text:
\section{Introduction}

The mixed $\left( \ell _{1},\ell _{2}\right) $-Littlewood inequality for
$\mathbb{K}=\mathbb{R}$ or $\mathbb{C}$ asserts that
\begin{equation}
\sum_{j_{1}=1}^{\infty }\left( \sum_{j_{2},...,j_{m}=1}^{\infty }\left\vert
U(e_{j_{1}},...,e_{j_{m}})\right\vert ^{2}\right) ^{\frac{1}{2}}\leq \left(
\sqrt{2}\right) ^{m-1}\left\Vert U\right\Vert ,  \label{u8}
\end{equation
for all continuous $m$-linear forms $U:c_{0}\times \cdots \times
c_{0}\rightarrow \mathbb{K}$, where $\left( e_{i}\right) _{i=1}^{\infty }$
denotes the sequence of canonical vectors of $c_{0}$. It is well-known that
arguments of symmetry combined with an inequality due to Minkowski yields
that for each $k\in \{2,...,m\}$ we hav
\begin{equation}
\left( \sum_{j_{1},...,j_{k-1}=1}^{\infty }\left( \sum_{j_{k}=1}^{\infty
}\left( \sum_{j_{k+1},...,j_{m}=1}^{\infty }\left\vert
U(e_{j_{1}},...,e_{j_{m}})\right\vert ^{2}\right) ^{\frac{1}{2}\times
1}\right) ^{\frac{1}{1}\times 2}\right) ^{\frac{1}{2}}\leq \left( \sqrt{2
\right) ^{m-1}\left\Vert U\right\Vert ,  \label{0009}
\end{equation
which is also called mixed $\left( \ell _{1},\ell _{2}\right) $-Littlewood
inequality. \ For the sake of simplicity we can say that we have $m$
inequalities with \textquotedblleft multiple\textquotedblright\ exponents
\left( 1,2,2,...,2\right) ,...,\left( 2,...,2,1\right) $. These inequalities
are in the heart of the proof of the famous Bohnenblust--Hille inequality
for multilinear forms (\cite{bh}) which states that there exists a sequence
of positive scalars $\left( B_{m}^{\mathbb{K}}\right) _{m=1}^{\infty }$ in
[1,\infty )$ such that
\begin{equation}
\left( \sum\limits_{i_{1},\ldots ,i_{m}=1}^{\infty }\left\vert
U(e_{i_{^{1}}},\ldots ,e_{i_{m}})\right\vert ^{\frac{2m}{m+1}}\right) ^
\frac{m+1}{2m}}\leq B_{m}^{\mathbb{K}}\left\Vert U\right\Vert   \label{ul}
\end{equation
for all continuous $m$-linear forms $U:c_{0}\times \cdots \times
c_{0}\rightarrow \mathbb{K}$. This inequality is essentially a
result of the successful theory of nonlinear absolutely summing
operators (for more details on  summing operators see, for instance,
\cite{blasco, popa, rueda} and references therein). To prove the
Bohnenblust--Hille inequality using the mixed $\left( \ell _{1},\ell
_{2}\right) $-Littlewood inequalities it suffices to observe that
the exponent $\frac{2m}{m+1}$ can be seen as a multiple exponent
$\left( \frac{2m}{m+1},...,\frac{2m}{m+1}\right) $ and this exponent
is precisely the interpolation of the exponents $\left(
1,2,2,...,2\right) ,...,\left( 2,...,2,1\right) $ with weights
$\theta _{1}=\cdots =\theta _{m}=1/m$. Mixed Littlewood inequalities
are also crucial to prove Hardy--Littlewood inequalities for
multilinear forms (see \cite{ara, LLL} and the references therein).

\section{Mixed Littlewood inequalities and interpolation}

The optimal constant of the $3$-linear mixed $\left( \ell _{1},\ell
_{2}\right)$-Littlewood inequality for real scalars with multiple exponents $\left(
1,2,2\right) $ and $\left( 2,1,2\right) $ were obtained in \cite{natal,
diana} (these constants are precisely $2$). Curiously, the arguments could
not be extended to obtain the optimal constant associated to the multiple
exponent $\left( 2,2,1\right) .$ However, using the $3$-linear for
\begin{equation*}
U(x,y,z)=\left( z_{1}+z_{2}\right) \left(
x_{1}y_{1}+x_{1}y_{2}+x_{2}y_{1}-x_{2}y_{2}\right) +\left(
z_{1}-z_{2}\right) \left( x_{3}y_{3}+x_{3}y_{4}+x_{4}y_{3}-x_{4}y_{4}\right)
\end{equation*
it is easy to show that the optimal constant associated to the multiple
exponent $\left( 2,2,1\right) $ is not smaller than $\sqrt{2}.$ So,
interpolating the three inequalities we obtain the estimate $2^{1/3}\times
2^{1/3}\times \sqrt{2}^{1/3}$ for the $3$-linear Bohnenblust--Hille
inequality, i.e., $2^{5/6}$, but it is well-known that the optimal constant
of the $3$-linear Bohnenblust--Hille inequality is not bigger than $2^{3/4}.$
So we conclude that the optimal constant of the $3$-linear
Bohnenblust--Hille inequality cannot be obtained by interpolating the
optimal constants of the multiple exponents $\left( 1,2,2\right) ,$ $\left(
2,1,2\right) $ and $\left( 2,2,1\right) .$

In the paper \cite{aa}, Albuquerque \textit{et al.} have shown that the
Bohnenblust--Hille inequality is a very particular case of the following
theorem:

\begin{theorem}
\label{THMBHQ} Let $1\leq k\leq m$ and $n_{1},\ldots ,n_{k}\geq 1$ be
positive integers such that $n_{1}+\cdots +n_{k}=m$, let $q_{1},\dots
,q_{k}\in \lbrack 1,2]$. The following assertions are equivalent:

(A) There is a constant $C_{k,q_{1}...q_{k}}^{\mathbb{K}}\geq 1$ such tha
{\small {\
\begin{equation}
\left( {\sum\limits_{i_{1}=1}^{\infty }}\left( {\sum\limits_{i_{2}=1}^
\infty }}\left( ...\left( {\sum\limits_{i_{k-1}=1}^{\infty }}\left(
\sum\limits_{i_{k}=1}^{\infty }}\left\vert A\left( e_{i_{1}}^{n_{1}},\ldots
,e_{i_{k}}^{n_{k}}\right) \right\vert ^{q_{k}}\right) ^{\frac{q_{k-1}}{q_{k}
}\right) ^{\frac{q_{k-2}}{q_{k-1}}}\cdots \right) ^{\frac{q_{2}}{q_{3}
}\right) ^{\frac{q_{1}}{q_{2}}}\right) ^{\frac{1}{q_{1}}}\leq
C_{k,q_{1}...q_{k}}^{\mathbb{K}}\left\Vert A\right\Vert  \label{778}
\end{equation
}}for all continuous $m$-linear forms $A:c_{0}\times \cdots \times
c_{0}\rightarrow \mathbb{K}$.

