diff --git a/.gitignore b/.gitignore
index e834606..81b945f 100644
--- a/.gitignore
+++ b/.gitignore
@@ -2,4 +2,5 @@
.Rhistory
.RData
.Ruserdata
-introduccion-R.Rproj
\ No newline at end of file
+introduccion-R.Rproj
+.ipynb_checkpoints
diff --git a/R_S1_introduccion.ipynb b/R_S1_introduccion.ipynb
index f33b5a4..54c0f80 100644
--- a/R_S1_introduccion.ipynb
+++ b/R_S1_introduccion.ipynb
@@ -249,7 +249,7 @@
},
{
"cell_type": "code",
- "execution_count": 2,
+ "execution_count": 6,
"metadata": {},
"outputs": [
{
@@ -345,16 +345,16 @@
],
"source": [
"# operadores lógicos\n",
- "5 > 4\n",
+ "5 > 1\n",
"4 == 3\n",
"FALSE && TRUE\n",
"FALSE || TRUE\n",
- "4 && 1 # TRUE: todos los números más Inf, salvo cero"
+ "4 && Inf # TRUE: todos los números más Inf, salvo cero"
]
},
{
"cell_type": "code",
- "execution_count": 3,
+ "execution_count": 7,
"metadata": {},
"outputs": [
{
@@ -390,7 +390,7 @@
},
{
"cell_type": "code",
- "execution_count": 4,
+ "execution_count": 10,
"metadata": {},
"outputs": [
{
@@ -441,7 +441,7 @@
},
{
"cell_type": "code",
- "execution_count": 5,
+ "execution_count": 11,
"metadata": {},
"outputs": [
{
@@ -587,7 +587,7 @@
},
{
"cell_type": "code",
- "execution_count": 6,
+ "execution_count": 15,
"metadata": {},
"outputs": [
{
@@ -614,18 +614,119 @@
},
"metadata": {},
"output_type": "display_data"
+ },
+ {
+ "data": {
+ "text/html": [
+ "5"
+ ],
+ "text/latex": [
+ "5"
+ ],
+ "text/markdown": [
+ "5"
+ ],
+ "text/plain": [
+ "[1] 5"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "text/html": [
+ "
\n",
+ "\t- 1.1
\n",
+ "\t- 2.2
\n",
+ "\t- 3.3
\n",
+ "\t- 4.4
\n",
+ "\t- 5.5
\n",
+ "
\n"
+ ],
+ "text/latex": [
+ "\\begin{enumerate*}\n",
+ "\\item 1.1\n",
+ "\\item 2.2\n",
+ "\\item 3.3\n",
+ "\\item 4.4\n",
+ "\\item 5.5\n",
+ "\\end{enumerate*}\n"
+ ],
+ "text/markdown": [
+ "1. 1.1\n",
+ "2. 2.2\n",
+ "3. 3.3\n",
+ "4. 4.4\n",
+ "5. 5.5\n",
+ "\n",
+ "\n"
+ ],
+ "text/plain": [
+ "[1] 1.1 2.2 3.3 4.4 5.5"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\t- 5.5
\n",
+ "\t- 4.4
\n",
+ "\t- 3.3
\n",
+ "\t- 2.2
\n",
+ "\t- 1.1
\n",
+ "
\n"
+ ],
+ "text/latex": [
+ "\\begin{enumerate*}\n",
+ "\\item 5.5\n",
+ "\\item 4.4\n",
+ "\\item 3.3\n",
+ "\\item 2.2\n",
+ "\\item 1.1\n",
+ "\\end{enumerate*}\n"
+ ],
+ "text/markdown": [
+ "1. 5.5\n",
+ "2. 4.4\n",
+ "3. 3.3\n",
+ "4. 2.2\n",
+ "5. 1.1\n",
+ "\n",
+ "\n"
+ ],
+ "text/plain": [
+ "[1] 5.5 4.4 3.3 2.2 1.1"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " num [1:5] 1.1 2.2 3.3 4.4 5.5\n"
+ ]
}
],
"source": [
"# creación de un vector numerico: la función c()\n",
"x <- c(1.1,2.2,3.3,4.4,5.5)\n",
"print(x)\n",
- "class(x)"
+ "class(x)\n",
+ "length(x)\n",
+ "sort(x)\n",
+ "rev(x)\n",
+ "str(x)"
]
},
{
"cell_type": "code",
- "execution_count": 7,
+ "execution_count": 16,
"metadata": {},
"outputs": [
{
@@ -657,6 +758,7 @@
"name": "stdout",
"output_type": "stream",
"text": [
+ " num [1:5] 0 0 0 0 0\n",
"[1] 0 0 0 0 0\n"
]
},
@@ -677,6 +779,13 @@
},
"metadata": {},
"output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " num [1:5] 0 0 0 0 0\n"
+ ]
}
