question.
PhD student Lauren Fuess won the Deans Award for best Graduate presentation at UT Arlington's Annual Celebration of Excellence by Students Symposium.
PhD student Contessa Ricci is awarded a National Science Foundation and Louis Stokes Bridge to Doctorate degree fellowship for 2 years!
PhD student Lauren Fuess was interviewed on KERA (our local NPR station) talking about sea star wasting disease and immune genes.
The Mydlarz lab will be at ECOFEST Arlington at the Levitt pavilion September 19th. Pass by to learn about coral reefs and other environmental projects going on at UTA.
Dr. Pinzon took a job at University of Texas, Southwestern Medical School working on Drosophila genetics and genomics. We will miss him here at UTA, but happy he is still in the area.
PhD Student Lauren Fuess is awarded the National Science Foundation Graduate Research Fellowship. She will receive a stipend for research for 3 years. Press release.
Dr. Pinzon published a paper on coral bleaching and the effects on immune genes in The Royal Society Open Access. See the paper here: http://rsos.royalsocietypublishing.org/content/2/4/140214.
Dr. Matthew Steffenson returned to Texas to get married!
Dr. Whitney Mann Graduated with her PhD! and is now working at Alcon Labs in Fort Worth, TX.
Joshuah Beach-letendre Graduated with a Masters of Science! He is working at EcoWater Systems Hydrodynamic Cavitation in San Antonio, TX.


text:
Russia rejects Japan's territorial claim over island chain as Kremlin chief responds
The long-running dispute has prevented Russia and Japan from signing a formal peace treaty.
Samuel Osborne
News reporter @samuelosborne93
Image: Russian Prime Minister Mikhail Mishustin visited the islands earlier this year and said the Kremlin was considering establishing a special economic zone there
The Kremlin has said it does not recognise Japan's claim to a chain of islands between the two countries.
Kremlin spokesperson Dmitry Peskov said Russia disagreed with comments made by Japan's new prime minister, Fumio Kishida, who claimed the nation's sovereignty extended to the islands known by Tokyo as the Northern Territories and by Russia as the Kuril Islands.
"We do not agree with such a statement, Mr Peskov said.
Image: The disputed islands stretch between Japan and Russia. Pic: Google Maps
"This is Russian territory, and Russia has repeatedly reaffirmed its political will on different levels to continue dialogue with Japan to find solutions to the sensitive issues that remain on the agenda."
The territorial dispute over the islands dates back to when the Soviet Union seized them at the end of the Second World War.
It has prevented Russia and Japan from signing a formal peace treaty.
Before that, the Russian Empire and the Empire of Japan signed the Treaty of Shimoda in 1855, giving Japan the four southernmost islands and Russia everything to the north.
More on Japan
Lickable TV prototype in development that could bring food flavours into your front room
COVID-19 and Omicron rise: How are countries around the world responding to the increasing cases?
Japan fire: At least 27 feared dead in suspected arson attack at Osaka clinic
Earlier this year, Russian Prime Minister Mikhail Mishustin visited the islands and said the Kremlin was considering establishing a special economic zone there.
He visited a hospital and fish plant on Iturup, one of the four southernmost islands, and told plant workers the government was considering creating a special economic zone in which businesses and investors would be free from most taxes and customs duties.
Image: Kunashiri Island is pictured from Rausu Kunashiri observation platform in Rausu, Hokkaido Prefecture. Pic: AP
Image: Kunashiri Island in the Kuril Islands/Northern Territories
It comes after Russia continued to build up its military presence on the islands by deploying a range of coastal missile systems in 2016.

redpajama_set_name: RedPajamaCommonCrawl


text:
Meechaiel Criner's defense wants a new trial, citing jury misconduct
by: Alyssa Goard
AUSTIN (KXAN) — More than a month after a jury found Meechaiel Criner, 20, guilty of capital murder of UT student Haruka Weiser, his attorneys are filing for a new trial.
The Travis County District Attorney's Office confirmed that the defense has filed a motion for a new trial. The DA's office plans to contest the motion and added that several witnesses will likely be called at the hearing Wednesday. They noted that these motions are standard following a conviction, so the filing didn't take them by surprise.
Criner's case is set to appear in the 167th District Court in Travis County at 1:30 p.m. on Wednesday. Courtroom officials say that Criner will be brought to Wednesday's hearing.
One juror who asked to remain anonymous told KXAN they were notified by state attorneys a couple weeks ago that a motion for a new trial would be filed.
That juror said they were told there were allegations of jury misconduct during deliberation and that one of the jurors signed an affidavit alleging she was bullied into her guilty plea.
The juror who spoke with KXAN doesn't believe the juror who signed the affidavit was pressured into the verdict, saying "that's absolutely false and the truth will come out tomorrow at the hearing."
Back in July, the jury of seven women and five men took around 10-and-a-half hours to find Criner guilty of murdering Weiser on the UT campus back in 2016.
Because Criner was 17 at the time the crime was committed, he is ineligible for the death penalty in Texas. Criner was sentenced to a life in prison with the possibility of parole after 40 years.
A state response to the defense's motion for a new trial reveals more details about why Criner's attorneys are pursuing a new trial.
The state quoted claims from the defense, saying that an influence from outside the jury room was brought into deliberations and the juror said in the affidavit she was "coerced" into voting guilty and "finally just gave up and changed [her] vote" because other jurors "told her she was being unreasonable and was crazy."
According to the state's response, the defense also claimed the jury foreman didn't read certain instructions and or tell jurors about certain communication with the judge.
Prosecutors responded saying there isn't enough evidence to support these claims outside of the affidavit. They added that the evidence still doesn't prove under state law the juror was influenced by coercion and that even if outside information was brought into the jury room, not enough evidence is there to show whether it had any influence.
According to the state response, Criner's attorneys also said they had discovered new evidence after the verdict which shows Criner is not guilty. They were referring to a data extraction from Criner's laptop which a forensic analyst found "may be able to acquire additional data from the chip."
In the court record, the defense was also quoted as saying that trial counsel was, "ineffective in failing to discover evidence that proves the [d]efendant was not guilty."
The state disputes the credibility of the juror who filed the affidavit and is asking for the motion for the new trial to be denied.
It will be up to the judge to determine how credible these witnesses are.
Attorneys challenging a jury verdict with a claim of jury misconduct have a big task ahead of them, explained Jeffrey Abramson, a UT Law School and government professor who studies juries.
"It's routine for the party to complain about jury misconduct, it's extremely rare for a judge ever to grant a new trial based on these allegations," Abramson said. "Almost never if the complaint is about bullying, I know of no case in which a judge has accepted an argument that a trial was unfair that some juror, after the fact, somehow has buyer's remorse and somehow thinks they were bullied."
While Criner's case is high-profile — Abramson notes, "I think anyone in this community feels an emotional tug in this case, it's such a vicious murder" — he also said the emotional significance it has for the community won't likely play a role in whether a new trial is granted.
Abramson said the standard is so high for attorneys taking on this effort in order to protect what happens in the jury room.
"This is a perfect example of why we have these rules, we need closure, we need cases to be done, and we shouldn't undo a jury verdict like this because someone now thinks there was jury misconduct, the bar should be really, really high," Abramson said. "I think the judge will make it high in this case."
Abramson explained that cases where jury misconduct is alleged are particularly challenging for judges because the judges can ask questions like whether bribery happened or whether a juror researched the case outside the courtroom, but the judge cannot ask the jurors about what was discussed or what led to their decision.
He noted that successfully proving outside information in the jury room could be grounds for a new trial, even more so now than years ago.
"We have a new game in which is the jury system stays the same and social media makes it possible for all jurors to be lawyers on their own," Abramson said. "And you're going to get increasing examples of jury misconduct."
But Senior Judge Jon Wisser of the Travis County District Court noted that juries are not perfect. He explained that an allegation of jury misconduct will highlight how comfortable the judge was with the initial verdict.
"[As] a judge you don't want to second guess a jury, but if you become convinced a jury got it wrong, you're going to seek some way to grant that motion for new trial," Wisser said.
He clarified that doesn't happen often. In his 43 years of being a judge, he's only presided over one case where a new trial was granted because of jury misconduct.
"Probably more people die from snakebite than people getting new trials based on jury misconduct, that's how rare it is," Wisser said.
He added that in Texas, the state legislature changed laws to make it more difficult to subpoena a jury and talk to them about the trial.
"Now it's bordering on impossible," he said.
More Austin Stories
by Yoojin Cho / Jul 16, 2019
AUSTIN (KXAN) — Austin is once again a top 10 city for having the most talented people working in the tech industry.
In CBRE's 2019 "Scoring Tech Talent" report, Austin beat out other Texas cities like Dallas-Forth Worth and Houston.
by Kevin Clark / Jul 16, 2019
AUSTIN (KXAN) — Relocation is being delayed for the Downtown building described as being on the 'brink of disaster.'
Operations at the Municipal Court were supposed to move to a new building on Burleson Road by the end of this year.
by Alyssa Goard / Jul 16, 2019
AUSTIN (KXAN) -- New campaign finance reports detail the donors to the PAC in Austin that is challenging the prospect of convention center expansion. Donations from Save our Springs (SOS) Alliance combined with the personal contributions from SOS executive director Bill Bunch total to $74,166, which makes up more than half of the total political contributions this PAC is reporting.
The Unconventional Austin political action committee began filing documents with the city just two days before the unanimous city council vote to begin the process of expanding Austin's convention center. This PAC has since launched a petition effort to put the question up to voters in November as to whether their approval should be required for any convention center expansion. On Friday, Unconventional submitted 30,000 signatures which, if verified by the city, would put convention center expansion on the upcoming ballot.