(B) $\frac{1}{q_{1}}+\cdots+\frac{1}{q_{k}}\leq\frac{k+1}{2}.$
\end{theorem}

The inequalities (\ref{778}) when $k=m$, $q_{j}=2$ and
$q_{l}=\frac{2m-2}{m}$ for all $l\in\{1,...,j-1,j+1,...,m\}$ can be called mixed $\left( \ell _{\frac
2m-2}{m}},\ell _{2}\right) $-Littlewood inequality for short (see \cit
{natal}). The best constants $C_{\frac{2m}{m+1}...\frac{2m}{m+1}}^{\mathbb{K
}$ ($C_{m}^{\mathbb{K}}$ for short) are unknown (even its asymptotic growth
is unknown). We stress that it is even unknown if the sequence $\left(
C_{m}^{\mathbb{K}}\right) _{m=1}^{\infty }$ is increasing. By the Khinchin
inequality it can be proved (see \cite{adv}) tha
\begin{equation}
C_{2,\frac{2m-2}{m},...,\frac{2m-2}{m}}^{\mathbb{K}}\leq A_{\frac{2m-2}{m
}^{-1}C_{m-1}^{\mathbb{K}}.  \label{33}
\end{equation
where $A_{p}$ are the optimal constants of the Khinchin inequality. Using an
interpolative procedure, or the H\"{o}lder inequality for mixed sums, this
means tha
\begin{equation*}
C_{m}^{\mathbb{K}}\leq A_{\frac{2m-2}{m}}^{-1}C_{m-1}^{\mathbb{K}}.
\end{equation*}

We shall prove the following asymptotic equivalences
\begin{equation}
C_{m-1}^{\mathbb{K}}\sim C_{2,\frac{2m-2}{m},...,\frac{2m-2}{m}}^{\mathbb{K
}\sim \cdots \sim C_{\frac{2m-2}{m},...,\frac{2m-2}{m},2}^{\mathbb{K}}
\label{800}
\end{equation
that seem to have been overlooked until now. This means that the search of
the precise asymptotic growth of the best constants of the
Bohnenblust--Hille inequality is equivalent to the search of the precise
asymptotic growth of, for instance, the sequence $\left( C_{2,\frac{2m-2}{m
,...,\frac{2m-2}{m}}^{\mathbb{K}}\right) _{m=1}^{\infty }$ and no
interpolative procedure is needed. As a corollary conclude that the
inequality (\ref{33}) is asymptotically sharp.

The proof of (\ref{800}) is simple. If $T_{m-1}$ is a $\left( m-1\right)
-linear form, we define
\begin{equation*}
T_{m}(x^{(1)},...,x^{(m)})=T_{m-1}(x^{(2)},...,x^{(m)})x_{1}^{(1)}.
\end{equation*
The
\begin{eqnarray*}
&&\left( \sum_{j_{2},...,j_{m}=1}^{\infty }\left\vert T_{m-1}\left(
e_{j_{2},...,}e_{j_{m}}\right) \right\vert ^{\frac{2m-2}{m}}\right) ^{\frac{
}{2m-2}} \\
&=&\left( \sum_{j_{1}=1}^{\infty }\left( \sum_{j_{2},...,j_{m}=1}^{\infty
}\left\vert T_{m}\left( e_{j_{1},...,}e_{j_{m}}\right) \right\vert ^{\frac
2m-2}{m}}\right) ^{\frac{m}{2m-2}2}\right) ^{\frac{1}{2}} \\
&\leq &C_{2,\frac{2m-2}{m},...,\frac{2m-2}{m}}^{\mathbb{K}}\left\Vert
T_{m}\right\Vert \\
&=&C_{2,\frac{2m-2}{m},...,\frac{2m-2}{m}}^{\mathbb{K}}\left\Vert
T_{m-1}\right\Vert .
\end{eqnarray*
We thus conclude tha
\begin{equation*}
C_{m-1}^{\mathbb{K}}\leq C_{2,\frac{2m-2}{m},...,\frac{2m-2}{m}}^{\mathbb{K
}.
\end{equation*
Therefor
\begin{equation*}
C_{m-1}^{\mathbb{K}}\leq C_{2,\frac{2m-2}{m},...,\frac{2m-2}{m}}^{\mathbb{K
}\leq A_{\frac{2m-2}{m}}^{-1}C_{m-1}^{\mathbb{K}}.
\end{equation*
Since (for both real and complex scalars
\begin{equation*}
\lim_{m\rightarrow \infty }A_{\frac{2m-2}{m}}^{-1}=1,
\end{equation*
we conclude that
\begin{equation*}
C_{m-1}^{\mathbb{K}}\sim C_{2,\frac{2m-2}{m},...,\frac{2m-2}{m}}^{\mathbb{K
}.
\end{equation*
The other equivalences are similar.

\section{Cotype $2$ constants of $\ell _{p}$ spaces}

Let $2\leq q<\infty $ and $0<s<\infty $. A Banach space $X$ has cotype $q$
(see \cite[page 138]{albiac}) if there is a constant $C_{q,s}>0$ such that,
no matter how we select finitely many vectors $x_{1},\dots ,x_{n}\in X$
\begin{equation}
\left( \sum_{k=1}^{n}\Vert x_{k}\Vert ^{q}\right) ^{\frac{1}{q}}\leq
C_{q,s}\left( \int_{[0,1]}\left\Vert \sum_{k=1}^{n}r_{k}(t)x_{k}\right\Vert
^{s}dt\right) ^{1/s},  \label{99}
\end{equation
where $r_{k}$ denotes the $k$-th Rademacher function. The smallest of all of
these constants will be denoted by $C_{q,s}(X).$

By the Kahane inequality we know that if (\ref{99}) holds for a certain $s>0$
than it holds for all $s>0.$ It is well-known that for all $p\geq 1$, the
sequence space $\ell _{p}$ has cotype $\max \{p,2\}.$ The optimal values of
C_{2,s}(\ell _{p})$ for $1\leq p<2$ are perhaps known or at least folklore,
but we were not able to find in the literature. Classical books like \cit
{albiac, diestel, garling} do not provide this information.

In this section we shall show how the optimal cotype constant of $\ell _{p}$
spaces can be obtained using mixed inequalities similar to those treated in
the previous section. From now on, $p_{0}$ is the solution of the following
equalit
\begin{equation*}
\Gamma \left( \frac{p_{0}+1}{2}\right) =\frac{\sqrt{\pi }}{2}.
\end{equation*}

\begin{theorem}
Let $1\leq r\leq p_{0}\approx 1.84742.$ The
\begin{equation*}
C_{2,r}(\ell _{r})=2^{\frac{1}{r}-\frac{1}{2}}.
\end{equation*}
\end{theorem}

\begin{proof}
It is not difficult to prove that $C_{2,r}(\ell _{r})\leq 2^{\frac{1}{r}
\frac{1}{2}}$ (see \cite[pages 141-142]{albiac}). Now we prove that $2^
\frac{1}{r}-\frac{1}{2}}$ is the best constant possible.

Let $A:c_{0}\times c_{0}\rightarrow \mathbb{R}$ a bilinear form and define,
for all positive integers $n$
\begin{equation*}
A_{n,e}:c_{0}\rightarrow \ell _{r}
\end{equation*
b
\begin{equation*}
A_{n,e}(x)=\left( A\left( x,e_{k}\right) \right) _{k=1}^{n}.
\end{equation*
It is simple to verify tha
\begin{equation*}
\left\Vert A_{n,e}\right\Vert \leq \left\Vert A\right\Vert .
\end{equation*}

In fact
\begin{eqnarray*}
\left\Vert A_{n,e}\right\Vert &=&\sup_{\left\Vert x\right\Vert \leq
1}\left\Vert A_{n,e}\left( x\right) \right\Vert =\sup_{\left\Vert
x\right\Vert \leq 1}\left( \sum\limits_{j=1}^{n}\left\vert A\left(
x,e_{j}\right) \right\vert ^{r}\right) ^{1/r} \\
&\leq &\sup_{\left\Vert x\right\Vert \leq 1}\pi _{(r,r)}\left( A\left(
x,\cdot \right) \right) \sup_{\varphi \in B_{\left( c_{0}\right) ^{\ast
}}}\left( \sum\limits_{j=1}^{n}\left\vert \varphi \left( e_{j}\right)
\right\vert ^{r}\right) ^{1/r} \\
&\leq &\sup_{\left\Vert x\right\Vert \leq 1}\left\Vert A\left( x,\cdot
\right) \right\Vert \sup_{\varphi \in B_{\left( c_{0}\right) ^{\ast
}}}\sum\limits_{j=1}^{n}\left\vert \varphi \left( e_{j}\right) \right\vert \\
&=&\left\Vert A\right\Vert .
\end{eqnarray*}