],
"source": [
@@ -684,9 +793,11 @@
"x <- numeric(length = 5)\n",
"print(x)\n",
"class(x)\n",
+ "str(x)\n",
"y <- rep(0, length = 5)\n",
"print(y)\n",
- "class(y)"
+ "class(y)\n",
+ "str(y)"
]
},
{
@@ -698,7 +809,7 @@
},
{
"cell_type": "code",
- "execution_count": 8,
+ "execution_count": 17,
"metadata": {},
"outputs": [
{
@@ -765,7 +876,7 @@
},
{
"cell_type": "code",
- "execution_count": 9,
+ "execution_count": 2,
"metadata": {},
"outputs": [
{
@@ -796,7 +907,7 @@
},
{
"cell_type": "code",
- "execution_count": 10,
+ "execution_count": 3,
"metadata": {},
"outputs": [
{
@@ -880,9 +991,63 @@
},
{
"cell_type": "code",
- "execution_count": 11,
+ "execution_count": 24,
"metadata": {},
"outputs": [
+ {
+ "data": {
+ "text/html": [
+ "2"
+ ],
+ "text/latex": [
+ "2"
+ ],
+ "text/markdown": [
+ "2"
+ ],
+ "text/plain": [
+ "[1] 2"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "text/html": [
+ "'matrix'"
+ ],
+ "text/latex": [
+ "'matrix'"
+ ],
+ "text/markdown": [
+ "'matrix'"
+ ],
+ "text/plain": [
+ "[1] \"matrix\""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "text/html": [
+ "'numeric'"
+ ],
+ "text/latex": [
+ "'numeric'"
+ ],
+ "text/markdown": [
+ "'numeric'"
+ ],
+ "text/plain": [
+ "[1] \"numeric\""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
{
"data": {
"text/html": [
@@ -933,6 +1098,9 @@
"source": [
"x1 <- c(1,2,3)\n",
"x2 <- c(4,5,6)\n",
+ "mean(x1)\n",
+ "class(x1 %*% x2)\n",
+ "class(x1*x2)\n",
"mat.int <- x1 %*% x2\n",
"mat.int\n",
"class(mat.int)"
@@ -947,7 +1115,7 @@
},
{
"cell_type": "code",
- "execution_count": 12,
+ "execution_count": 5,
"metadata": {},
"outputs": [
{
@@ -1020,7 +1188,7 @@
},
{
"cell_type": "code",
- "execution_count": 13,
+ "execution_count": 6,
"metadata": {},
"outputs": [
{
@@ -1045,7 +1213,7 @@
},
{
"cell_type": "code",
- "execution_count": 14,
+ "execution_count": 7,
"metadata": {},
"outputs": [
{
@@ -1075,7 +1243,7 @@
},
{
"cell_type": "code",
- "execution_count": 17,
+ "execution_count": 11,
"metadata": {},
"outputs": [
{
@@ -1088,11 +1256,8 @@
],
"source": [
"# Solución\n",
- "x1 <- rep(11,3)\n",
- "x2 <- 1:5\n",
- "x3 <- seq(7,11, by = 2)\n",
- "tot <- c(x1,x2,x3)\n",
- "print(tot)"
+ "\n",
+ "print (c(rep(11,3), seq(1,4), seq(5,11, by=2)))"
]
},
{
@@ -1107,12 +1272,44 @@
},
{
"cell_type": "code",
- "execution_count": 18,
+ "execution_count": 25,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\t- 'Hola'
\n",
+ "\t- 'que'
\n",
+ "\t- 'tal'
\n",
+ "
\n"
+ ],
+ "text/latex": [
+ "\\begin{enumerate*}\n",
+ "\\item 'Hola'\n",
+ "\\item 'que'\n",
+ "\\item 'tal'\n",
+ "\\end{enumerate*}\n"
+ ],
+ "text/markdown": [
+ "1. 'Hola'\n",
+ "2. 'que'\n",
+ "3. 'tal'\n",
+ "\n",
+ "\n"
+ ],
+ "text/plain": [
+ "[1] \"Hola\" \"que\" \"tal\" "
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"logi <- c(FALSE, TRUE)\n",
- "char <- c(\"Hola\",\"que\",\"tal\")"
+ "char <- c(\"Hola\",\"que\",\"tal\")\n",
+ "char"
]
},
{
@@ -1125,7 +1322,7 @@
},
{
"cell_type": "code",
- "execution_count": 19,
+ "execution_count": 13,
"metadata": {},
"outputs": [
{
@@ -1157,7 +1354,7 @@
},
{