If you need to touch the hinge (usually because of a rupture of a cover), learn the prices and availability of spare details before work. Perhaps, it will be more reasonably simple to replace a half shaft.
1. Remove a half shaft (see subsection 8.3).
2. Clamp a half shaft in a vice, having put laying between sponges of a vice not to damage it. Check, whether is not present at the hinge of an excessive free wheeling in the radial direction that would testify to wear of elements of the hinge. If the cover of the hinge is torn, disassemble the hinge, clear all its elements and examine on existence of the damages which appeared because of work for lack of greasing or because of hit of foreign subjects or dirt.
3. By means of a small screw-driver raise uvulas on collars of a cover and remove them.
4. By means of a screw-driver accurately pick up edge of an external cover and remove it from the hinge. If the cover old or is worn-out, it can be cut. Remove an internal cover from a hinge casing, and then remove a casing from a tripod. Note the mutual provision of a tripod and casing then to establish them in initial situation.
5. Note the provision of installation of a tripod in relation to a half shaft in order that tripod it was possible to establish correctly after removal.
6. Remove a cutting lock ring by means of special flat-nose pliers.
7. By means of a hammer and copper a small beard remove tripod from a half shaft.
8. If you did not cut off them, remove both covers. During the work on the right half shaft, it is necessary to cut off a collar of a damper of dynamic vibration and to shift a damper aside, previously having noted the provision of its installation.
Carefully clear all elements, including the external CV JOINT, by means of solvent so that to remove all old greasing from hinge elements. Examine a surface of bearings of a tripod of the internal hinge and an internal surface of its casing on existence of cracks, corrosion, scratches or other signs of wear. It is very difficult to check a condition of a surface of internal and external paths of swing of the external hinge, but it is possible to check a condition of balls. If they as it should be it is, so obvious, surfaces of paths of swing too. If the internal CV JOINT is worn-out, it is possible to get the new internal CV JOINT and to install it on an old half shaft; if the external CV JOINT is worn-out, it is necessary to replace also it and a half shaft (they are on sale only assembled).
1. Wind vents on the end of a half shaft with the isolating tape for protection of covers (a photo at the left). Put on collars and covers a half shaft, then establish on a half shaft tripod to that by the party on which vents do not reach edge of a tripod (a photo on the right).
During the work on the right half shaft do not forget to establish a damper of dynamic vibration and a new collar before installation of an internal cover.
2. Apply greasing on tripod and on an internal surface of a casing (a photo at the left). Insert tripod into a casing and fill the remained space round a tripod with greasing (a photo on the right).
3. Establish a cover into place, having checked that both edges of a cover got to the flutes. Adjust half shaft length to the value specified in subsection 8.1.
4. Level pressure under a cover having inserted a small screw-driver between a cover and an external path of swing.
5. For installation of new collars bend the end of a collar (a photo at the left), and then bend uvulas over a strip for its fixing (a photo on the right).


text:
\section{ Introduction}

The notation we use is as follows. Let $G$ be a simple graph with
\emph{vertex set} $V=V(G)$ and \emph{edge set} $E=E(G)$. The
\emph{order} $\mid V\mid $ of $G$ is denoted by $n=n(G)$. For every
vertex $v\in V$, the \emph{open neighborhood} $N_{G}(v)$ is the set
$\{u\in V\mid uv\in E\}$ and the \emph{closed neighborhood}
of $v$ is the set $N_{G}[v]=N_{G}(v)\cup \{v\}$. The \emph{degree} of a vertex
v\in V$ is $deg(v)=\mid N(v)\mid $. The \emph{minimum} and
\emph{maximum degree} of a graph $G$ are denoted by $\delta =\delta
(G)$ and $\Delta =\Delta (G)$, respectively. If every vertex of $G$
has degree $k$, then $G$ is said to be $k$-\emph{regular}. The
\emph{complement} of a graph $G$ is denoted by $\overline{G}$ which
is a graph with $V(\overline{G})=V(G)$ and for every two vertices
$v$ and $w$, $vw\in E(\overline{G})$ if and only if $vw\notin E(G)$.
The subgraph \emph{induced} by $S$ in a graph $G$ is denoted by $G[S]$. We write
K_{n}$ for the \emph{complete graph} of order $n$ and $K_{n,m}$ for
the \emph{complete bipartite graph}.

For every positive integer $k$, the $k$-\emph{join} $G\circ _{k}H$
of a graph $G$ to a graph $H$, of order at least $k$, is the graph
obtained from the disjoint union of $G$ and $H$ by joining each
vertex of $G$ to at least~$k$ vertices of $H$.

A \emph{dominating set} of a graph $G$ is a subset $S$ of the vertex
set $V(G)$ such that every vertex of $G$ is either in $S$ or has a
neighbor in $S$. The minimum cardinality of a dominating set of $G$
is the \emph{domination number} $\gamma (G)$ of $G$. It is well
known that the complement of a dominating set of minimum cardinality
of a graph $G$ without isolated vertices is also a dominating set.
Hence one can partition the vertex set of $G$ into at least two
disjoint dominating sets. The maximum number of dominating sets into
which the vertex set of a graph $G$ can be partitioned is called the $domatic$
number$ of $G$, and denoted by $d(G)$. This graph invariant was
introduced by Cockayne and Hedetniemi \cite{CH}. They also showed
that
\begin{equation}
\gamma (G)\cdot d(G)\leq n.  \label{eqq}
\end{equation
To simplify matters of notation, a domatic partition of a graph $G$ into
\ell $ dominating sets is given by a colouring $f:V(G)\rightarrow
\{1,2,...,\ell \}$ of the vertex set $V(G)$ with $\ell $ colors. The
dominating sets are recovered from $f$ by taking the inverse, i.e.
D_{i}=f^{-l}(i)$, $i=1,...,\ell $. Clearly, a coloring $f$ defines a domatic partition of
G $ if and only if for every vertex $x\in V(G)$,
$f(N(x))=\{1,2,...,\ell \}$. Thus, any graph $G$ satisfies $d(G)\leq
\delta (G)+1$. The word domatic, an amalgamation of the words
domination and chromatic, refers to an analogy between the chromatic
number (partitioning of the vertex set into independent sets) and
the domatic number (partitioning into dominating sets). For a survey
of results on the domatic number of graphs we refer the reader to
\cite{Zel1}. It was first observed by Cockayne and Hedetniemi
\cite{CH} that for every graph without isolated vertices
$2\leq d(G)\leq \delta (G)+1$. The upper bound $\delta (G)+1$\ is attained for interval graphs \cit
{LHC}, for example.

Intuitively, it seems reasonable to expect that a graph with large minimum
degree will have a large domatic number. Zelinka \cite{Zel2} showed that
this is not necessarily the case. He gave examples for graphs of arbitrarily
large minimum degree with domatic number $2$. For more details about domatic
number see the references \cite{Chen}, \cite{DN}, \cite{RV} and \cite{RRS}.

The \emph{total domatic number} $d_t(G)$ is similarly defined based
on the concept of the \emph{total domination number} $\gamma _t(G)$.
Sheikholeslami and Volkmann, in a similar manner, generalized in
\cite{SV} the concept of total domatic number to the $k$-tuple total
domatic number $d_{\times k,t}(G)$ based on the concept of $k$-tuple
total domination number $\gamma_{\times k,t}(G)$, which is defined
by Henning and Kazemi in \cite {HK}. We recall that for every
positive integer $k$, a $k$-\emph{tuple total dominating set},
abbreviated kTDS, of a graph $G$ is a subset $S$ of the vertex set
$V(G)$ such that every vertex of $G$ is adjacent to at least $k$
vertices of $S$. And the minimum cardinality of a kTDS of $G$ is the
$k$-\emph{tuple total domination number} $\gamma _{\times k,t}(G)$
of $G$.

Here, we extend the concept of domatic number to $k$-tuple domatic
number based on the concept of $k$-tuple domination number, which is
defined by Harary and Haynes in \cite {HH00}. For every positive
integer $k$, a $k$-\emph{tuple dominating set}, abbreviated kDS, of
a graph $G$ is a subset $S$ of the vertex set $V(G)$ such that every
vertex of $G$ is either in $S$ and is adjacent to at least $k-1$
vertices of $S$ or is not in $S$ and is adjacent to at least $k$
vertices of $S$. The minimum cardinality of a kDS of $G$ is the
$k$-\emph{tuple domination number} $\gamma _{\times k}(G)$ of $G$.
For a graph to have a $k$-tuple dominating set, its minimum degree
is at least $k-1$. The $k$-\emph{tuple domatic number} $d_{\times
k}(G)$ of $G$ is the largest number of sets in a partition of $V(G)$
into $k$-tuple dominating sets. If $d=d_{\times k}(G)$ and
$V(G)=V_{1}\cup V_{2}\cup ...\cup V_{d}$ is a partition of $V(G)$
into $k$-tuple dominating sets $V_{1}$, $V_{2}$, ... and $V_{d}$, we
say that $\{V_{1},V_{2},...,V_{d}\}$\ is a
$k$-\emph{tuple domatic partition}, abbreviated kDP, of $G$. The $k
-tuple domatic number is well-defined and
\begin{equation}
d_{\times k}(G)\geq 1,
\end{equation
for all graphs $G$ with $\delta (G)\geq k-1$, since the set consisting of
V(G)$ forms a $k$-tuple domatic partition of $G$.

To simplify matters of notation, a $k$-tuple domatic partition of a graph $G$
into $\ell $ $k$-tuple dominating sets is given by a coloring
f:V(G)\rightarrow \{1,2,...,\ell \}$ of the vertex set $V(G)$ with $\ell $
colors. The $k$-tuple dominating sets are recovered from $f$ by taking the
inverse, i.e. $D_{i}=f^{-l}(i)$, $i=1,...,\ell $. Clearly, a coloring $f$ defines a $k
-tuple domatic partition of $G$ if and only if for every vertex $x\in V(G)
, $f(N(x))=\{f(y)\mid y\in N(x)\}$ contains the mulitiset
\{t_{1}.1,t_{2}.2,...,t_{\ell }.\ell \}$ such that for every $i$,
$t_{i}\in \{k-1,k\}$ and for an index $i$, if $t_{i}=k-1$, then
$f(x)=i$. Clearly, each graph $G$ satisfie
\begin{equation}
d_{\times k}(G)\leq \frac {\delta (G)+1}{k}.
\end{equation}
Graphs for which $d_{\times k}(G)$ achieves this upper bound
$\frac{\delta (G)+1}{k}$ we call $k$-\emph{tuple domatically full}.

In this work, we derive basic properties and bounds for the
$k$-tuple domatic number.

