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| -2.348371 | -1.351936 | -0.811066 | -2.366016 |
Take $V$ uniformly distributed, such that $X$ is mean-independent from $V$ and set $V_t:={{\\bf 1}}_{\\{V>t \\}}$, we then have ${{{\\bf}E}}(X V_t)=0$, ${{{\\bf}E}}(V_t)=(1-t)$ but since $U_t^{QR}$ solves [(\\[dt\\])]{} we have ${{{\\bf}E}}(V_t Y)\\le {{{\\bf}E}}(U_t^{QR}Y)$.
| 1.255089 | -1.102405 | 1.432416 | -0.814572 |
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If the occupation probability is $p$ and $q = 1 - p$, one can express $P(ABC)$ and $P(\\overline{ABC})$ as: $$\\begin{aligned} P(ABC)&=&\\sum_{i=0}^{3n(n+1)/2} \\phi(n,i)p^iq^{3n(n+1)/2-i} \\label{eq:phi_n_i}\\\\ P(\\overline{ABC})&=&\\sum_{i=0}^{3n(n+1)/2}\\psi(n,i)p^i q^{3n(n+1)/2-i} \\label{eq:psi_n_i}\\end{aligned}$$ where $n$ denotes the number of bonds per side of the sub-net, $\\phi(n,i)$ denotes the number of configurations of an $n\\times n$ triangular block with precisely $i$ occupied bonds where the $A$, $B$ and $C$ are connected to each other and $\\psi(n,i)$ denotes the number of configurations where none of these points are connected.
| 0.369395 | -1.282657 | 2.888556 | -2.597989 |
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| 0.60346 | 0.01824 | 0.519435 | 0.147675 |
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| -1.170792 | -1.37964 | 0.452138 | -2.290113 |
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| 1.922463 | -0.114332 | 0.243423 | 1.255838 |
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| -1.56288 | -1.580383 | 0.59321 | -2.845893 |
\\end{aligned}$$ On the other hand, $$\\begin{aligned} G_j&=\\frac{1}{\\nu_0(J_j)}\\bigg|\\int_{J_j}\\big(\\sqrt{f(x_j^*)}-\\sqrt{f(y)}\\big)\\nu_0(dy)\\bigg|\\\\ &=\\frac{1}{\\nu_0(J_j)}\\bigg|\\int_{J_j}\\bigg(\\frac{f'(x_j^*)}{2\\sqrt{f(x_j^*)}}(x-x_j^*)+\\tilde R_j(y)\\bigg)\\nu_0(dy)\\bigg| \\leq \\|\\tilde R_j\\|_{L_\\infty(\\nu_0)}, \\end{aligned}$$ which has the same magnitude as $\\frac{1}{\\kappa}\\|R_j\\|_{L_\\infty(\\nu_0)}$.
| 0.173171 | -1.171756 | 2.193827 | -2.211736 |
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| -2.419738 | 1.059845 | -0.566656 | -0.694398 |
The identity $$\\frac{\\partial \\Gamma }{\\partial \\xi }-\\llbracket \\Gamma ,\\langle X\\rangle \\rrbracket =\\left\\langle \\frac{\\partial S}{\\partial \\xi }-\\llbracket S,X\\rrbracket \\right\\rangle +\\frac{1}{2}\\langle \\llbracket S,S\\rrbracket X\\rangle _{\\Gamma } \\label{proveg}$$ holds for every action $S$ such that $\\delta _{l}S/\\delta {\\mkern2mu\\underline{\\mkern-2mu\\smash{K}\\mkern-2mu}\\mkern2mu }_{\\alpha }$ is $\\Phi $ independent, for every ${\\mkern2mu\\underline{\\mkern-2mu\\smash{K}\\mkern-2mu}\\mkern2mu }$-independent local functional $X$ and for every parameter $\\xi $.
| 0.146794 | -1.227216 | 2.751947 | -2.639687 |
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| -0.666994 | 1.403001 | 0.461918 | 0.274606 |
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| 0.212264 | -2.733426 | 1.191338 | -2.749217 |
h.animate(a.shapeArgs, g.merge(b, { step: function (a, b) { b.prop === "start" && e.length === 4 && i.length === 4 && this.attr({fill: t(e, i, b.pos)}) }, complete: j })) : (h.attr(a.shapeArgs), j())) }) }; v && p(v.prototype, { supportsDrilldown: !0, animateDrillupTo: m.prototype.animateDrillupTo, animateDrillupFrom: m.prototype.animateDrillupFrom, animateDrilldown: function (a) { var b = this.chart.drilldownLevels[this.chart.drilldownLevels.length - 1], d = this.chart.options.drilldown.animation, c = b.shapeArgs, f = c.start, h = (c.end - f) / this.points.length, e = g.Color(b.color).rgba; if (!a)i(this.points, function (a, b) { var i = g.Color(a.color).rgba; a.graphic.attr(g.merge(c, { start: f + b * h, end: f + (b + 1) * h }))[d ?