"cell_type": "code",
- "execution_count": 20,
+ "execution_count": 27,
"metadata": {},
"outputs": [
{
@@ -1166,7 +1363,7 @@
"text": [
"[1] 1.1 2.2 3.3\n",
"[1] 1 2 3\n",
- "[1] \"1\" \"2\" \"3\"\n"
+ "[1] 1 2 3\n"
]
},
{
@@ -1194,8 +1391,8 @@
"print(r)\n",
"r <- as.integer(r)\n",
"print(r)\n",
- "r <- as.character(r)\n",
"print(r)\n",
+ "r <- as.character(r)\n",
"is.character(r)"
]
},
@@ -1213,7 +1410,7 @@
},
{
"cell_type": "code",
- "execution_count": 26,
+ "execution_count": 28,
"metadata": {},
"outputs": [
{
@@ -1264,16 +1461,16 @@
{
"data": {
"text/html": [
- "'character'"
+ "'integer'"
],
"text/latex": [
- "'character'"
+ "'integer'"
],
"text/markdown": [
- "'character'"
+ "'integer'"
],
"text/plain": [
- "[1] \"character\""
+ "[1] \"integer\""
]
},
"metadata": {},
@@ -1300,10 +1497,11 @@
],
"source": [
"# Solución\n",
+ "\n",
"v <- 3:10\n",
"y <- as.character(v)\n",
"y\n",
- "class(y)\n",
+ "class(v)\n",
"is.character(y)"
]
},
@@ -1321,7 +1519,7 @@
},
{
"cell_type": "code",
- "execution_count": 27,
+ "execution_count": 18,
"metadata": {},
"outputs": [
{
@@ -1367,7 +1565,7 @@
},
{
"cell_type": "code",
- "execution_count": 28,
+ "execution_count": 19,
"metadata": {},
"outputs": [
{
@@ -1390,18 +1588,9 @@
},
{
"cell_type": "code",
- "execution_count": 29,
+ "execution_count": null,
"metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "[1] FALSE FALSE FALSE TRUE TRUE TRUE\n",
- "[1] 13 14 15\n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"x <- 10:15\n",
"# selección por vector lógico\n",
@@ -1425,63 +1614,38 @@
},
{
"cell_type": "code",
- "execution_count": 30,
+ "execution_count": 27,
"metadata": {},
"outputs": [
{
- "data": {
- "text/html": [
- "3"
- ],
- "text/latex": [
- "3"
- ],
- "text/markdown": [
- "3"
- ],
- "text/plain": [
- "[1] 3"
- ]
- },
- "metadata": {},
- "output_type": "display_data"
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[1] \"marcos\" \"conchi\" \"alvaro\" \"isabel\"\n",
+ "[1] 4\n",
+ "[1] \"conchi\" \"alvaro\"\n",
+ "[1] \"alvaro\" \"conchi\" \"isabel\" \"marcos\"\n"
+ ]
},
{
- "data": {
- "text/html": [
- "\n",
- "\t- 'bRodrigo2'
\n",
- "\t- 'cRodrigo3'
\n",
- "
\n"
- ],
- "text/latex": [
- "\\begin{enumerate*}\n",
- "\\item 'bRodrigo2'\n",
- "\\item 'cRodrigo3'\n",
- "\\end{enumerate*}\n"
- ],
- "text/markdown": [
- "1. 'bRodrigo2'\n",
- "2. 'cRodrigo3'\n",
- "\n",
- "\n"
- ],
- "text/plain": [
- "[1] \"bRodrigo2\" \"cRodrigo3\""
- ]
- },
- "metadata": {},
- "output_type": "display_data"
+ "ename": "ERROR",
+ "evalue": "Error in reverse(x): could not find function \"reverse\"\n",
+ "output_type": "error",
+ "traceback": [
+ "Error in reverse(x): could not find function \"reverse\"\nTraceback:\n",
+ "1. print(reverse(x))"
+ ]
}
],
"source": [
"# Solución\n",
- "friends <- c(\"aRodrigo1\",\"bRodrigo2\",\"cRodrigo3\")\n",
- "length(friends)\n",
- "friends[c(2,3)]\n",
- "sorted <- sort(friends)\n",
- "reversed <- rev(sorted)\n",
- "\n"
+ "\n",
+ "x <- c(\"marcos\",\"conchi\",\"alvaro\",\"isabel\")\n",
+ "print(x)\n",
+ "print(length(x))\n",
+ "print(x[c(2,3)])\n",
+ "print(sort(x))\n",