The following observations are useful.

\begin{observation}
\label{Ob.1} Let $K_{n}$ be the complete graph of order $n\geq 1$.
Then
\begin{equation*}
d_{\times k}(K_{n})=\lfloor \frac{n}{k}\rfloor \mathrm{.}
\end{equation*}
\end{observation}

\begin{observation}
\label{Obs.bipartite} Let $G$ be a bipartite graph with $\delta
(G)\geq k-1\geq 1$. If $X$ and $Y$ are the bipartite sets of $G$,
then $\gamma _{\times k}(G)\geq 2k-2$ with equality if and only if
$G=K_{k-1,k-1}$.
\end{observation}

\begin{proof}
Let $D$ be a $\gamma_{\times k}(G)$-set, and let $w\in X$ and $z\in
Y$ be two arbitrary vertices. The definition implies that $\mid
D\cap N(w)\mid\geq k-1$ and $\mid D\cap N(z)\mid\geq k-1$. Since
$N(w) \cap N(z)=\emptyset$, we deduce that $\mid D\mid \geq 2k-2$
and thus $\gamma _{\times k}(G)\geq 2k-2$. Obviously, we can see
that $\gamma _{\times k}(G)=2k-2$ if and only if $G=K_{k-1,k-1}$.
\end{proof}

\section{properties of the $k$-tuple domatic number}

Here, we present basic properties of $d_{\times k}(G)$ and bounds on the $k
-tuple domatic number of a graph. We start our work with a theorem
that characterizes graphs $G$ with $\gamma _{\times k}(G)=m$, for
some $m\geq k-1$.

\begin{theorem}
\label{kDm} Let $G$ be a graph with $\delta (G)\geq k-1$. Then for
any integer $m\geq k-1$, $\gamma _{\times k}(G)=m$ if and only if
$G=K_{m}^{\prime }$ or $G=F\circ _{k}K_{m}^{\prime }$, for some
graph $F$ and some spanning subgraph $K_{m}^{\prime }$\ of $K_{m}$\
with $\delta (K_{m}^{\prime })\geq k-1$  such that $m$ is minimum in
the set
\begin{equation}
\{t\mid G=F^{\prime } \circ _{k}K_{t}^{\prime },\mbox{ for some
graph }F^{\prime } \mbox{ and some spanning subgraph }K_{t}^{\prime
}\mbox{ of }K_{t} \mbox{ with } \delta (K_{t}^{\prime })\geq k-1\}.
\end{equation
\end{theorem}

\begin{proof}
Let $S$ be a $\gamma _{\times k}(G)$-set and $\gamma _{\times
k}(G)=m$, for some $m\geq k-1$. Then, $\mid S\mid =m$ and every
vertex in $V-S$ has at least $k$ neighbors in $S$ and otherwise
$k-1$ neighbors. Then $G[S]=K_{m}^{\prime }$, for some spanning
subgraph $K_{m}^{\prime }$\ of $K_{m}$ with $\delta (K_{m}^{\prime
})\geq k-1$. If $\mid V\mid =m$, then $G=K_{m}^{\prime }$. If $\mid
V\mid
>m$, then let $F$ be the induced subgraph $G[V-S]$. Then $G=F\circ _{k}K_{m}^{\prime }$.
Also by the definition of $k$-tuple domination number, $m$ is
minimum in the set given in (4).

Conversely, let $G=K_{m}^{\prime }$ or $G=F\circ _{k}K_{m}^{\prime
},$ for some graph $F$ and some spanning subgraph $K_{m}^{\prime }$\
of $K_{m}$\ with $\delta (K_{m}^{\prime })\geq k-1$ such that $m$ is
minimum in the set given in (4). Then, since $V(K_{m}^{\prime })$ is
a kDS of $G$ with cardinal $m$, $\gamma _{\times k}(G)\leq m$. If
$\gamma _{\times k}(G)=m^{\prime }<m$,
then the previous paragraph concludes that for some graph
F^{\prime }$ and some spanning subgraph $K_{m^{\prime }}^{\prime }$\
of $K_{m^{\prime }}$ with $\delta (K_{m^{\prime }}^{\prime })\geq
k-1$, $G=F^{\prime }\circ _{k}K_{m^{\prime }}^{\prime }$, that is
contradiction with the minimality of $m$. Therefore $\gamma_{\times
k}(G)=m$.
\end{proof}

\begin{corollary}
\label{kDm=k-1} Let $G$ be a graph with $\delta (G)\geq k-1$. Then
$\gamma _{\times k}(G)=k-1$ if and only if $G=K_{k-1}$ or $G=F\circ
_{k}K_{k-1}$, for some graph $F$.
\end{corollary}

\begin{theorem}
\label{Ob.G.D} If $G$ is a graph of order $n$ and $\delta (G)\geq k-1$, then
\begin{equation*}
\gamma _{\times k}(G)\cdot d_{\times k}(G)\leq n.
\end{equation*}
Moreover, if $\gamma _{\times k}(G)\cdot d_{\times k}(G)=n$, then for each
kDP $\{V_{1},V_{2},...,V_{d}\}$ of $G$ with $d=d_{\times k}(G)$, each set
V_{i}$ is a $\gamma _{\times k}(G)$-set.
\end{theorem}

\begin{proof}
Let $\{V_{1},V_{2},...,V_{d}\}$ be a kDP of $G$ such that $d=d_{\times k}(G)
. Then
\begin{equation*}
\begin{array}{lll}
d\cdot \gamma _{\times k}(G) & = & \sum\limits_{i=1}^{d}\gamma _{\times k}(G)
\\
& \leq & \sum\limits_{i=1}^{d}\mid V_{i}\mid \\
& = & n
\end{array
\end{equation*}
If $\gamma _{\times k}(G)\cdot d_{\times k}(G)=n$, then the inequality
occurring in the proof becomes equality. Hence for the kDP
\{V_{1},V_{2},...,V_{d}\}$ of $G$ and for each $i$, $\mid V_{i}\mid =\gamma
_{\times k}(G)$. Thus each set $V_{i}$ is a\ $\gamma _{\times k}(G)$-set.
\end{proof}

The case $k=1$ in Theorem \ref{Ob.G.D} leads to the well-known inequality
(1)$, given by Cockayne and Hedetniemi \cite{CH} in 1977.

An immediate consequence of Corollary \ref{kDm=k-1} and Theorem
\ref{Ob.G.D} now follows.

\begin{corollary}
\label{Ob.Cor.D} If $G$ is a graph of order $n$ with $\delta (G)\geq
k-1\geq 1$, then
\begin{equation*}
d_{\times k}(G)\leq \frac{n}{k-1},
\end{equation*}
with equality if and only if $G=K_{k-1}$ or $G=F\circ _{k}K_{k-1}$,
for some graph $F$.
\end{corollary}

For bipartite graphs, we can improve the bound given in Corollary
\ref{Ob.Cor.D}, by Observation \ref{Obs.bipartite}.

\begin{corollary}
\label{d<=n/2k} Let $G$ be a bipartite graph of order $n$ with
vertex partition $V(G)=X\cup Y$ and $\delta (G)\geq k-1\geq 1$. Then
\begin{equation*}
d_{\times k}(G)\leq \frac{n}{2k-2},
\end{equation*}
with equality if and only if $G=K_{k-1,k-1}$.
\end{corollary}

\begin{theorem}
\label{Ob.G+D} If $G$ is a graph of order $n$ and $\delta (G)\geq k-1\geq 2
, then
\begin{equation*}
\gamma _{\times k}(G)+d_{\times k}(G)\leq n+1.
\end{equation*}
\end{theorem}

\begin{proof}
Applying Theorem \ref{Ob.G.D}, we obtain
\begin{equation*}
\gamma _{\times k}(G)+d_{\times k}(G)\leq \frac{n}{d_{\times k}(G)
+d_{\times k}(G).
\end{equation*
Since $d_{\times k}(G)\geq 1$, by inequality (2), and $k\geq 3$,
Corollary \ref{Ob.Cor.D} implies that $d_{\times k}(G)\leq
\frac{n}{2}$. Using these inequalities, and the fact that the
function $g(x)=x+\frac{n}{x}$ is decreasing for $1\leq x\leq n^{1/2}
$ and increasing for $n^{1/2}\leq x\leq \frac{n}{2}$, we obtain
\begin{equation*}
\gamma _{\times k}(G)+d_{\times k}(G)\leq \max \{n+1,\frac{n}{2}+2\}=n+1,
\end{equation*
and this is the desired bound.
\end{proof}

If $G=\ell K_{k}$ for integers $\ell \geq 1$ and $k\geq 3$, then
$\gamma _{\times k}(G)=n(G)=\ell k$ and $d_{\times k}(G)=1$.
Therefore $\gamma _{\times k}(G)+d_{\times k}(G)=n+1$, and so the
upper bound $n+1$ in Theorem \ref{Ob.G+D} is sharp.

By closer look at the proof of Theorem \ref{Ob.G+D} we have:

\begin{theorem}
\label{Ob.G+D.2}Let $G$ be a graph of order $n$ with $\delta (G)\geq
k-1\geq 2$. If $d_{\times k}(G)\geq 2$, then
\begin{equation*}
\gamma _{\times k}(G)+d_{\times k}(G)\leq \frac{n}{2}+2.
\end{equation*}
\end{theorem}

If $G=K_{2k}$, then $\gamma _{\times k}(G)=k$ and $d_{\times k}(G)=2$.
Therefore $\gamma _{\times k}(G)+d_{\times k}(G)=n/2+2$, and so the upper
bound $n/2+2$\ in Theorem \ref{Ob.G+D.2} is sharp.

\begin{theorem}
\label{Ob.D.upper} If $G$ is a graph with $\delta (G)\geq k-1$, then
\begin{equation*}
d_{\times k}(G)\leq \frac{\delta (G)+1}{k}.
\end{equation*
This bound is sharp and moreover,\ if $d_{\times k}(G)=(\delta
(G)+1)/k$, then for each kDP $\{V_{1},V_{2},...,V_{d}\}$ of $G$ with
$d=d_{\times k}(G)$ and for all vertices $v$ of degree $\delta (G)$,
$\mid V_{i}\cap N_{G}[v]\mid =k$ for each $1\leq i\leq d$.
\end{theorem}

\begin{proof}
Let $\{V_{1},V_{2},...,V_{d}\}$ be a kDP of $G$ such that
$d=d_{\times k}(G)$, and let $v$ be a vertex of degree $\delta (G)$.
Since $\mid V_{i}\cap N_{G}[v]\mid \geq k$ for each $1\leq i\leq d$,
then
\begin{equation*}
\begin{array}{lll}
k\cdot d_{\times k}(G) & \leq & \sum\limits_{i=1}^{d}\mid V_{i}\cap N_{G}[v]\mid \\
& = & \mid N_{G}[v]\mid \\
& = & \delta (G)+1
\end{array
\end{equation*}
as desired. This bound is sharp for the complete graphs which their
orders are multiple of $k$. Since $d_{\times k}(G)=(\delta (G)+1)/k$
follows that the inequality occurring in the above becomes equality,
which leads to the property given in the statement.
\end{proof}

\begin{corollary}
\label{Ob.cor.2} Let $k\geq 1$ be an integer, and let $G$ be a graph. If
k-1\leq \delta (G)\leq 2k-2$, then $d_{\times k}(G)=1$.
\end{corollary}

As a further application of Theorem \ref{Ob.D.upper}, we will prove the
following result.

\begin{theorem}
\label{Ob.D+D}For every graph $G$ of order $n$ in which $min\{\delta
(G),\delta (\overline{G})\}\geq k-1$,
\begin{equation*}
d_{\times k}(G)+d_{\times k}(\overline{G})\leq \frac{n+1}{k},
\end{equation*
and this bound is sharp.
\end{theorem}

\begin{proof}
Theorem \ref{Ob.D.upper} follows that
\begin{equation*}
\begin{array}{lll}
d_{\times k}(G)+d_{\times k}(\overline{G}) & \leq  & \frac{\delta (G)+\delta
(\overline{G})+2}{k} \\
& = & \frac{(\delta (G)+1)+(n-\Delta (G))}{k} \\
& \leq  & \frac{n+1}{k}
\end{array
\end{equation*
as desired.