It is also well-known that $A_{n,e}$ is absolutely $\left( 2,1\right)
-summing an
\begin{equation*}
\pi _{(2,1)}\left( A_{n,e}\right) \leq C_{2,r}(\ell _{r})\left\Vert
A_{n,e}\right\Vert .
\end{equation*
In fact, for any continuous linear operator $u:c_{0}\rightarrow \ell _{r}$
we hav
\begin{eqnarray*}
\left( \sum_{j=1}^{n}\left\Vert u\left( x_{j}\right) \right\Vert ^{2}\right)
^{\frac{1}{2}} &\leq &C_{2,r}(\ell _{r})\left( \int_{[0,1]}\left\Vert
\sum_{j=1}^{n}r_{j}(t)u\left( x_{j}\right) \right\Vert ^{r}dt\right) ^{\frac
1}{r}} \\
&\leq &C_{2,r}(\ell _{r})\sup_{t\in \lbrack 0,1]}\left\Vert
\sum_{j=1}^{n}r_{j}(t)u\left( x_{j}\right) \right\Vert \\
&= &C_{2,r}(\ell _{r})\left\Vert u\right\Vert \sup_{\varphi \in B_{\left(
c_{0}\right) ^{\ast }}}\sum\limits_{j=1}^{n}\left\vert \varphi \left(
x_{j}\right) \right\vert.
\end{eqnarray*}

We hav
\begin{eqnarray}
\left( \sum_{j_{1}=1}^{n}\left( \sum_{j_{2}=1}^{n}\left\vert
A(e_{j_{1}},e_{j_{2}})\right\vert ^{r}\right) ^{\frac{1}{r}\times 2}\right)
^{\frac{1}{2}} &=&\left( \sum_{j_{1}=1}^{n}\left\Vert A_{n,e}\left(
e_{j_{1}}\right) \right\Vert ^{2}\right) ^{\frac{1}{2}}  \label{11} \\
&\leq &C_{2,r}(\ell _{r})\left\Vert A_{n,e}\right\Vert \sup_{\varphi \in
B_{\left( c_{0}\right) ^{\ast }}}\sum\limits_{j=1}^{n}\left\vert \varphi
\left( e_{j}\right) \right\vert  \notag \\
&\leq &C_{2,r}(\ell _{r})\left\Vert A\right\Vert .  \notag
\end{eqnarray
But, pluggin
\begin{equation*}
A(x,y)=x_{1}y_{1}+x_{1}y_{2}+x_{2}y_{1}-x_{2}y_{2}
\end{equation*
into (\ref{11}) we conclude tha
\begin{equation*}
\left( 2\cdot 2^{\frac{2}{r}}\right) ^{\frac{1}{2}}\leq 2C_{2,r}(\ell _{r})
\end{equation*
and thu
\begin{equation*}
C_{2,r}(\ell _{r})\geq \frac{2^{\frac{1}{2}+\frac{1}{r}}}{2}=2^{\frac{1}{r}
\frac{1}{2}}.
\end{equation*}
\end{proof}

\bigskip A simple adaptation of the above proof gives us:

\begin{proposition}
Let $1\leq r\leq 2.$ The
\begin{equation*}
C_{2,s}(\ell _{r})\geq 2^{\frac{1}{r}-\frac{1}{2}}
\end{equation*
for all $s>0.$
\end{proposition}

\bigskip

The same argument of the previous result provides:

\begin{corollary}
\bigskip Let $p_{0}\approx 1.84742<r\leq 2.$ The
\begin{equation*}
2^{\frac{1}{r}-\frac{1}{2}}\leq C_{2,r}(\ell _{r})\leq \frac{1}{\sqrt{2}
\left( \frac{\Gamma (\frac{r+1}{2})}{\sqrt{\pi }}\right) ^{-1/r}.
\end{equation*}
\end{corollary}

\bigskip \bigskip


text:
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Trilogía Hand Cleanse · Terpene-Infused Hand Sanitizing Spray
By Hasalyn Modine - 4 min read
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text:
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Found 3 Direct Employer, Any Experience Level Considered jobs
Chair, Department of Anatomy & Cell Biology
Commensurate with experience and qualifications
The George Washington School of Medicine & Health Sciences
The GWU School of Medicine & Health Sciences (GW SMHS) seeks to recruit an exceptional leader for the Department of Anatomy & Cell Biology.
View details Chair, Department of Anatomy & Cell Biology
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Tenure-track Senior Faculty Position in Neuroscience
University of Texas Medical Branch, Galveston, TX
The Department of Neurobiology at The University of Texas Medical Branch (UTMB Health) invites applications at the Associate or Professor level..
View details Tenure-track Senior Faculty Position in Neuroscience
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Duke SOM seeks renowned mid-career neuroscientist at the Professor level who will become a leader in a vital and collaborative neuroscience community.
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Postdoctoral Fellow in Molecular and Cellular Neuroscience
Piscataway, New Jersey
Department of Neurosurgery, RWJMS, Rutgers University
Molecular and cellular neuroscience research with particular focus on neurodegenerative diseases, psychiatric disorders, brain injury or epilepsy
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Assistant/Associate Professor of Medical Education, Department of Neuroscience and Cell Biology
Rutgers - Robert Wood Johnson Medical School
The Department of Neuroscience and Cell Biology at Rutgers Robert Wood Johnson Medical School (RWJMS) is seeking applications for a full-time..
View details Assistant/Associate Professor of Medical Education, Department of Neuroscience and Cell Biology
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text:
Kim Kardashian Will Re-Name Her Kimono Shapewear Line
Katherine Gillespie
Kim Kardashian, a Spanx wearer of note, surprised no one when she announced her own shapewear line last week. But the name she went with did cause some head scratching: Kimono. Kardashian has long been a fan of the Japanese garment, and there's obviously a convenient pun factor. Can you guess what happened next, though? Correct: mass backlash. Now the entrepreneur says she'll go back to the drawing board and re-brand.
Related | Break the Internet: Kim Kardashian
Kardashian had previously released a statement, published in the New York Times, explaining that her choice to play on the word "kimono" wasn't intended as cultural disrespect. She said she didn't intend to "design or release any garments that would in any way resemble or dishonor the traditional garment," but noted that the name was a nod to "the beauty and detail that goes into" Japanese kimonos.
This clearly wasn't enough of an apology for Kardashian's haters, so she's taking the next step. On Instagram this morning she wrote that the name "Kimono" had been announced "with the best intentions in mind," but after "careful thought and consideration, I will be launching my Solutionwear brand under a new name," TBA "soon." She thanked followers for their support.
YOU REALLY SHOULD: WEAR A KIMONO https://t.co/AnkKNRDyzi https://t.co/HXrxZ1HPn6
— Kim Kardashian West (@Kim Kardashian West)1462127153.0
Perhaps what pushed Kardashian over the line was receiving feedback from the mayor of Kyoto, Kadokawa Daisaku. Daisaku wrote an open letter, posted on Facebook over the weekend, urging her to reconsider the choice. "Kimono is a traditional ethnic dress fostered in our rich nature and history with our predecessors' tireless endeavours and studies, and it is a culture that has been cherished and passed down with care in our living," he wrote. "Also, it is a fruit of craftsmanship and truly symbolizes sense of beauty, spirits and values of Japanese."
Photo via Instagram
Say Goodbye to the 'Daddy' Hat
Stella Tennant's Family Reveals Her Death Was a Suicide