| 0.895912 | -1.324227 | 3.118808 | -2.368736 |
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| 1.17412 | 2.504061 | 0.972703 | 2.24331 |
Repetitive speech or actions (perseveration) People with dementia will often repeat a word, state-ment, question or activity over and over.
| 1.674227 | 0.570111 | 0.422451 | 1.480361 |
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| -0.8624 | -1.081594 | -1.000948 | -0.868177 |
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| 0.813981 | 1.774449 | -0.202417 | 2.157007 |
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| 0.089882 | 2.405792 | -0.116506 | 2.028422 |
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| -0.809396 | -1.531945 | -0.340987 | -1.609369 |
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| 1.964085 | -0.619504 | 2.205296 | -0.386072 |
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| -2.426924 | -1.573464 | -0.926689 | -2.525387 |
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| 1.865993 | 2.855143 | 0.519435 | 3.354807 |
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| 0.375497 | 1.30493 | -0.926689 | 1.918914 |
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| 0.411823 | 0.986346 | -0.585523 | 1.475634 |
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| -1.249561 | 0.23468 | -2.281067 | 0.693415 |
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| -0.46972 | -1.767119 | 0.898542 | -2.335861 |
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| -0.302451 | -1.573464 | 1.191338 | -2.244418 |
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| 0.824356 | 0.800909 | -0.511461 | 1.605005 |
The second of these difficulties has been addressed in the past by the Kozachenko--Leonenko estimator \\[[@RSOS140391C7]--[@RSOS140391C10]\\], but, in line with the first difficulty, this estimator is derived specifically for an integrable manifold or using a local effective dimension.
| 0.205787 | -1.853523 | 1.488124 | -2.259428 |
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| 0.512213 | -0.626463 | -0.975751 | 0.546866 |
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| 1.991497 | 2.911333 | 0.789202 | 3.321048 |
Sequencing libraries were prepared from *G. pectorale* K3-F3-4 genomic DNA using the GS FLX Titanium Rapid Library Preparation Kit (F. Hoffmann-La Roche, Basel, Switzerland) and the TruSeq DNA Sample Prep Kit (Illumina Inc., San Diego, CA, USA), and were run on a GS FLX (F. Hoffmann-La Roche) and a MiSeq sequencer (Illumina Inc.), respectively.
| 0.58658 | -0.211972 | 1.792048 | -0.875454 |
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| -1.608126 | -1.095469 | 0.221023 | -2.259237 |
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| 2.524542 | -1.504261 | 1.421074 | -0.128424 |
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| 0.597845 | 0.102004 | 1.83379 | -0.648225 |
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| 0.441733 | 0.919859 | -0.951003 | 1.685332 |
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| 1.509171 | 0.811403 | 0.565917 | 1.446454 |
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| 2.613565 | 0.301039 | 0.528834 | 1.935366 |
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| -1.919636 | -1.711805 | -0.879294 | -2.267652 |
JEL classification: : C13; C14; C21; D24 author: - | Victor Chernozhukov\\ *MIT* - | Juan Carlos Escanciano\\ *Indiana University* - | Hidehiko Ichimura\\ *University of Tokyo* - | Whitney K. Newey\\ *MIT* - | James M. Robins\\ *Harvard University* date: April 2018 title: Locally Robust Semiparametric Estimation --- Introduction ============ There are many economic parameters that depend on nonparametric or large dimensional first steps.
| 0.244421 | -1.324227 | 2.193827 | -2.275278 |
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| 1.325137 | 0.44079 | 1.022842 | 0.714592 |
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| 2.005103 | 0.049649 | 1.092129 | 0.895371 |
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| -1.666177 | -2.029702 | -1.000948 | -2.238737 |
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| -1.952344 | -1.646103 | -0.663527 | -2.382532 |
3E](#S1){ref-type="supplementary-material"}).