If $G$ is the complete bipartite graph $K_{k,k}$, where $k\geq
2 $, then $d_{\times k}(G)+d_{\times k}(\overline{G})=1+1=\lfloor \frac{2k+
}{k}\rfloor $, and so the upper bound $\frac{n+1}{k}$\ is sharp.
\end{proof}

Now we derive some structural properties on graphs with equality in the
inequality of Theorem \ref{Ob.D+D}.

\begin{theorem}
\label{Ob.D+D=}Let $G$ be a graph of order $n$ with $min\{\delta (G),\delta
\overline{G})\}\geq k-1$ which
\begin{equation*}
d_{\times k}(G)+d_{\times k}(\overline{G})=\frac{n+1}{k},
\end{equation*
and $d_{\times k}(G)\geq d_{\times k}(\overline{G})$. Then G is regular and
\begin{equation*}
\frac{n}{r+1}+\frac{1}{k}\leq d_{\times k}(G)\leq \frac{n}{r}
\end{equation*
for an integer $k-1\leq r\leq 2k-1$.
\end{theorem}

\begin{proof}
According to Theorem \ref{Ob.D.upper}, we have
\begin{equation*}
d_{\times k}(G)+d_{\times k}(\overline{G})\leq \frac{\delta (G)+\delta
\overline{G})+2}{k}.
\end{equation*
If $G$ is not regular, then $\delta (G)+\delta (\overline{G})\leq
n-2$, and we obtain the upper bound $d_{\times k}(G)+d_{\times
k}(\overline{G})\leq \frac{n}{k}<\frac{n+1}{k}$, a contradiction.
Thus $G$ is regular.

The hypothesis $d_{\times k}(G)\geq d_{\times k}(\overline{G})$ and the
hypothesis $d_{\times k}(G)+d_{\times k}(\overline{G})=\frac{n+1}{k}$ lead
to
\begin{equation*}
d_{\times k}(G)\geq \frac{n+1}{2k}.
\end{equation*
Let $\{V_{1},V_{2},...,V_{d}\}$ be a kDP of $G$ such that
$d=d_{\times k}(G)$ and $r=\mid V_{1}\mid \leq \mid V_{2}\mid \leq
...\leq \mid V_{d}\mid $. Clearly, $r\geq k-1$ and
\begin{equation*}
r\cdot d_{\times k}(G)\leq n.
\end{equation*
If $r\geq 2k$, then
\begin{equation*}
\begin{array}{lll}
n & \geq  & r\cdot d \\
& \geq  & 2k\cdot \frac{n+1}{2k} \\
& > & n
\end{array
\end{equation*
Therefore we have shown that $k-1 \leq r \leq 2k-1$. Since $V_{1}$ is a $k
-tuple dominating set and $G$ is regular, we deduce that
\begin{equation*}
\begin{array}{lll}
r\cdot \Delta (G) & = & \sum\nolimits_{v\in V_{1}}\deg (v) \\
& \geq  & k(n-r)+(k-1)r \\
& = & kn-
\end{array
\end{equation*
and thus $\Delta (G)=\delta (G)\geq \frac{kn}{r+1}$ and so
\begin{equation*}
\begin{array}{lll}
\delta (\overline{G})+1 & = & n-\delta (G) \\
& \leq  & n-\frac{kn}{r+1} \\
& = & \frac{n(r+1)-kn}{r+1}
\end{array
\end{equation*
Applying Theorem \ref{Ob.D.upper}, we thus obtain
\begin{equation*}
\begin{array}{lll}
d_{\times k}(\overline{G}) & \leq  & \frac{\delta (\overline{G})+1}{k} \\
& \leq  & \frac{n(r+1)-kn}{k(r+1)}
\end{array
\end{equation*
Now $d_{\times k}(G)+d_{\times k}(\overline{G})=\frac{n+1}{k}$\ leads to
\begin{equation*}
\begin{array}{lll}
d_{\times k}(G) & = & \frac{n+1}{k}-d_{\times k}(\overline{G}) \\
& \geq  & \frac{n}{r+1}+\frac{1}{k}
\end{array
\end{equation*}
\end{proof}

\begin{corollary}
\label{Ob.Cor.D=}Let $G$ be a graph of order $n$ with $min\{\delta (G),\delta
\overline{G})\}\geq k-1\geq 1$ which
\begin{equation*}
d_{\times k}(G)+d_{\times k}(\overline{G})=\frac{n+1}{k},
\end{equation*
and $d_{\times k}(G)\geq d_{\times k}(\overline{G})$. Then
\begin{equation*}
\frac{n}{2k}+\frac{1}{k}\leq d_{\times k}(G)\leq \frac{n}{k-1}.
\end{equation*}
\end{corollary}

We now present a sharp lower bound on the $k$-tuple domatic number,
which generalizes the bound due to Zelinka \cite{Zel2} in 1983.

\begin{theorem}
\label{Ob.D.Lower}For every graph $G$ of order $n$ with $\delta
(G)\geq k-1$,
\begin{equation*}
d_{\times k}(G)\geq \lfloor \frac{n}{k(n-\delta (G))}\rfloor ,
\end{equation*
and this bound is sharp.
\end{theorem}

\begin{proof}
If $k(n-\delta (G))>n$, then there is nothing to prove. Thus we assume in
the following that $n\geq k(n-\delta (G))$. Now let $S\subseteq V(G)$ be any
subset with $\mid S\mid \geq k(n-\delta (G))$. It follows that
\begin{equation*}
\mid S\mid \geq k(n-\delta (G))\geq n-\delta (G)+k-1
\end{equation*}
and therefore $\mid V(G)-S\mid \leq \delta (G)-k+1$. This inequality implies
that
\begin{equation*}
\mid N_{G}(u)\cap S\mid \geq \delta (G)-(\delta (G)-k)=k
\end{equation*}
for $u\in V(G)-S$ and
\begin{equation*}
\mid N_{G}(u)\cap S\mid \geq \delta (G)-(\delta (G)-k+1)=k-1
\end{equation*}
for $u\in S$. Hence $S$ is a $k$-tuple dominating set of $G$. Let $n=\ell
k(n-\delta (G))+r$ with integers $\ell \geq 1$ and $0\leq r\leq k(n-\delta
(G))-1$, then one can take any $\ell $ disjoint subsets, $\ell -1$ of
cardinality $k(n-\delta (G))$ and one of cardinality $k(n-\delta (G))+r$,
and all these subsets are $k$-tuple dominating sets of $G$. This yields a $k
-tuple domatic partition of cardinality $\ell =\lfloor \frac{n}{k(n-\delta
(G))}\rfloor $, and thus our Theorem is proved.

We also note that this lower bound is sharp for the complete graph $K_{\ell
k}$.
\end{proof}

\begin{corollary}
\label{Ob.Cor.D.Lower} \cite{Zel2} For every graph $G$ of order $n$,
\begin{equation*}
d(G)\geq \lfloor \frac{n}{n-\delta (G)}\rfloor .
\end{equation*}
\end{corollary}

Finally, we compare the $k$-tuple domatic number of a graph with its
$k$-tuple total domatic number.

\begin{theorem}
\label{d_xk,d_xk,t} Let $G$ be a graph with $\delta (G)\geq k\geq
1$. Then
\begin{equation*}
d_{\times k,t}(G)\leq d_{\times k}(G)\leq 2d_{\times k,t}(G),
\end{equation*}
and this bounds are sharp.
\end{theorem}

\begin{proof}
Since every $k$-tuple total dominating set of $G$ is a $k$-tuple
dominating set and the union of at least two disjoint $k$-tuple
dominating sets is a $k$-tuple total dominating set, then $d_{\times
k,t}(G)\leq d_{\times k}(G)\leq 2d_{\times k,t}(G)$.

The lower bound is sharp for the complete bipartite graph
$K_{mk,mk}$, where $k\geq 2$ and $m\geq 1$. Because $d_{\times
k,t}(G)=d_{\times k}(G)=m$. Also for the cycle $C_4$, we have
$d(C_4)=d_t(C_4)=2$.

The upper bound is sharp for the graphs $G$ which is obtained as
follow: let $H_1$, $H_2$, $H_3$ and $H_4$ be four disjoint copies of
the complete graph $K_k$, where $k\geq 1$. Let $G$ be the union of
the four graphs $H_1$, $H_2$, $H_3$ and $H_4$ such that for each
$1\leq i\leq 3$ every vertex of $H_i$ is adjacent to all vertices of
$H_{i+1}$. Obviously $V(H_2)\cup V(H_3)$ is the unique $\gamma
_{\times k,t}(G)$-set, and so $d_{\times k,t}(G)=1$. This follows
that $d_{\times k}(G)\leq 2d_{\times k,t}(G)=2$. Since the sets
$V(H_2)\cup V(H_3)$ and $V(H_1)\cup V(H_4)$ are two disjoint $\gamma
_{\times k}(G)$-sets, then $d_{\times k}(G)=2=2d_{\times k,t}(G)$.
\end{proof}

\begin{corollary}
\label{d,d_t} \cite{Zel3} Let $G$ be a graph with no isolated
vertices. Then
\begin{equation*}
d_{t}(G)\leq d(G)\leq 2d_t(G).
\end{equation*}
\end{corollary}

\begin{theorem}
\label{d_xk=d_xk,t} Let $k\geq 1$ be integer. If one of the numbers
$d_{\times k}(G)$ and $d_{\times k,t}(G)$ for a graph $G$ is
infinite, then
\begin{equation*}
d_{\times k}(G)=d_{\times k,t}(G).
\end{equation*}
\end{theorem}