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The Reptilians From Venus And Draco Inhabiting Earth
Amended image from UK National Archives of UFO alien sighting
It's difficult at times to distinguish between fact and fiction, often they run almost parallel to each other. Take reptilians for instance. Not those native to Earth but the ones who visit us via UFOs.
Top of the most reported UFO aliens are the so called Grays with their big heads, spindly limbs and large black featureless eyes.
If a list was compiled of such things, most likely in second place would be the reptilians - lizard-like with scaly skin and yellow eyes. They have been popularised in science fiction for decades - but is there any reality to more current claims?
If we look at the 1940s Hefferlin Manuscript, which I mentioned when writing about Antarctica's Rainbow City, it suggests that evil reptile like creatures from Venus invaded Earth to do battle with the Martians of Rainbow City.
This all happened a long time ago, of course. The Manuscript reckons two and a half million years ago, to be precise, when both Mars and Venus were still habitable, as was Antarctica on Earth.
More recent UFO contactees suggest that these reptilians come from solar systems in the constellation Draco. These guys are generally given negative portrayals - almost similar to the V storyline - obviously this is a 'coincidence'.
I was reminded by something that Darren had written on his blog about how David Icke sees such reptilians as being the Masters of the World.
In his version of events a race of reptilian aliens from Draco crossbred with humans to produce a bloodline who rule the world, unknown to us naive humans, while pure bred reptiles still reside in caverns far below the Earth's surface.
It's interesting that JK Rowling named a character Draco - the only child of Lucius and Narcissa Malfoy (née Black), who were both born into old, wealthy pure-blood families.
Who are these crossbreeds, running our lives? The popular answer is the British Royal Family, European Royalty and US Presidents stretching from George Washington to George W Bush and on to Mr Obama.
According to Icke it's these reptilians who are responsible for the suffering on Earth by manipulating humanity through secret societies. These cause wars, poverty and the majority of social ills. The Illuminati, The Knights Templar all play a part within the idea of the oft mentioned New World Order as their goal.
Icke's theories aren't founded on much evidence, but that doesn't mean they are necessarily fiction. For example his claim that George Bush Sr is a reptilian crossbreed is dependent on the testimony of one person who claimed, under hypnosis, to have been used as a robotic sex slave by most of the world's leaders. Icke also supposedly knows of people who have witnessed Bush shape-shift into a reptile form.
There's also a theory that perhaps dinosaurs didn't completely die out. I wrote in a post UFOs And Visits From Reptilian Dinosaurs: "Supposing the dinosaurs did actually develop more than we believe. What if some of them did advance and started to use forms of tools and maybe developed technology, towns and ... well, whatever. Remember they had 165 million years to do this - 33 times longer than humans."
Okay, sounds far fetched but so is life itself.
If we go back to those secret societies 'who rule the world' they work together because they all originated from The Brotherhood Of The Snake. The Encyclopedia of Secret Societies say that this brotherhood is, "... the oldest secret society in the world, founded in prehistoric times to carry out a diabolic plot of world domination and enslavement, culminating in a New World Order in the very near future."
The above image shows Draco coiled around the north celestial pole, as depicted in Urania's Mirror, a set of constellation cards published in London c.1825. We have, therefore, what looks like a reptilian-cross between a snake and a dragon.
So once you start rooting round lots of parts hint that they fit together. Some would ask: what came first the UFO and alien sightings or fiction? After all lizard men were featured in many pulp fiction science fiction magazines prior to Icke and his ilk.
More UFO Stuff:
10 UFO And Alien Stories
Labels: Alien Stories, Aliens, David Icke, Mars, Rainbow City, Reptilians, UFO, UFO Stories, Venus
Are you trying to stop me sleeping - I find this almost scary for some reason and the way it all links together. Some truth in there somewhere.
Mike Perry 10:11
The truth is out there ... but where?
Brizdaz (Darren) 10:54
What I find with Icke is that he amalgamates a lot of other peoples work into his own,especially in more recent times,so basically he is taking pieces of other peoples work and blending it into his own.
They are probably the parts that I agree with him on.
When he makes the more cringe worthy claims and insinuations about the royals drinking human blood and being involved in human satanic sacrifices,it's almost enough to make me stop reading and give up on him.
His book (I have only read this one...not quite finished yet) "Human Race Get Off Your Knees" reminds me of reading through the bible.Some parts ring true and other parts are utter rubbish...but still entertaining in a fictitious way.
Like you say,the problem is trying to sort the fact from fiction when it comes to books like this one...although it's not that hard really.
I still think his lectures are worth the price of admission though.They will make you think about the world from a truly different angle,like any good sci-fi story would.
We all like a good story as long as people can realize just which parts of the story are true and which parts may be true or not true.
Being of Jewish decent and sitting in his audience was sometimes a bit unsettling and I was reminded of another good storyteller who was on the losing side of WWII.
Not that I think Icke is an anti-Semite and I agree with him about the snakes that run world banking,and yes some of them are Jewish,especially the Rothschilds.But the elite aren't all Jews,there are a lot of Anglo Saxxons and others in that group as well.
He does a good job of keeping that distinction,just as long as his followers do as well.
I've read that bit suggesting Icke is often referring to the Jews without actually saying so. If there was/is or will be a World Order there will most likely be some Jews in the hierarchy - just as there will be other races/religions.
Fascinating post filled with weird stuff.Personally, I don't have any problem believing that george w bush is a reptilian. 8 years of W nearly ruined this country and the repercussions are still being felt.
Bush a reptilian - could be but as Darren says below Icke seems to claim that all US presidents come under this category.
@Trish
Icke also says Obama and Clinton are one as well.
Yes, all of the US Presidents are reptilians in Icke's world.
The Truth Hurts 10:33
2017 year they return watch they have abducted me showed me the evidence and symbols which i guess is their nordic languages. I was awake and closed my eyes 3 times this happened.


Some of the most exciting training happens in a huge Russian cargo plane, flying great big arcs in the sky, so that the passengers experience periods of weightlessness similar to that in space. This has to be seen to be believed. They call it the 'comit comet', and it's quite a ride. Most of these flights were for training purposes, but some of the parabolas in each flight are devoted to the sheer pleasure of zero-g. If you're a little crazy, you can come to Star City and try this out for yourself!


Ph.D. scientists looking for a different kind of postdoc may wish to consider applying for an unusual new fellowship announced 14 April by the University of Birmingham in the United Kingdom and the University of Illinois, Urbana-Champaign (UIUC), in the United States. The appointments last 3 years, with the first and third spent at Birmingham and the second at UIUC. Fellows will have a mentor at each institution. "The grand challenges facing society are inherently global, and tackling them requires scholarly collaboration across borders," says Peter Schiffer, vice chancellor for research at UIUC, in a press release from the two universities.
Perhaps most remarkably, "[f]ollowing the successful conclusion of a BRIDGE Fellowship and ensuring the academic achievements are attained at the required standards, Fellows will be appointed to a permanent academic post at the University of Birmingham, normally at Lecturer grade," states the program's website. And that's not a job as a lecturer in the United States, who is almost always an adjunct or contingent faculty member, but as one in the United Kingdom, where the position is permanent and comparable to an assistant professorship. "[I]n exceptional cases appointments may be made at a higher grade," the page adds.
Fellowships are available in six fields, four involving science or engineering: cognition and aging, brain trauma, computational genomics, and international high speed rail. Applications are due 13 May. And in case you were wondering, the acronym stands, rather awkwardly, for BiRmingham-Illinois Partnership for Discovery, EnGagement and Education.


Flavored butters are such a treat! They are a really fantastic way to use up herbs that would otherwise go bad…and can be used for so many different things!
Place the butter in to the center of a sheet of parchment paper and bring up both sides.
*Ignore the burn across my fingers…it was a real bummer…but even more of a bummer in all these photos!!