| -1.506306 | -0.525531 | -1.000948 | -0.936899 |
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| 0.653488 | 0.192776 | -1.134376 | 1.401742 |
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| -1.589966 | -0.706471 | -0.833445 | -1.253127 |
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| 0.146794 | 0.039179 | -1.971406 | 1.430968 |
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| 0.905985 | -1.435037 | 3.103848 | -2.437791 |
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| 0.014423 | 0.507192 | 0.584161 | 0.02717 |
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| 1.316476 | 0.171826 | -0.144619 | 1.258651 |
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The lattice parameters ($a$= 12.154(1)A, $b$ = 3.283(7)A and $c$ = 15.09(9)A) obtained from the refinement are approximately same as reported earlier in reference [\\[]{}1,3[\\]]{}, even though the intensities could not be matched perfectly.
| 0.708029 | -1.476574 | 1.223246 | -1.398889 |
Alterations in signal intensity and chemical shift from such cellular metabolites and biochemical intermediates have been described by other researchers in the area \\[[@B6], [@B11]\\].
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| 0.238019 | -1.310372 | 2.127587 | -2.226253 |
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| 0.518005 | 1.10185 | -1.191647 | 2.044295 |
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| 2.337691 | -0.866367 | -0.406871 | 1.416372 |
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| 1.880217 | 0.032199 | 1.945305 | 0.227695 |
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.1//EN" "[URL] <html xmlns="[URL] xml:lang="en"> <head> <meta http-equiv="Content-Type" content="text/html; charset=ISO-8859-1" /> <meta http-equiv="charset" content="ISO-8859-1" /> <meta http-equiv="content-language" content="English" /> <meta http-equiv="vw96.object type" content="Document" /> <meta name="resource-type" content="document" /> <meta name="distribution" content="Global" /> <meta name="rating" content="General" /> <meta name="robots" content="all" /> <meta name="revist-after" content="2 days" /> <link rel="shortcut icon" href="../../../favicon.ico" /> <title>The Original Hip-Hop (Rap) Lyrics Archive</title> <!-- link rel="stylesheet" type="text/css" href="[URL] / --> <!-- BEGIN SITE ANALYTICS //--> <script type="text/javascript"> if (typeof siteanalytics == 'undefined') { siteanalytics = {}; }; siteanalytics.gn_tracking_defaults = {google: '',comscore: {},quantcast:''}; siteanalytics.website_id = 180; siteanalytics.cdn_hostname = 'cdn.siteanalytics.evolvemediametrics.com'; </script> <script type="text/javascript" src='[URL] <!-- END SITE ANALYTICS //--> </head> <body> <a href="javascript: history.go(-1)">Back to the previous page</a> <div> </div> <div style="width: 720px; text-align: center; color: #ff0000; font-weight: bold; font-size: 1em;"> <!-- AddThis Button BEGIN --> <div class="addthis_toolbox addthis_default_style" style="margin: auto 0 auto 0; padding-left: 185px;"> <a class="addthis_button_facebook_like" fb:like:layout="button_count"></a> <a class="addthis_button_tweet"></a> <a class="addthis_button_google_plusone" g:plusone:size="medium"></a> <a class="addthis_counter addthis_pill_style"></a> </div> <script type="text/javascript" src="[URL] <!-- AddThis Button END --> </div> <br /> <div style="float: left; min-width: 560px;"> <pre> Artist: The Roots Album: The Tipping Point Song: Duck Down!
| 1.146599 | -1.227216 | 4.986406 | -3.314505 |
The Dry Harbour Mountains run east-west along the northern part of the island, with the Blue Mountains on the east.
| 0.257178 | 2.356664 | 0.163637 | 1.938199 |
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The propositional metadeductive inferences were three truth-table problems in which participants had to analyze the consistency of three problems that consisted of a conditional statement and an assertion.
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Two milliliters of the 21% CsCl-plasma mixture was underlayered with 2.9 ml 34% CsCl-plasma mixture, followed by ultracentrifugation.
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| 0.995029 | 2.532141 | 1.720433 | 1.637603 |
Analysis of the contents of the recommended products was outside the scope of this study, but it would have been interesting to assess the accuracy of the listed ingredients.
| -0.195168 | 0.692486 | 0.740172 | -0.093567 |
Retrieved 2012-12-22.
| -1.033114 | -0.428029 | -1.818596 | 0.04273 |
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| 0.192787 | 0.102004 | 1.242128 | -0.579316 |
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| 0.205787 | -0.657775 | -0.643631 | 0.066081 |
The first factor looks to general principals of federal securities laws to determine whether the debt is in the nature of a security.
| 0.58658 | -0.358357 | 0.361449 | -0.057139 |
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