\begin{proof}
Let $d_{\times k}(G)=\alpha$, where $\alpha$ is an infinite cardinal
number. Then there exists a $k$-tuple domatic partition $\Re$ having
$\alpha$ classes. The family $\Re$ can be partitioned into two
subfamilies $\Re _1$ and $\Re _2$ which both have the cardinality
$\alpha$. There exists a bijection $f:\Re _1 \rightarrow \Re _2$.
Let $\Re _0=\{D \cup f(D) \mid D\in \Re _1\}$. This is evidently a
$k$-tuple total domatic partition of $G$ having $\alpha$ classes and
thus $d_{\times k,t}(G)\geq \alpha =d_{\times k}(G)$. Since
$d_{\times k,t}(G)\leq d_{\times k}(G)$, we have $d_{\times
k,t}(G)=d_{\times k}(G)=\alpha$. If $d_{\times k,t}(G)$ is infinite,
then so is $d_{\times k}(G)$ and also $d_{\times k,t}(G)=d_{\times
k}(G)$.
\end{proof}

\begin{corollary}
\label{d=d_t} \cite{Zel4} If one of the numbers $d(G)$ and $d_t(G)$
for a graph $G$ is infinite, then
\begin{equation*}
d(G)=d_t(G).
\end{equation*}
\end{corollary}

redpajama_set_name: RedPajamaArXiv


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text:
Some Non-Covid Links
by Don Boudreaux on February 28, 2022
in Education, Legal Issues, Nanny State, Truth-seeking & ideology
Michael Huemer brilliantly makes a case against Critical Race Theory. (HT Bryan Caplan, who generalizes Huemer's point.)
Also from Michael Huemer: "Why Are Some Fields More Left Wing?" (HT David Levey)
Gary Galles warns us not to misjudge nudging.
In the Wall Street Journal, David Rivkin and Andrew Grossman review the record of Judge Ketanji Brown Jackson. A slice:
Judge Jackson was also reversed in a case in which she sided with federal-employee unions challenging presidential directives to streamline collective-bargaining terms, limit time spent on union business during work hours, and make it easier to fire employees for misconduct or unacceptable performance. Her decision bends over backward to excuse the unions from the requirement that they bring disputes to the Federal Labor Relations Authority before going to court, and the D.C. Circuit reversed it on that basis. But her take on the merits also raises concerns. In her view, the government's general duty to bargain and negotiate "in good faith" precludes the government from taking topics off the bargaining table (like the availability of grievance proceedings for outright employee misconduct). She acknowledged that position went well beyond the governing precedent. While that would be a boon to the unions, it would disable presidential control of the federal workforce to account for changing circumstances.
Wall Street Journal columnist Mary Anastasia O'Grady is justly critical of Vladimir Putin. A slice:
Russians aren't rallying around the flag since the invasion of Ukraine on Thursday morning, as Mr. Putin may have expected them to do. Many are telling pollsters that they reject the military strikes against their neighbor. Some have even gone to the streets shouting, "No to war."
The crackdown on these protesters is business as usual for Mr. Putin. But repression can't reverse a growing hatred of the Kremlin boss, whose estimated wealth is at least in the tens of billions of dollars.
Russians know Mr. Putin didn't come by his wealth honestly. His business model is a combination of knee-capping, extortion, dungeons and murder. His courts are a farce. In the Journal a few days before the invasion, Russia scholar David Satter quoted a former constitutional-court judge who put it this way: "Any official can dictate any decision in any case." Ask opposition leader Alexei Navalny, last week given a show trial in a Russian penal colony for daring to expose Putin graft.
James Harrigan is rightly critical of State of the Union addresses. A slice:
Frankly, a one-page letter would serve the purpose.
But no. We will be treated to a hodgepodge of lies, half-truths, and nonsense. It would be far better if we insisted on following Thomas Jefferson's lead. While his predecessors, Washington and Adams, delivered their State of the Union addresses in person every year, Jefferson just sent letters to Congress. This remained the custom until Woodrow Wilson revived in-person delivery in 1913.
David Henderson sings the praises of my GMU Econ colleague Bryan Caplan.
Previous post: Bonus Quotation of the Day…


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This is an acoustic arrangement of Alkaline Trio's new song 'Off The Map'.
before the release date but I am still buying it when it comes out.
though. I worked this all out by ear, so no primary sources or copying.
very pretty, kind of sounds like a 12 string.
the tab too stretchy then you can just miss it out and play the power chords.
so you don't have to do that weird harmonic bit at the start.
So are you coming [B]with me?


text:
You are at:Home»Clinical Breakthroughs»Longitudinal Study Links Air Pollution With Cardiovascular Disease Risk
Longitudinal Study Links Air Pollution With Cardiovascular Disease Risk
By Sarah Plumridge on	 Nov 2, 2016
New research suggests increased concentrations of air pollution are associated with progression of cardiovascular disease.
An increased concentration of air pollution within metropolitan areas is associated with progression in coronary calcification and with acceleration of atherosclerosis, according to a study published in The Lancet.
In the prospective, 10-year cohort study, Northwestern Medicine scientists and collaborators at other institutions repeatedly measured coronary artery calcium by CT scan in 6,795 participants aged 45 to 84 years, who were enrolled in the Multi-Ethnic Study of Atherosclerosis and Air Pollution (MESA Air) in six metropolitan areas in the U.S.
At Northwestern, Martha Daviglus, MD, PhD, adjunct professor of Preventive Medicine and of Medicine, was a co-author of the study.
The investigators examined the association between both progression of coronary artery calcium and carotid artery thickness and long-term exposure to ambient air pollutant concentrations.
The study found that coronary calcium increased on average by 24 Agatston units (a clinical measure of calcium) per year, and intima-media thickness (a measurement of the thickness of the innermost two layers of the wall of an artery) by 12 micrometers per year, before adjusting for risk factors or air pollutant exposures.
The research was funded by the Environmental Protection Agency and the National Institutes of Health.
Preventive Medicine Research
Sarah Plumridge
Sarah Plumridge is a content specialist in the Office of Communications. She writes and takes photos for news stories covering education and alumni affairs, as well as research. She studied biology and studio arts at the University of Rochester and completed her master's degree in journalism from Northwestern University's Medill School of Journalism, Media, Integrated Marketing Communications. s-plumridge@northwestern.edu
Recent Clinical Breakthroughs
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Improving Pre-Surgical Workups for Epilepsy


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eDimensional, purveyors of every racer's favorite head-tracking system TrackIR, are demoing a new controller called the G-Pad Pro for the PS2 and PC. The controller offers gyroscopic controls, enabling you to, as the video shows, control cars in the shamefully unrealistic GT4 just by angling the controller left or right, or to pitch and roll a plane through the air without relying on those bulky and expensive HOTAS systems. You can click here to download the video.
The controller will be available in Sept. and will retail for about $40. You can pre-order one here.
Update: Check out DigitalDisplacement.com's own TDU Review.
While perhaps not the most authoritative sources in the world, they do establish a positive trend for the game that so many are hoping will be top-notch.
Novice game creators can download the tool today from http://msdn.microsoft.com/xna to develop games for Windows XP and Windows Vista, at no charge. The games built on Windows can be migrated to the Xbox 360 console system starting this holiday season as part of the XNA Creators Club subscription for $99/€99 a year, or a four-month trial cost of $49, opening up retail console game development to anyone for the first time.
Despite being blamed for NCSoft's financial woes, auto-MMO Auto Assault is still receiving updates. This new, free batch makes combat more interesting for higher-ups, makes life a little easier for the newbs, and adds a suite of new powerups and missions that everyone can enjoy.
Ridge State Grand Prix: RR7's main mode of play takes place in Ridge State, known as the place to be for motor sports. The mode consists of 160 races set on 44 courses (the 44 includes both normal and reverse courses). As you win races, you earn new cars and parts.
Online Battle: This online race mode is expected to support 14 simultaneous players. In addition to competitive racing, the mode will feature cooperative play through relay, team battle and pair time attack options.
Global Time Attack: You face off against the world's racers for the best time in this time attack mode. This mode also supports split screen play, allowing for two players to team up for pair time attack.
You can read the rest over at IGN.
To be honest, I can't really say the [original PlayStation] or the PlayStation 2 were able to sufficiently represent the realistically modeled physical world we wanted [in previous Gran Turismo games]. With the PS3, we will be able to perform true physical modeling for the first time.
The new physics engine we're using for GT4 has very, very accurate simulation, and this allows users to take cars out on the course and come back with lap times which are very lifelike, very realistic. Sometimes in games you'll get unrealistic times, but in GT4 that won't be the case.
Just a wimpy 10 GBP on the Core, though, and only in the UK. This brings it down to a much more…retail sounding £199.99.
As seen at SimHQ and Blackhole Motorsports, some prototype screenshots and also a video have been released of what poses to be a new track for the venerable but sadly difficult to mod Richard Burns Rally. As you can see from the attached screen, this is a primarily asphalt-based rallycross circuit of the sort you might expect to see in the Race of Champions or in a super-special stage, featuring a selection of corners along with a fly-over bridge. The track is only listed at 25% complete at this point, seemingly having a long way to go, but it is a promising development and we hope for good things.
While we Americans got a PSP dose of the Race Driver series earlier this year in the form of Race Driver 2006, that game never saw its way to European handhelds…at least not officially. Codemasters is about to change that with a new portable release to the series, TOCA Race Driver 3 Challenge. The game is apparently a wholly separate successor to the PSP release of TOCA Race Driver 2, not just a port of the PS2 version of TOCA 3. What exactly that means remains to be seen, however.


Authorities have released the names of two people who were killed when a train struck their sport utility vehicle in Cedar Rapids late Sunday afternoon.
The crash was reported around 4:20 p.m. near Tait Cummins Memorial Park.
as 66-year-old David Mortensen. Both men lived in Ely.


text:
Ein Großempfänger ist nach Definition der Deutschen Post ein Empfänger mit mehr als 2000 eingehenden Sendungen pro Werktag.

Großempfänger können, wenn sie diese Voraussetzungen erfüllen, eine eigene Postleitzahl erhalten. Mehrere Empfänger, die für sich genommen keine Großempfänger sind, können eine gemeinsame Großempfänger-Postleitzahl erhalten, wenn sie zusammen die Voraussetzungen erfüllen. Sendungen für Großempfänger werden entweder vom jeweiligen Empfänger an einem Zustellstützpunkt abgeholt oder durch einen Bringdienst (Hin+Weg) zugestellt.

Bei Großempfängern ist eine Angabe von Straße und Hausnummer nicht notwendig, weil sie bereits durch die Angabe von Postleitzahl und Ort hinreichend identifiziert werden. Nach einem Urteil des Oberlandesgerichts Frankfurt genügt auch bei einer Widerrufsbelehrung die Angabe von Postleitzahl und Ort, sofern es sich bei dem Unternehmer um einen Großempfänger handelt.