Made from nothing-but natural and organically-grown wheat-plant stems, these wheat drinking straws are fully compostable.
The wheat fibre used for these biodegradable straws are an agricultural by-product of wheat production, once the wheat grain 'ears' are harvested, the stems are trimmed, naturally sterilised and turned into these stylish eco-friendly drinking straws.
Designed to be disposable with no negative consequences, these eco straws are much sturdier than paper straws, and they can be used for hot and cold drinks without going soggy.
Originally used in the 1800's with popular drinks like the Mint Julep & Sherry Cobbler - they're great for cocktails, coffees and soft drinks (not suitable for thick smoothies), making them ideal for parties.
For large orders (e.g. for events and restaurants) please get in contact for prices.
Length: 21.5cm. Diameters may vary between 3 - 6mm.
Materials - 100% wheat plant stems.
If you suffer from severe wheat allergies, we recommend consulting a medical professional before use.
Product Packaging - Kraft recyclable cardboard.
Just straw is a London-based natural and sustainable drinking straws company which was started by Joesph in 2018. After seeing the impact single use plastic has on our marine life, Joseph wanted to help tackle this problem by launching his own brand of eco straws which are made from 100% biodegradable and renewable wheat fibre.
Delivery Packaging - 90gsm Kraft paper roll or cardboard box + Kraft paper tape.


Game Of Hearts is our annual Valentine's Day Fundraiser and here's how it works.
Pictured below are the dogs currently within our care. Choose one, a few or ALL, and use the dropdown button to donate your hearts. Make sure to list the names of dogs you're donating your heart(s) to, or write all if buying one for each. We'll then place a heart with your name on that or those dogs kennels. Each heart counts as one entry (like a raffle ticket). On February 14th we'll draw a heart and the winning dog gets a stay-cation (1 night) in sunny Puerto Penasco, MEXICO! We'll take him or her to the beach where they will enjoy the water, see the sights and get some much needed time out of our kennel facility.
It does wonders for their wellbeing and helps provide funding for all our ROCKIN care!
DON'T FORGET to add the names of dogs you're donating your heart to!
Should the dog you've chosen to donate your heart to get adopted during the 14 day competition, your heart(s) will be divided amongst the remaining dogs, starting with the dog who has the least donated hearts.


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Ashkas Web Design, Melbourne - Responsive web designer, developing custom WordPress sites, in Melbourne.
Welcome! My name is David Ashkanasy.
I'm a responsive web designer and developer, who focuses on usable and intuitive designs.
I love to develop responsive websites that work across devices, and deliver this via the flexibility of WordPress.
Working on web design in Melbourne, Australia, I'm available for projects for both small and large businesses.
Get in contact if you would like to know how I can help your web design project.


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Q: template tag called in if statement I am wondering if there is any way that I can call a template tag from within an if statement.
I am trying to do the following.
{% for k,v in form.amenities.field.choices %}
    {% if {% check_hidden k %} %}
        {{ v }}
    {% endif %}
{% endfor %}

The {% check_hidden k %} tag returns True or False from the table for the item being looked up.
I can confirm that {% check_hidden k %} returns either True or False on it's own, but I am wondering if I can wrap an if statement around it?
The app that I am working with is inherited, so I am trying to minimize the amount of changes needing to be done for now. Currently it is just being rendered as {{form.amenities}}, but I have added an additional field to the model that I now need to check before displaying the field in the template.
If there is another way that this could be done, I am open to suggestions.
Thanks in advance.

A: It sounds like check_hidden was written as a template tag when what is needed is a filter.
{% if k|check_hidden_filter %}

A: Whatever it is that check_hidden does for a choice value needs to be fixed in a fundamental way.
If the field choices are dynamic, the correct set of choices needs to be established in the view function, removing the need to do check_hidden in the template at all.
https://stackoverflow.com/search?q=%5Bdjango%5D+dynamic+choices
Will give you lots of ways to have dynamic choices.  Many of these are done in the view function, removing the need for this kind of if-statement in the template.

redpajama_set_name: RedPajamaStackExchange


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A 60. Oscar-gálán az Amerikai Filmművészetek és Filmtudományok Akadémiája (AMPAS) az 1987-es év legjobb filmjeit és filmeseit részesítette elismerésben. A ceremónia alatt az Akadémia 22 kategóriában díjazta az alkotásokat. Az előző évi díjátadó után ismét Chevy Chase volt a ceremónia házigazdája, melyet 1988. április 11-én tartottak meg.

A legtöbb, kilenc díjat Az utolsó császár című életrajzi dráma nyerte meg, beleértve a legjobb filmnek járó díjat is. A legjobb női főszereplő Cher, a legjobb női mellékszereplő Olympia Dukakis lett, mindketten a Holdkórosok című filmben nyújtott alakításukért vehették át a díjat. A legjobb férfi főszereplő Michael Douglas (Tőzsdecápák), a legjobb férfi mellékszereplő Sean Connery (Aki legyőzte Al Caponét) lett.

Díjazottak

Kategóriák és jelöltek

Legjobb film
Az utolsó császár (Jeremy Thomas)
A híradó sztárjai (James L. Brooks)
Végzetes vonzerő (Stanley R. Jaffe, Sherry Lansing)
Remény és dicsőség (John Boorman)
Holdkórosok (Patrick J. Palmer, Norman Jewison)

Legjobb színész
Michael Douglas (Tőzsdecápák)
William Hurt (A híradó sztárjai)
Robin Williams (Jó reggelt, Vietnam!)
Jack Nicholson (Gyomok között)
Marcello Mastroianni (Oci ciornie)

Legjobb színésznő
Cher (Holdkórosok)
Sally Kirkland (Anna)
Holly Hunter (A híradó sztárjai)
Glenn Close (Végzetes vonzerő)
Meryl Streep (Gyomok között)

Legjobb mellékszereplő színész
Sean Connery, Aki legyőzte Al Caponét
Albert Brooks, A híradó sztárjai
Denzel Washington, Kiálts szabadságot (Cry Freedom)
Vincent Gardenia, Holdkórosok
Morgan Freeman, A hamis riport

Legjobb mellékszereplő színésznő
Olympia Dukakis (Holdkórosok)
Anne Archer (Végzetes vonzerő)
Norma Aleandro (Gaby: A True Story)
Anne Ramsey (Dobjuk ki anyut a vonatból!)
Ann Sothern (Bálnák augusztusban)

Legjobb rendező
Bernardo Bertolucci (Az utolsó császár)
Adrian Lyne (Végzetes vonzerő)
John Boorman (Remény és dicsőség)
Lasse Hallström (Kutyasors)
Norman Jewison (Holdkórosok)

Legjobb eredeti forgatókönyv
Holdkórosok (John Patrick Shanley)Viszontlátásra, gyerekek! (Louis Malle)
A híradó sztárjai (James L. Brooks)
Remény és dicsőség (John Boorman)
A rádió aranykora (Woody Allen)

Legjobb adaptált forgatókönyvAz utolsó császár (Mark Peploe, Bernardo Bertolucci)The Dead (Tony Huston)
Végzetes vonzerő (James Dearden)
Acéllövedék (Stanley Kubrick, Michael Herr, Gustav Hasford)
Kutyasors (Lasse Hallström, Reidar Jönsson, Brasse Brännström, Per Berglund)

Legjobb fényképezésAz utolsó császár (Vittorio Storaro)A híradó sztárjai (Michael Ballhaus)
A nap birodalma (Allen Daviau)
Remény és dicsőség (Philippe Rousselot)
Azok a véres napok (Haskell Wexler)

Legjobb vágásAz utolsó császár (Gabriella Cristiani)A híradó sztárjai (Richard Marks)
A nap birodalma (Michael Kahn)
Végzetes vonzerő (Michael Kahn, Peter E. Berger)
Robotzsaru (Frank J. Urioste)