Die Postleitzahlen der Großempfänger wurden ursprünglich von der Deutschen Bundespost nicht veröffentlicht. Seit der Privatisierung veröffentlicht die Deutsche Post in ihrem Postleitzahlenbuch auch eine Liste sämtlicher Großempfänger. Bei der Einführung der fünfstelligen Postleitzahlen 1993 gab es knapp 1.100 Großempfänger die über eine eigene Postleitzahl verfügen sowie knapp unter 16.000 Gruppenempfänger die sich eine Postleitzahl teilen.

Die Post veröffentlicht die neuen Postleitzahlen der Großempfänger (GE).

Liste von Großempfängern (Beispiele)
Die nachfolgende Tabelle erhebt keinen Anspruch auf Vollständigkeit und enthält nur Großempfänger, die über eine eigene Postleitzahl verfügen.

Einzelnachweise

Deutschland Grossempfanger
Deutsche Post AG
Postwesen (Deutschland)

redpajama_set_name: RedPajamaWikipedia


felt like having fun so i came here to play this song. it worked.
This is my fav from you so far. Sounding real badass on top of that merky production. It's mysterious and makes me feel like I could be in danger which in this case, is a good thing.
This is some pretty smooth operating. I like the dancehall inspired bits and bops. Sound good my friend!
Have really enjoyed watching you guys go from strength to strength over the past couple of years. You guys sound great on this one, you're really coming into your own now!
like having your mum as a friend on facebook, this track is a guaranteed 'like'.
This is so soothing! Love the new lyrics and the Nao-esque mood. You've brought something so cool to this comp.
was a hoot to play this on TOPS last night!
lot's of cool layers to unpack here. The synthy moments are a vibe and partner up with your voice nicely. Real nice first upload!
i don't know what "it" is but you have it.
couldn't have asked for a better follow up to 'Wonder'. Two of my fave uploads of the year right here on one page!


text:
Q: Markov Chain Limit Proof First, sorry for my bad english. I am having trouble proving this exercise (it came from some notes I had back in university, I am studying for my masters next year).
Let $X$ be an aperiodic irreducible Markov chain on finite state space $S$. Let $\pi$ be stationary measure. Assume $X$ started at $\pi$. Let $a,b \in S$. Show that:
$\lim_{n \to \infty} \mathbb{P}(X_0=a, X_n=b) = \pi(a)\pi(b)$
I tried many things, including couplings, but cant figure it out. Any tips and help would be great. Thanks!

A: Can't you just write
\begin{align}
\mathbb P(X_0 = a, X_n = b) &= P(X_0 = a) P(X_n = b \vert X_0 = a) \\
&= \pi(a) P^n_a(b),
\end{align}
where $P^n_a$ is the $n$-step kernel of the Markov chain started in $a$, and you assume that $X_0$ is drawn from $\pi$. By irreducibility and aperiodicity, this kernel converges to the stationary measure in the limit, so you just get
$$ \lim_{n \rightarrow \infty} P^n_a(b) = \pi(b),$$
and the result follows. What am I missing?

redpajama_set_name: RedPajamaStackExchange


text:
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Sadak Souici / Le Pictorium -
Covid-19: Gare du Nord -
22/12/2020 - France / Ile-de-France (region) / Paris - No trains are allowed from the UK to France because Paris, like several other countries, is suspending all travel from the UK following the emergence of an - uncontrollable - strain of coronavirus.
LePictorium_0239750.jpg
Covid-19: Gare du Nord
Sadak Souici
No trains are allowed from the UK to France because Paris, like several other countries, is suspending all travel from the UK following the emergence of an - uncontrollable - strain of coronavirus.
Nicolas Landemard / Le Pictorium -
Arrival of Boris Johnson at the European Commission. -
09/12/2020 - Belgium / Brussels / Brussels - The Prime Minister of His Majesty Boris Johnson is greeted by the Head of the European Commission Ursula Von Der Leyen. Given the Covid and containment situation, most press events take place with a very limited presence of journalists in the buildings of European institutions, and therefore often have to follow them from a distance.
Arrival of Boris Johnson at the European Commission.
Nicolas Landemard
The Prime Minister of His Majesty Boris Johnson is greeted by the Head of the European Commission Ursula Von Der Leyen. Given the Covid and containment situation, most press events take place with a very limited presence of journalists in the buildings of European institutions, and therefore often have to follow them from a distance.
Nicolas Landemard / Le Pictorium / Pool -
EU Commission President Von Der Leyen Delivers Statement On Brexit -
5/12/2020 - Belgium / Brussels / Brussels - European Commission President Ursula von der Leyen makes a press statement after the telephone call with British Prime Minister Boris Johnson, on December 05, 2020 in Brussels, Belgium.
EU Commission President Von Der Leyen Delivers Statement On Brexit
European Commission President Ursula von der Leyen makes a press statement after the telephone call with British Prime Minister Boris Johnson, on December 05, 2020 in Brussels, Belgium.
EU COREPER Meeting On Brexit -
7/12/2020 - Belgium / Brussels / Brussels - European Commissions UK Task Force Chief Negotiator, Michel Barnier attends a Committee of Permanent Representatives (COREPER) meeting on the current state of play of EU-UK negotiations on December 7, 2020, in Brussels, Belgium. The UK and EU are to continue last minute Brexit negotiations to arrive at a trade deal.
EU COREPER Meeting On Brexit
European Commissions UK Task Force Chief Negotiator, Michel Barnier attends a Committee of Permanent Representatives (COREPER) meeting on the current state of play of EU-UK negotiations on December 7, 2020, in Brussels, Belgium. The UK and EU are to continue last minute Brexit negotiations to arrive at a trade deal.
7/12/2020 - Belgium / Brussels / Brussels - French Permanant Representative Philippe Léglise-Costa (L) is talking with the European Commissions UK Task Force Chief Negotiator, Michel Barnier (R) prior a Committee of Permanent Representatives (COREPER) meeting on the current state of play of EU-UK negotiations on December 7, 2020, in Brussels, Belgium. The UK and EU are to continue last minute Brexit negotiations to arrive at a trade deal.
French Permanant Representative Philippe Léglise-Costa (L) is talking with the European Commissions UK Task Force Chief Negotiator, Michel Barnier (R) prior a Committee of Permanent Representatives (COREPER) meeting on the current state of play of EU-UK negotiations on December 7, 2020, in Brussels, Belgium. The UK and EU are to continue last minute Brexit negotiations to arrive at a trade deal.
7/12/2020 - Belgium / Brussels / Brussels - European Commissions UK Task Force Chief Negotiator, Michel Barnier (L) is talking with the French Permanent Representative Philippe Léglise-Costa (R) prior a Committee of Permanent Representatives (COREPER) meeting on the current state of play of EU-UK negotiations on December 7, 2020, in Brussels, Belgium. The UK and EU are to continue last minute Brexit negotiations to arrive at a trade deal.
European Commissions UK Task Force Chief Negotiator, Michel Barnier (L) is talking with the French Permanent Representative Philippe Léglise-Costa (R) prior a Committee of Permanent Representatives (COREPER) meeting on the current state of play of EU-UK negotiations on December 7, 2020, in Brussels, Belgium. The UK and EU are to continue last minute Brexit negotiations to arrive at a trade deal.
Press conference by Michel Barnier -
05/06/2020 - Belgium / Brussels / Brussels - In front of an empty press room (covid requires), the Brexit negotiator Michel Barnier gave this Friday a press conference on the state of negotiations of future relations between the United Kingdom and Europe.
Press conference by Michel Barnier
In front of an empty press room (covid requires), the Brexit negotiator Michel Barnier gave this Friday a press conference on the state of negotiations of future relations between the United Kingdom and Europe.
Press conference by Mrs Vestager and Mr Breton -
13/05/2020 - Belgium / Brussels / Brussels - press conference by Thierry Breton and Mrs. Vestager concerning European aid and proposals to relaunch tourism and transport after the Coronavirus crisis.
Press conference by Mrs Vestager and Mr Breton
press conference by Thierry Breton and Mrs. Vestager concerning European aid and proposals to relaunch tourism and transport after the Coronavirus crisis.
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The CPM-1600-1-EM Console Server + PDU Manager is a comprehensive Out-of-Band Rescue Solution, which includes all the remote network management tools you need in a single package. When routers, switches and other vital network elements at distant equipment sites become unresponsive, the CPM-1600-1-EM provides NOC personnel with a quick, secure, reliable means to access console port command functions and 120V AC power reboot capabilities at remote sites in order to quickly restore normal operation without the need for a physical service call or truck roll.
In addition to providing remote access to power control and console port command functions, the CPM-1600-1-EM also includes a versatile assortment of user-configurable monitoring and alarm functions. When high rack temperatures, unresponsive devices, power supply irregularities and other signs of potential trouble are detected, the CPM-1600-1-EM can provide immediate notification via email, text message or SNMP trap. In order to provide an audit trail for network administrators, all alarm events, (as well as user activity,) can also be logged for later review.
When a vital network element at a remote site malfunctions, ceases to respond and disrupts network communication, the remote console port access provided by the CPM-1600-1-EM allows personnel at your centralized NOC to correct the problem without the need to travel to the site in person. In cases like this techs can establish an out-of-band connection to console ports on problematic devices at remote sites in order to reload routing tables, change configuration parameters or initiate diagnostic/troubleshooting routines.
When console ports on devices such as servers, routers and firewalls are connected to the CPM-1600-1-EM, remote administrators can individually access each console port by number, name or port group via SSH or Telnet session. The CPM-1600-1-EM also simplifies the process of connecting with a specific port by allowing direct connection, using TCP port assignments.
In addition to providing remote, out-of-band access to console ports, the CPM-1600-1-EM also allows administrators to create connections between console ports. Full matrix capability allows two ports to be easily connected, even when ports are configured for different communication settings.
It's no secret that a power reboot is often the most effective way to revive an unresponsive network element. Although a power reboot is a simple proposition when the device in question is located across the room or down the hall, rebooting an unresponsive device can prove to be a much more difficult challenge if the device is located at a remote, inaccessible site. The CPM-1600-1-EM streamlines the process of rebooting remote network elements by providing a secure, reliable means to control reboot functions at remote sites via an out-of-band connection.
When a CPM-1600-1-EM is installed at a remote site, NOC personnel can communicate with the CPM via network or out-of-band and initiate power reboots or control power switching functions remotely, without leaving the office. When temperatures at the remote site exceed acceptable levels, the CPM can also be used to switch off power to nonessential devices in order to conserve power, or switch on cooling systems or other equipment to lower rack temperature.
The CPM-1600-1-EM includes a powerful array of security, authentication and encryption functions to prevent unauthorized access to sensitive power control and console management functions. A multi-level user directory allows administrators to set unique passwords, usernames and access privileges for each user account. An address-specific IP security mask allows administrators to limit IP access to specific, user-defined IP addresses or ban entire IP address ranges from accessing the unit. Support for popular third party authentication protocols, such as LDAP, Kerberos, TACACS+ and RADIUS verify the identity of each potential user. Secure Shell (SSHv2,) SSL/TLS and an embedded FIPS 140-2 cryptographic module help to ensure that data and commands sent to and from the CPM-1600-1-EM are safely protected from unauthorized interception.
DUO is a cloud based two factor authentication (2FA) service that corroborates the identity of each logon to ensure that users are actually who they claim to be. When a user enters an account name and password to logon to the CPM, DUO then re-authenticates the user's identity via mobile phone or other device. This effectively shifts access protection from a perimeter based approach that relies on the privacy of the user's logon credentials, to an application based security solution that requires additional interaction from the user before access is granted.
In order to help simplify configuration and setup of SSL communication, CPM Series Products now support Subject Alternative Names (SAN). SAN is an extension to SSL X.509, that allows a selection of additional host names (DNS names, IP Addresses, Email Address and URIs,) to be protected by a single SSL Certificate. Subject Alternative Names allow you to perform virtual hosting of multiple SSL sites on a single IP address and eliminate the hassles involved in configuring multiple IP addresses on your server.
Zero-Touch Provisioning (ZTP) simplifies day 0 onboarding of CPM units and in many cases, eliminates the need to have an engineer present during initial set up. If configuration information is not detected during boot up, Zero-Touch Provisioning will be activated and the device will contact a DHCP server and then download a configuration script and perform a firmware update without user intervention. This drastically reduces service interruptions due to human error and cuts the time required to set up newly installed CPM Series products.
The CPM-1600-1-EM includes dual 10/100/1000Base-T Ethernet ports. This simplifies implementation of an effective out-of-band management strategy by providing support for both a primary network connection and a secondary network connection. In cases where a secondary network is either unavailable or impractical, the secondary Ethernet port can also be connected to a satellite modem or cellular router. This is particularly useful for providing OOB communication with the CPM in situations where equipment is located at remote, inaccessible locations, beyond the reach of network cables.
An internal 56K, v.92 dial-up modem provides an additional avenue for out of band communication with the CPM-1600-1-EM. This can prove very useful in both cases where a secondary network connection is unavailable and in applications that require an additional means for out-of-band access, beyond network communication. In order to authenticate dial-up users before access is allowed, the CPM also includes a dialback security function. The dialback security function allows administrators to define a dialback number for each user. When users attempt to gain access via dial-up connection, the CPM will first prompt the user to enter an account name and password. If a valid username/password is entered, the CPM will then disconnect and call the user back at the dialback number that is defined for that account.
In addition to providing a means for remote console port access, the CPM-1600-1-EM can also be used to collect data from attached devices. When CPM serial ports are set for Buffer Mode, this allows the collection of incoming data, such as error messages and status alerts from attached devices. Once stored in CPM memory, this data can be viewed, saved, erased or sent out to another location via SYSLOG. If desired, an SNMP message can be automatically generated to alert administrators that new console messages have been received.
The CPM-1600-1-EM includes four power inlets, with each inlet supplying current to four switched outlets. This presence of four power inlets combined with split power bus architecture provides higher amperage to each switched outlet than would be possible with only one power inlet, allowing the CPM-1600-1-EM to be used with high amp devices such as larger routers and switches. The split bus configuration also enables isolation of power supplies. In the event that one power source fails and the four connected outlets are deprived of power, the remaining outlets will still be powered, providing that the power is still available at the inlets that supply those outlets.
All WTI console server and power control products include our proprietary WMU Enterprise Management Software. The WMU simplifies the task of managing multiple WTI units spread throughout your network infrastructure by providing a centralized control interface. Rather than addressing each WTI device individually, the WMU provides a means to control power switching and port connections on multiple WTI units.
The WMU also simplifies the process of finding a specific WTI device within your network by allowing descriptive tags, which denote device location or function, to be assigned to each unit. When WTI firmware updates are available, the WMU also allows administrators to update multiple WTI units with a single command, rather than manually updating each individual device.


Solids are a staple of modern-day design, a duvet set will match the design of your space as long as the colors do not clash. Keeping this in mind, you're able to match similar colors throughout a room and throw stripes in for variety. Usage as numerous solids as you can, till you run out of strong colored things. Avoid utilizing a solid duvet in a room with overwhelmingly constant colors due to the fact that it will mask the design of a room.
Southwest bedspreads are the only option for any southwestern, western or even Native American style. It's simple to get bedspreads online due to the fact that they are growing in popularity everyday. The southwest teems with color and life and that rustic warmth is what you capture in the stunning Indian pattern bedspreads. Western decor is likewise best for these rich materials.
A new comforter may have been in your strategies for a while now. Did you just add a brand-new visitor space to your house? Maybe you're tired of the look of your present bedroom. It's possible you just want to alter the method things search in your very own bedroom. You have the desire, and the costs are low. That indicates there's no time at all like the present to browse the many comforters on sale. You're no doubt intrigued by the amount of lots offered. Exactly what's going on? Exactly what's causing this rash of comforters on sale?
Do you suffer from allergies? Many individuals discover that they dislike the goose or duck feathers of a down comforter. If you are you might believe that using comforters is not an alternative for you as numerous of them are fulled of goose or duck down feathers. You could not be more incorrect! There are a wide variety of alternative down comforters on the marketplace these days for any size bed. For that reason an option down comforter can be the response for you so, do not let those allergies hinder you, snuggle up in a healthy way with an option down comforter.
Where Can You Obtain The Best Sheets Wamsutta?
The very first thing to do prior to cleaning down comforters is to protect them as finest you can to limit how many times you have to clean them. Some people will lay a flat sheet over the comforter when not in usage. This will keep the dust restricted to the sheet and not the comforter and will also protect versus dander and other unpleasant stuff from bed loving pets. Many comforters nowadays feature duvets which is the very best method to protect a comforter. A duvet is a kind of pillow case you put the comforter inside of and afterwards button, dsnap or zip closed at one end. Duvets are the utmost in comforter protection.
Down comforters are also examined by their weight. Generally, they can be found in either light, medium or high-weight versions. Winter comforters are normally those that are high in weight. Generally speaking, an excellent down comforter that showcases a fill power of 700 or even more would work very well in a bedroom that's just heated up to around 55 degrees Fahrenheit. Keep in mind, also, that excellent comforters can cost several hundred dollars, at least.
An outstanding brand name to think of could be primaloft bed comforters which might be bought both on the web or at merchants such as Eddie Bauer as well as Lands End for instance. One more option is in fact to take a look at the elegant wool bed comforters collection with Euphoria, which are yet someone else outstanding choice for individuals who would actually like the luxury as well as ease and comfort of the down bed comforter without the possible allergy troubles.
The ideal sheets wamsutta for lots of would include a down comforter and a floral bed linen. Down comforters are considered a luxurious piece of bedding. Utilizing it in mix with a high quality bed linen can assure it to last a life time. Although other bedding sets could cost a tab less, they can not compare to the luxury and feel of these kinds of bedding.
These sets provide a great impression without a huge investment. You can often acquire a set of around 6 pieces including pillow cases and sheets as well as the cover. Most of high street stores have a wide range of sets at various prices and this is one of the main advantages of selecting this product type.
However, if you can not pay for goose down duvets, then you might take a look at going in for feather duvets. They use feathers and are somewhat heavier than the down ones. While feather duvets also work fairly well, they have a main negative facet attached. There are mites living in the shaft of feathers that might cause skin allergies such as zits. If you have actually been hit by a breakout because of an allergic reaction, then contemplate making use of Clearpores Skin Cleansing System.
When it comes to insulation qualities, Siberian goose down is at the top of the game and is most searched for. For luxury, Eiderdown is used. This sort of down originates from the location of Iceland from Eider ducks, well known for its extravagant homes. The Hungarian goose is someone else popular option of goose down. Lots of people select goose down comforters than other sort of comforters readily available. They like goose down because it is soft, extravagant, comfortable, and warm no matter what season you are presently going through.
You bedroom is the most substantial aspect of the house, and as specified, this really is the place where you may invest the majority of your time, delighting in the company of each other. An easy bedroom can be changed into the most preferable space by just deciding on the proper bedding and accessories.
You realize that the rag covering your bed is worn out. So, you begin purchasing bedspreads. The vast number of selections can be frustrating. Below's some ideas for getting systematic and focusing on the crucial consider this purchase.
The duvets need to be covered with proper duvet covers. These not just secure the duvet but also help in trapping the heat. When the period is over the duvets need to be saved effectively. They have to be effectively aired then saved in a zipper bag. It is a good idea to save them in a cotton bag as they require some flow of air – specifically the one with natural fillings. Before packing, they need to be compressed tight so that they occupy less space and location. Make sure that the storage location is dry and not damp.
In addition there are several multi-colored designs that one can choose from. In order to actually feel warmth and luxury, you can pick cotton, wool or cotton. For guest rooms, you may want to choose satin, polyester and silk. If you desire enjoyment to the style of your bedroom, an individual can mix things up with the help of duvet sets. The very best element of picking duvet sets is the reality it may be cared for easily. Due to the fact that they are machine washable, you'll have the ability to throw them to the washer and they're going to smell like brand name brand-new. Many homeowner value the thought that it is not troublesome.
If you suffer from allergic reactions, you will want to get a quality hypo-allergenic microfiber down comforter where the down has actually been washed to remove it of naturally taking place dust and dirt fragments that will trouble someone with allergies. Nevertheless, if you are considered about germs and odors, you might prefer to acquire a down comforter that has actually gone through an anti-microbrial therapy to assist you do away with these issues.
There certainly are a range of quilts around the market, so you can have many choices. However, the true secret is generally to choose the appropriate one which can enable you've an exceptional sleep. Concerning me, I would opt to choose the down quilt. The down quilt is referred to as most likely the most lightweight quilt, and its main fillings are goose down and elude down. Typically speaking, the down quilt which consists of above 50 % of down can be the top quality down quilt. In addition to the benefits of down quilt are excellent warm-keeping function, wetness absorption together with breathability, so it is pretty dry. Due to its other qualities of softness, lightweight and delicateness, the down quilt will not establish any oppressive understanding, so it genuinely is particularly ideal for those who have high blood pressure, heart issues, or bad the flow of blood, the old, the pregnant along with kids and so forth.
Bedding and linens function is to fit are meant to fit the mattress firmly and keeps the sheet from moving all over and revealing the mattress underneath. An assortment of choices is acquirable for sheets wamsutta and linens in the numerous sizes that they come in. In addition, bed sheets linen also have a variety of assorted options to pick from. Bedding and linens location have an assortment of colors and patterns.