Legjobb látványtervezésAz utolsó császár (Ferdinando Scarfiotti, Bruno Cesari, Osvaldo Desideri)A nap birodalma (Norman Reynolds, Harry Cordwell)
Remény és dicsőség (Anthony Pratt, Joanne Woollard)
A rádió aranykora (Santo Loquasto, Carol Joffe, Leslie Bloom, George DeTitta Jr.)
Aki legyőzte Al Caponét (Patrizia von Brandenstein, William A. Elliott, Hal Gausman)

Legjobb kosztümtervezőAz utolsó császár (James Acheson)The Dead (Dorothy Jeakins)
A nap birodalma (Bob Ringwood)
Maurice (Jenny Beavan, John Bright)
Aki legyőzte Al Caponét (Marilyn Vance)

Legjobb smink/maszkÓriásláb esete Hendersonékkal (Rick Baker)Sittmentes Új Évet! (Robert Laden)

Legjobb eredeti filmzeneAz utolsó császár (The Last Emperor) (Szakamoto Rjúicsi, David Byrne, )Kiálts szabadságot (Cry Freedom) (George Fenton, Jonas Gwangwa)
A nap birodalma (Empire of the Sun) (John Williams)
Aki legyőzte Al Caponét (The Untouchables) (Ennio Morricone)
Az eastwick-i boszorkányok (The Witches of Eastwick) (John Williams)

Legjobb eredeti betétdalDirty Dancing – Piszkos tánc – Frankie Previte, John DeNicola, Donald Markowitz, Frankie Previte: "(I've Had) The Time of My Life"
Beverly Hills-i zsaru 2. – Harold Faltermeyer, Keith Forsey, Harold Faltermeyer, Keith Forsey, Bob Seger: "Shakedown"
Kiálts szabadságot (Cry Freedom) – George Fenton, Jonas Gwangwa: "Cry Freedom"
Próbababa – Albert Hammond, Diane Warren: "Nothing's Gonna Stop Us Now"
A herceg menyasszonya – Willy De Ville: "Storybook Love"

Legjobb hang
Az utolsó császár (Bill Rowe, Ivan Sharrock)A nap birodalma (Robert Knudson, Don Digirolamo, John Boyd, Tony Dawe)Halálos fegyver (Les Fresholtz, Rick Alexander, Vern Poore, Bill Nelson)Robotzsaru (Michael J. Kohut, Carlos DeLarios, Aaron Rochin, Robert Wald)Az eastwick-i boszorkányok (Wayne Artman, Tom Beckert, Tom E. Dahl, Art Rochester)

Legjobb képi effektusokVérbeli hajsza (Dennis Muren, Bill George, Harley Jessup, Kenneth Smith)
Ragadozó (Joel Hynek, Robert M. Greenberg, Richard Greenberg, Stan Winston)

Legjobb idegen nyelvű film
Babettes gæstebud (Dánia)Asignatura aprobada (Spanyolország)Viszontlátásra, gyerekek! (Franciaország)A család (Olaszország)Rache des Fährtensuchers (Norvégia)

Legjobb dokumentumfilmThe Ten-Year Lunch (Aviva Slesin)Eyes on the Prize (Callie Crossley, James A. DeVinney)
Hellfire: A Journey from Hiroshima (John Junkerman, John W. Dower)
Radio Bikini (Robert Stone)
A Stitch for Time (Barbara Herbich, Cyril Christo)

Legjobb rövid dokumentumfilmYoung at Heart (Sue Marx, Pamela Conn)Frances Steloff: Memoirs of a Bookseller (Deborah Dickson)In the Wee Wee Hours... (Frantisek Daniel, Izak Ben-Meir)Language Says It All (Megan Williams)Silver Into Gold (Lynn Mueller)

Legjobb animációs rövidfilmL'homme qui plantait des arbres (Frédéric Back)George and Rosemary (Eunice Macaulay)
Your Face (Bill Plympton)

Legjobb rövidfilmRay's Male Heterosexual Dance Hall (Jonathan Sanger, Jana Sue Memel)Making Waves (Ann Wingate)Shoeshine'' (Robert Katz)

Végső eredmény
(Győzelem/jelölés)

Források

Oscar-díj-átadások
1987 filmes díjai

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text:
Replay: KSN Kansas Today Weekend
WPD: Three injured following shooting at Wichita …
'Santa Ma Ho Ho Homes' is ready for AFC Championship
THE TONIGHT SHOW STARRING JIMMY FALLON — Episode 1013 — Pictured: Comedian Adam Sandler sings an "Anniversary Song" on February 11, 2019…
THE TONIGHT SHOW STARRING JIMMY FALLON — Episode 1013 — Pictured: Comedian Adam Sandler sings an "Anniversary Song" on February 11, 2019 — (Photo by: Andrew Lipovsky/NBCU Photo Bank/NBCUniversal via Getty Images via Getty Images)
Adam Sandler to bring laughs to Kansas City in 2023
by: Heidi Schmidt
KANSAS CITY, Mo. (WDAF) — Adam Sandler hits the road and plans to bring his comedy tour to Kansas City in 2023.
Sandler will deliver his mix of laughs and lyrics, starting with a stop in Chicago on Feb. 5, 2023. He will stop in Kansas City a week later on Saturday, Feb. 11.
The show will be held at T-Mobile Center.
Tickets go on sale to the general public on Friday, Dec. 16, at 12 p.m. They will only be available online at livenation.com.
Most popular Christmas movies in Kansas, Missouri
Sandler was last in the Kansas City area in June 2019 when he performed at what is now Cable Dahmer Arena.
The 56-year-old actor and comedian will also receive the Mark Twain Prize for American Humor in March 2023. It's one of the country's top comedy awards.
The award from the D.C. performing arts institution "recognizes individuals who have had an impact on American society in ways similar to the distinguished 19th-century novelist and essayist Samuel Clemens, best known as Mark Twain."
Arctic cold arrives this weekend, lingers next week.
Tyre Nichols: Wichita police, Sheriff, NAACP release …
Download the KSN News App and stay up-to-date wherever you are. You can even watch KSN News live for free!
New bill could change elections in Kansas to include …
Man, woman found dead in apparent murder-suicide
Popular Wichita chicken noodle dinner is Saturday
A shot of a lifetime for one Newton High student
Catalytic converter thefts impacting Wichita charity
Kansas school choice debate heats up, Gov. Kelly …
Man charged after child raped at Wichita motel
Part of I-135 in Wichita closing for bridge demolition
Man brought back to scene of crash by father sentenced
CA couple flies in for every WSU men's hoops home …


The United Nations Convention on the Rights of Persons with Disabilities (UNCRPD) defines the term "Reasonable Accommodation" and applies it in several contexts including education and work. Extracts of some of these provisions are reproduced below.
"Reasonable accommodation" means necessary and appropriate modification and adjustments not imposing a disproportionate or undue burden, where needed in a particular case, to ensure to persons with disabilities the enjoyment or exercise on an equal basis with others of all human rights and fundamental freedoms.


From the North: Take-294(Tri-State Tollway) south to Golf Rd (Route 58), Make a left on River Rd, Left on Golf Rd/ East, South (left) on Greenwood Ave. Mall Entrances can be found on left-hand side.
Golf Mill Shopping Center has been serving the community since the 1960's. With over 100 different businesses, Golf Mill gives their customers a convenient place to shop, dine and play.


Almond oil is an extraordinary regular fixing that is extremely valuable for the sensitive skin around your eyes. Customary utilization of almond oil will help blur your under eye circles.
Before going to bed, apply a little almond oil over the dark circles and delicately knead it into the skin.
The following morning, wash it off with icy water.
Cucumbers have skin-helping and gentle astringent properties that help alter those raccoon eyes normally.
Cut a crisp cucumber into thick cuts and chill them in the cooler for 30 minutes. Put the cuts onto the influenced skin range for around 10 minutes. Wash the range with water. Rehash twice day by day for around a week or more.
There are normal fading operators show in potato that can help dark circles.
Grate maybe a couple raw potatoes to concentrate the juice. Splash a cotton ball in the juice and spot it over your shut eyes. Verify the juice covers the dark circles under your eyes and the eyelids. Permit the juice to sit for 10 to 15 minutes. Wash your eyelids well with cool water. Rehash here and there day by day for a couple of weeks.
Rather than potato juice, you can likewise utilize thick potato cuts to uproot dark circles.
Rose water has fantastic element for healthy skin. It restores the skin and has a mitigating impact on tired eyes. Because of its gentle astringent properties, it likewise fills in as a decent skin toner.
Drench cotton eye cushions in unadulterated rose-water for a couple of minutes.
Put the doused cushions on your shut eyelids.
Abandon them on for around 15 minutes.
Take after this cure twice day by day for a couple of weeks.


Description: What can be more romantic than a night together on cinema looking at a good movie and eating popcorn? That is one of the best way you could spend the Valentines day and you need to make that happen because seems like Rachel is running late if she did not find her stuffs in time. Help her out to get them and then choose an appropriate way to dress her. Put on some accessories and match her shoes with the rest of the outfit.


When Monica's weight was used as a punchline. Again. And again.
When they cracked all the gay jokes.
When they literally only had a handful of non-white characters on the show. They lived in New York, for crying out loud!
When Chandler's father's MTF transition was a joke.
When Ross didn't let Ben play with dolls.
When Ross thought it was OK to try to sleep with his cousin.
When Ross was sexist and demonstrated a rigid understanding of gender roles over and over again.
When the writers tried selling a dude who writes erotica novels for children as a gag.
When there was a general lack of diversity in characters. Girls did girly things (talked about getting married, boys, clothes) and boys did boyish things (conversations about cars, women, money). We're pretty sure no one's actually that binary IRL.
When Joey objectified women over and over again.
When Ross' freak outs and anger outbursts and signs of mental health issues were portrayed as funny.
And finally, when the dudes got possessive of the female characters.


text:
Paravisión es un canal de televisión paraguayo afiliado a C9N. Es propiedad de Albavisión. Es operado por Paravisión S.A.

Historia
El canal empezó a emitir de manera experimental el 7 de octubre de 2004 a las 5:45 hs. (hora local) con la emisión de Pare de Sufrir. Comenzó a transmitir de manera regular en octubre de 2005 con series, telenovelas y dibujos animados; más tarde agregó programas de producción original como Paravisión Noticias, Los Analistas del fútbol de primera y Buen día Paraguay.

En 2009, Paravisión adquirió los derechos exclusivos para transmitir los partidos de la UEFA Champions League y la UEFA Europa League.

En 2012, consiguió los derechos exclusivos para transmitir la Eurocopa y los Juegos Olímpicos.

Parte de su programación fue retransmitida por Suri TV, canal de la TDT argentina.

Su actual programación tiene dibujos animados, series y telenovelas que fueron emitidas anteriormente en su canal hermano SNT y otros canales paraguayos como Telefuturo, Latele y Trece que tuvieron éxito, además de estrenos de películas y series actuales.

Locutores

Véase también
 Albavisión
 Televisión en Paraguay

Referencias

Enlaces externos

Albavisión
Canales de televisión de Paraguay
Canales de televisión abierta de Latinoamérica
Televisión de Paraguay


I am not the most experienced leader out there, not by a long shot. But over the past 18 months I have had some new leadership experiences that have taught me a lot. I want to share those things with you.
These experiences have come from being the President and Immediate Past President for the Utah Chapter of the American Marketing Association, Head Coach for the South Davis Terrapin water polo team, and the Director of Marketing for a software company.
Leadership is a sacrifice. If you aren't willing to sacrifice time away from other important people and projects, you probably should not be leading this particular group or project.
Leadership is about accomplishment. It's not about big idea's or about tasks. Working at FranklinCovey I learned how important it is to focus on the few and accomplish those well. I have been able to put that into practice and prove that to be a great leadership attribute. Leaders clearly define the objective, and are fluid with how they reach that objective.
Leaders develop and empower people. Leaders know it is not about them. It's about other people. Developing the people around you always serves the best interest of everybody. As people become more capable in every aspect of their lives, the contribution they make becomes more significant.
Leaders know there is always more than one way to get the job done. When I was President of the AMA, I would have approached our programming and events strategy completely differently than our VP of Programming did. It would have been great. But I have always lived by the belief that the tactics should match the personality and strengths of the people implementing the strategy. Our programming VP did the most incredible job. Event attendance almost doubled, cost were reduced by incredible numbers and membership grew. My way was best for me, if that was my job. Her way was best for her and her committee. I trusted that, and it payed for itself in spades.
Leading leaders, is different than leading managers and individual contributors. Leaders of teams talk about tasks and strategies. Leaders of leaders talk about strategy and people.
Leaders course correct early on. This one is a lesson learned in experience and regrets. When you see the direction going where you don't want it to go, don't for one second believe it will course correct itself. As a leader, the course correction is your responsibility. If you don't make the change, the change won't happen.
Everyone who wants it, is cut out for leadership, just not right now. I have seen a lot of people sign up for leadership, and the potential and desire is there. That is great. But before you lead others, you need to learn how to lead yourself. If you want to be a leader you should first learn how to delegate tasks, be more committed to the goal commitment – not the time commitment, be confident in yourself when nobody else is, and have done things so hard, they felt impossible at the onset.
Believe in others. If you don't express belief if those you lead, how do you expect those you lead to express belief in you? The people you lead won't always believe in themselves. Your job as a leader is to fill that belief gap. As you fill the gap in how the believe in themselves, they will believe in you.
Leaders know the difference between ego and confidence. Ego centric leaders are a dime a dozen. They are more concerned about their own image than the big picture. They are very myopic. Confident leaders are not afraid of feedback, listening to others, and acknowledging mistakes and fixing them.
Acknowledge contribution as it happens, every time it happens. I can't say enough about this. Expressing gratitude in public and private is never bad, and only leads to good. In my observations, this can come more natural to women than men, but should be a constant habit by both. When people feel as if their contributions and accomplishments make a difference and are appreciated, they bring their best work.
Leaders make the end in mind crystal clear. A scripture in the Old Testament says, without vision the people perish. I have seen the wisdom in this over and over again. If a leader cannot communicate the vision (end in mind, objective, goals, purpose) what exactly then are people working towards. If your people and teams do not know the answer to that question, then what exactly does their contribution mean? If their contribution is meaningless, (or perceived that way), a gaping hole exists in their drive to do something meaningful, and they will search for that place until they find it.