According to the U.S. Centers for Disease Control and Prevention, 15.7 percent of Coloradans smoked cigarettes in 2014. Current cigarette smoking ranged from 9.7 percent in Utah to 26.7 percent in West Virginia. Tobacco use remains the leading cause of preventable disease and death in Colorado and across the United States.
There is a significantly higher prevalence of tobacco use among males and some racial/ethnic groups in several states, which underscores the importance of implementing comprehensive tobacco control and prevention interventions to reduce tobacco use and tobacco-related disparities, including increasing tobacco product prices, implementing and enforcing comprehensive smoke-free laws, warning about the dangers of tobacco use through mass media campaigns. Increasing access to evidence-based behavioral counseling and FDA-approved medication can also help reduce tobacco use, particularly in populations with high use prevalence.
To learn more, go to CDC's Morbidity and Mortality Weekly Report.


text:
AIRWAYS AVIATION
You are invited to join us for a counseling session in Chennai this July. This event is intended for any aspiring pilot as well as anyone who is interested in an Aviation career. It has been specifically designed to help potential students (and their families) answer key questions and have an opport...
PUBLIC-PRIVATE PARTNERSHIPS AIRPORT SUMMIT
The Summit will focus on project management, planning, procurement, and networking for airport owners, operators, airlines, and other industry professionals. Our event is dedicated to P3 education, industry networking, and business development.
AIAA National Capital Section
aiaa.org
The National Capital Section (NCS), with approximately 3,000 members, is the largest section within AIAA. Our membership is comprised of members of industry, government, and academia. The mission of the AIAA is to serve the profession, by acting as a catalyst for information flow and creative exchange, providing forums where professionals can meet their counterparts in their own and allied desciplines and fields, present their findings and discoveries, and exchange views.
VIETNAM AIRLINES RECEIVES ANOTHER AIRBUS A350
An Airbus A350-900 aircraft has arrived at Noi Bai International Airport on Monday, joining the fleet of national carrier Vietnam Airlines, which is expanding with more long-haul services. This is the first aircraft out of three A350-900s in a sale and leaseback contract signed between Vietnam Airlines and Dubai Aerospace Enterprise. The other two will be delivered by early 2017....
ETIHAD AIRWAYS BOEING 787 DREAMLINER TOUCHES DOWN IN JOHANNESBURG
A state-of-the-art Etihad Airways Boeing 787-9 Dreamliner touched down in Johannesburg yesterday afternoon after its inaugural flight from Abu Dhabi. Etihad Airways flight EY604 took off from Abu Dhabi at 10.15am and arrived on schedule at 4.45pm local time. The return flight EY603 departed Johannesburg at 7.50pm last night, touching down Abu Dhabi on schedule at 6.10am this morning, 2 November....
EMIRATES247
EUROPE TAP PORTUGAL TO RECOMMENCE FLIGHTS TO GUINEA-BISSAU THIS YEAR
From 1 December TAP is recommencing its flights to Bissau, offering two flights a week to the capital of Guinea-Bissau. The inclusion of Bissau in the national airline's network will strengthen its position on the African continent, where it already has a strong presence and is part of its continued policy that considers Africa to be one of its strategic markets. TAP has systematically improved its service to Africa this summer, with more flights this year than last, particularly on its se...
AVIATIONTRIBUNE
COMMERCE DEPARTMENT SIDES WITH BOEING ON CSERIES TARIFF
The US Commerce Department announced on 20 December that Bombardier CS100s ordered by Delta Air Lines could face a 292.21% tariff if they cross into the USA in a partially or fully assembled state. The agency's upheld the final tariff value after releasing a preliminary estimate in September, but still counts as a massive victory for Boeing and a devastating blow to the commercial aircraft manufacturing industries of Quebec and Northern Ireland. Now that the Commerce Department has decided...
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SHAPING THE FUTURE OF FLIGHT
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Home \ Archives \ Swimming sensation Nakaleke breaks 15-year-old record
Swimming sensation Nakaleke breaks 15-year-old record
Sport, Sports
Strauss Lunyangwe Windhoek-Namibia's young swimming wunderkind Eliphas Nakaleke again hogged the headlines over the weekend when he smashed a 15-year-old national record set in 2002 by Hardes Louw, which stood at 42.10. Nakaleke participated in the Bank Windhoek Long Course Gala event in the 50-metre butterfly stroke, shattering the record in a time of 41.28 seconds in his age group. The gifted swimmer has been showing signs of improvement recently and broke the short course-four gala record by 41.30 seconds in July. The young swimming sensation also participated in other events on the day, gaining much-needed experience and improving on his times in all the 50-metre events. Head coach of Aqua Swimming Club Jean-Michael Leitner expressed his joy over the performance of his swimmers on the day, especially the young Nakaleke. "My swimmers did exceptionally well, with Eliphas improving on his times in all events. His previous time in the 50 fly was 59.08 seconds and he improved it to 41.02 seconds," Leitner enthused. Nakalele also participated in the short course nationals in Swakopmund a couple of weeks ago, where he set up a 100-metre Iron record in 1 minute 32 seconds. He scooped four gold medals in all the short course events he took part in, making him the best performer for the club at that competition. He will be taking part in the school inter-house gala competition this weekend at Katutura swimmingpool, starting on Friday and ending on Saturday. After that, Aqua Swimming Club will host their own gala event on November 1 and 2, with the venue to be announced in due course.
Home \ Archives \ Swimming sensation Nakaleke breaks 15-year-old record - New Era Live


You need to download the application form, complete it in all respect and mail us the soft copy and required documents through email. You also send us the proof of payment into our account so as to process your application fastest. You need to send us hard copies of documents through post/ courier soonest.
Two signatures are required of the applicant (first across photograph and another on the bottom of the application), provide PAN Card, Address proof as per Application duly attested by any CA, CS, CWA, Advocate or Gazetted officer.
Digital Signature Certificates are the digital equivalent of physical or paper certificates. Examples of physical certificates are driving license, passport or photo ID cards. Certificates serve as proof of identity of an individual for a certain purpose; for example, a driving license identifies someone who can legally drive a vehicle in a country. Likewise, a digital certificate can be presented electronically to prove your identity, to access information or services on the Internet or to sign certain documents digitally.
A licensed Certifying Authority (CA) issues the digital signature. Certifying Authority (CA) means a person who has been granted a license to issue a digital signature certificate under Section 24 of the Indian IT-Act 2000. TCS is the most reputed CA among all such licensed certifying authorities whose information is available on the MCA portal (www.mca.gov.in).
Class-2: Digital Signature Certificates for income tax return e-filing, ROC/ MCA 21.
Class- 2 digital signature certificates are issued to individual or organization for various purposes. Class 2 A digital signatures for individuals is personal certificate that provides second highest level of assurance within the RCAI hierarchy setup by CCA ( Controller of Certifying Authorities) in India which is mainly used for MCA21, ROC, Income Tax e-filing, sign a word or excel file, sign e-mail sent through Outlook and many more!! Class 2 Digital Signature are used by Chartered Accountants or Company Secretary for their clients, for himself, for existing directors, for new company incorporation, for practicing CA or CS or ICWA.
Class-3: Digital Signature Certificates for e-Tendering/ e-Procurement/ e-Bidding/ e-Ticketing/ e-Auction/ e-Bidding. Class 3 A/B digital signature certificates are issued to Individual or organization for various purposes. Class 3 A/B digital signatures for individuals/ Organization is certificate that provides highest level of assurance within the RCAI hierarchy setup by CCA ( Controller of Certifying Authorities) in India which is mainly used for e-tendering or e-procurement or e-bidding.
To participate in the e-tendering process, every vendor is required to use a Class 3B Digital Signature Certificate. Class 3 Digital Signatures are issued to individuals, organizations and devices and applicable for personal and commercial use. Typically, they are used for Electronic Data Exchange (EDI) , internet banking/ broking-tendering and other web-based transactions where confidentiality and authenticity are critical.
What is the difference between Class 3 Digital Signature issued to Individuals or Organizations?
Individual (Class 3 a Digital Signature Certificates): Class 3a Individual certificates issued to individuals or devices and encompass primarily high end security-sensitive online activity.
Organization (Class 3b Digital Signature certificates): Class 3b Organization certificates those are used for signing, encryption, electronic access control, e-commerce, and online financial transactions that require a strong assertion of the customer's identity. The validation procedures for class 3 Organization certificates includes confirmation that the org. does in fact exist, authorization from the org. for the certificate applicant.
What type of Digital Signature Certificate (DSC) is to be obtained for eFiling on the MCA Portal?
DSC of Class 2 category issued by a licensed Certifying Authority (CA) needs to be obtained for e-filing on the MCA Portal.
How much time taken to issue a DSC?
We, as authorized dealer of TCS brand DSC, invariably take 1 hour to generate and issue Class-2 digital signature which is sent in PFX format through email. The time taken to send a DSC in Aladdin eToken takes three to seven days by post.
The Certifying Authorities (including TCS) are authorized to issue a Digital Signature Certificate with a validity of one or two years.
Digital Signatures are legally admissible in a Court of Law, as provided under the provisions of The Information Technology Act, 2000. This provides for use of Digital Signatures on the documents submitted in electronic form in order to ensure the security and authenticity of the documents filed electronically. This is the only secure and authentic way that a document can be submitted electronically. As such, all filings done by the companies under MCA21 e-Governance programme are required to be filed with the use of Digital Signatures by the person authorised to sign the documents.


Christine. Lord Strathcona and Mount Royal.
Was born in 1820, and educated in Scotland. He entered the service of the Hudson Bay Company, and has been one of the leaders of Canadian progress. For his services to the Dominion he was created a peer in 1897 by Queen Victoria. Lord Strathcona has devoted much interest to the establishment of yachting as a Canadian sport, and he is Honorary Commodore of the Royal St. Lawrence Yacht Club. Lord Strathcona owns the s.y. Merag, 203 tons, and cruises largely on the West Coast of Scotland.
Clubs: Royal Highland, Royal St. Lawrence.
Residences: 28, Grosvenor Square, W. ; Knebworth, Herts ; Debden Hall, Essex ; Glencoe House, Argyllshire ; Colonsay House, Isle of Colonsay.


A tour of historic sites on the Gettysburg Battlefield and surrounding area with a glimpse into the past. Historic era photos are matched with modern views of the same site. Includes previously unpublished views of the field.