text:
Using Stories as Data and Data to Tell Stories
By Steve Kay
We open newspapers every day and read about atrocities being committed all over the world. We see graphic images, read the stories—and, for many of us, go back to our busy lives. But it doesn't have to be that way.
How humans can so brutally terrorize other humans is, thankfully, unfathomable to most people. Yet it happens. It has always happened, and—without sweeping societal changes—it will continue to happen.
But imagine if we could anticipate where the next major genocide was going to occur and stop it before even one person died? What tools would we need to be so predictive and, quite frankly, clairvoyant?
I firmly believe that the USC Shoah Foundation's Visual History Archive holds many keys to unlocking the enigmatic conditions that have led to genocides throughout history. Here at USC, we have a database of people's experiences and emotions under the worst possible circumstances throughout the last hundred years.
While the field of digital humanities is often overlooked in discussions of big data, the Visual History Archive is a beautiful example of how we can use an extremely large database to learn, teach, and heal.
With nearly 52,000 testimonies from genocide survivors—ranging from the Holocaust and World War II Europe and Cambodia to Armenia and Rwanda—the Visual History Archive shows how digital technology can meld with humanitarian inquiry to address some of society's most complicated issues. The Visual History Archive is both user-friendly—all 1.2 million names are easily searchable—and societally relevant. It is a stellar model of how big data can serve both fifth graders—who have the opportunity to learn about the Holocaust by hearing firsthand accounts—and neuroscientists, who can use it as a database to help unlock enigmatic brain function.
For me, one of the most profoundly inspirational uses of the Visual History Archive is that of Glenn Fox. As a doctoral student, Fox forged a partnership between USC Dornsife's Brain and Creativity Institute and the USC Shoah Foundation to conduct the first study on gratitude by using both functional brain imaging and recorded testimonies of Holocaust survivors.
After watching hours of footage, Fox and his team collected a number of scenarios that would elicit feelings of gratitude, and read them to subjects who were connected to brain scanners. Using these findings, Fox is making breakthroughs in our understanding of human behavior and emotion—a concept that spans almost every field and aspect of human experience.
Going forward, I believe that all researchers will need to be similarly well rounded. I envision the availability of large databases pushing scholars to think creatively about how they both gather and use data—and that includes students studying English, philosophy, history, physics, and all other concentrations. Nobody is exempt from learning to collect and harness data if he or she wants to make lasting societal changes.
In 2013, the University of Southern California launched a 10-year Initiative in Informatics and Digital Knowledge, with USC Dornsife at the forefront of the effort, which emphasizes such areas of inquiry as the quantitative social sciences. In 2014, USC Dornsife has taken center stage in organizing a five-year Digital Humanities Program supported by a grant from the Andrew W. Mellon Foundation. The program will focus on training graduate students and postdoctoral fellows in digital technology, expanding publicly available digital archives, and implementing public programs designed to explore aspects of art and literature in the digital humanities.
When I reflect upon the importance of this work, the USC Shoah Foundation is always the first example that comes to mind. Why? Because I can describe powerful images of young students learning about the Holocaust by hearing firsthand accounts. I can recount the brilliant discussions I've heard taking place among these students—hearing dialogues that could never be sparked simply by reading facts in a textbook or viewing figures on a blackboard. I use the Visual History Archive as a springboard into conversations of how nontraditional databases can be used to transcend fields and specific areas of inquiry in order to serve an international community of scholars, educators, and students—and even individuals searching their own genealogical histories.
I like to share the story of high school teacher Peter Cook, who was so excited about the idea of using the Visual History Archive in his classroom that he hand-delivered his application for the Institute's Master Teacher program. Cook, an economics and history teacher at Camino Nuevo Charter Academy in Los Angeles, said he was floored by the work his students were able to produce, using the Visual History Archive. He recalled that one student had embarked on a research project focusing on Hitler's strategies, but—after spending time searching through the Visual History Archive, he changed his study, and began investigating Nazi propaganda, truly delving into the political intricacies.
Cook mentioned another student who used the Visual History Archive's incredible search capabilities to study the history of Jehovah's Witnesses during the Holocaust—a creative and novel concept. I was particularly moved by the story of a student who became interested in using the Visual History Archive to learn more about deportation, because it resonated with her own life and her mother's personal experience.
It is in this way that I believe humanities-based databases have an incredible capacity to teach and heal. For our students, the USC Shoah Foundation's testimonies are a powerful tool for understanding history, politics, psychology—everything that encompasses the human condition.
The Visual History Archive and the mission of USC Dornsife are perfectly aligned. As a scientist, my personal goal—and my goal as Dean—is to tackle some of society's most difficult humanitarian challenges by employing an interdisciplinary approach that blends informatics, science, technology, and the humanities.
My ultimate mission is to support translational research and translational education. What does that mean? By providing access for middle- and high school teachers to the Visual History Archive, we are making it possible for students—during their most impressionable stages—to experience an invaluable opportunity to learn compassion and to be inspired to make changes.
Then, once at the undergraduate level at USC, our students can learn to search the Visual History Archive independently in order to refine their ideas on what exactly the challenges are that they want to solve. Finally, at the graduate and postdoctoral levels, they can begin truly to mine the data for trends and patterns.
I honestly believe that, as it continues to grow, the USC Shoah Foundation's Visual History Archive can emerge as a leading tool for scholars worldwide as they seek resolution to problems we had previously considered unsolvable. Its unprecedented size and search capacities can become an international playground for creative thinkers—who will find ways to identify the patterns—and unravel them.
An Examination of Antisemitism in Hungary
The Killer Within
Resisting the Path to Genocide
Voices from the Archive: György Kun
Building Dams and Bridges


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text:
Q: Book about a babysitter who takes children to a fantasy world I'm trying to remember the title of a children's book I remember very little about the book itself except that it was about a babysitter who took the children she babysat to some kind of fantasy world. Unfortunately I can't remember anything about the world – for some reason the one thing I do remember is that the babysitter looked quite strict and boring so parents wondered why she was so popular with the children.
I remember the book from childhood so it must be at least 20-25 years old (although it could be much older). I really can't remember much about it – I think the babysitter had brown hair and was some kind of leader or important figure in the fantasy world.

A: On the off chance you're looking for the same story as this guy, this might be The Afterdark Princess by Annie Dalton, first published in 1990.

AFTERDARK has been invaded. Only weedy, whining Joe Quail can rescue the last Princess of Afterdark, imprisoned in the Palace of Nightfall. Joe doesn't like Kit and Maisy. But his mother's having a rare evening out, and Joe shares their babysitter Alice Fazackerly. No sooner than his mother leaves, Joe is whirled a desperate rescue operation. Alice, last Princess of Afterdark, is taken hostage by the Mighty Cosmo, Emperor of Nightfall and King of Afterdark. A magical map shows the obstacles which Joe must overcome to save them. Joe fears failure at each challenge on his journey to the Palace of Nightfall. With luck and gradually increasing confidence, he begins to realise he 'wasn't the wrong kind of boy but only needed the right kind of adventure to sort him out'. Joe finally meets the Mighty Cosmo to realise that as ever, his fear is out of proportion. He uncovers the local bully, Kevin, who admits he'd prefer company to power. Together they release Alice, leaving Afterdark and Nightfall united.

FWIW, found with a search for novel babysitter princess fantasy world -disney

A: This is probably P. L. Travers's book series about the magical nanny Mary Poppins, of which the first two books are Mary Poppins (1934) and Mary Poppins Comes Back (1935).
Mary Poppins is the babysitter to the Banks family. She takes care of Jane and Michael (who are probably just below school age), John and Barbara (who turn one year old at the end of the first book), and Annabel (born during the second book).  The adventures often take place in streets of the town that appear only when the children visit them with the help of Mary Poppins and aren't there later.  The children visit relatives and acquaintances of Mary Poppins who all seem to possess some sort of magical powers or curses.  Mary Poppins herself indeed seems to be important in the fantasy world.  In the first book, the children visit the zoo at night, when humans are in the cages, the zoo animals are outside, and they are celebrating Mary Poppins's birthday.  In the second book, they instead visit a circus in the sky at night in which constellations behave like living people and perform, the Sun is the director, and the Sun dances with Mary Poppins.  The parents don't know or don't believe about the fantastical adventures, because Mary Poppins always acts in front of them like nothing happened.  Mary Poppins is indeed very strict, but the start of the second book makes it clear that the children prefer her over any other babysitter that they had.  The parents may be skeptical at the first book, and certainly don't like how Mary Poppins leaves without advance notice at the end of both books, but they do recognize that Mary is good with the children.  The brown hair doesn't match: Mary Poppins has black hair according to the first chapter of Comes Back.