+ "print(reverse(x))\n"
]
},
{
@@ -1498,111 +1662,22 @@
},
{
"cell_type": "code",
- "execution_count": 35,
+ "execution_count": 37,
"metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- "0.8"
- ],
- "text/latex": [
- "0.8"
- ],
- "text/markdown": [
- "0.8"
- ],
- "text/plain": [
- "[1] 0.8"
- ]
- },
- "metadata": {},
- "output_type": "display_data"
- },
- {
- "data": {
- "text/html": [
- "\n",
- "\t- FALSE
\n",
- "\t- FALSE
\n",
- "\t- FALSE
\n",
- "\t- FALSE
\n",
- "\t- TRUE
\n",
- "\t- FALSE
\n",
- "
\n"
- ],
- "text/latex": [
- "\\begin{enumerate*}\n",
- "\\item FALSE\n",
- "\\item FALSE\n",
- "\\item FALSE\n",
- "\\item FALSE\n",
- "\\item TRUE\n",
- "\\item FALSE\n",
- "\\end{enumerate*}\n"
- ],
- "text/markdown": [
- "1. FALSE\n",
- "2. FALSE\n",
- "3. FALSE\n",
- "4. FALSE\n",
- "5. TRUE\n",
- "6. FALSE\n",
- "\n",
- "\n"
- ],
- "text/plain": [
- "[1] FALSE FALSE FALSE FALSE TRUE FALSE"
- ]
- },
- "metadata": {},
- "output_type": "display_data"
- },
+ "outputs": [
{
- "data": {
- "text/html": [
- "\n",
- "\t- -1
\n",
- "\t- -2
\n",
- "\t- 1
\n",
- "\t- 2
\n",
- "\t- 4
\n",
- "
\n"
- ],
- "text/latex": [
- "\\begin{enumerate*}\n",
- "\\item -1\n",
- "\\item -2\n",
- "\\item 1\n",
- "\\item 2\n",
- "\\item 4\n",
- "\\end{enumerate*}\n"
- ],
- "text/markdown": [
- "1. -1\n",
- "2. -2\n",
- "3. 1\n",
- "4. 2\n",
- "5. 4\n",
- "\n",
- "\n"
- ],
- "text/plain": [
- "[1] -1 -2 1 2 4"
- ]
- },
- "metadata": {},
- "output_type": "display_data"
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[1] -1 -2 1 2 4\n"
+ ]
}
],
"source": [
"x <- c(-1,-2, 1, 2, NA, 4)\n",
- "mean(x, na.rm = TRUE)\n",
- "is.na(x)\n",
"# elimina los missing values \n",
"x <- x[(!is.na(x))]\n",
- "x\n",
- "\n"
+ "print(x)"
]
},
{
@@ -1617,14 +1692,13 @@
},
{
"cell_type": "code",
- "execution_count": 39,
+ "execution_count": 34,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
- "[1] 1 2 4 5\n",
"[1] 1 2 4 5\n"
]
}
@@ -1632,10 +1706,7 @@
"source": [
"x <- c(-5,-4,-3,-2,-1, NA, 1, 2, NA, 4,5)\n",
"# Solución\n",
- "x <- x[(!is.na(x))& x>0]\n",
- "print(x)\n",
- "x <- x[x>0]\n",
- "print(x)"
+ "print(x[(!is.na(x)) & (x > 0)])"
]
},
{
@@ -1679,14 +1750,29 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 41,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " [,1] [,2] [,3]\n",
+ "[1,] 1 4 7\n",
+ "[2,] 2 5 8\n",
+ "[3,] 3 6 9\n",
+ " [,1] [,2] [,3]\n",
+ "[1,] 1 2 3\n",
+ "[2,] 4 5 6\n",
+ "[3,] 7 8 9\n"
+ ]
+ }
+ ],
"source": [
"# Solución\n",
"mat <- matrix(1:9, ncol = 3)\n",
- "t(mat)\n",
- "diag(mat)"
+ "print (mat)\n",
+ "print(t(mat))"
]
},
{
@@ -1700,7 +1786,7 @@
},
{
"cell_type": "code",
- "execution_count": 40,
+ "execution_count": 42,
"metadata": {},
"outputs": [
{
@@ -1756,7 +1842,7 @@
},
{
"cell_type": "code",
- "execution_count": 41,
+ "execution_count": 43,
"metadata": {},
"outputs": [
{
@@ -1785,7 +1871,7 @@
},
{
"cell_type": "code",
- "execution_count": 42,
+ "execution_count": 44,
"metadata": {},
"outputs": [
{
@@ -1815,7 +1901,7 @@
},
{
"cell_type": "code",
- "execution_count": 43,
+ "execution_count": 45,
"metadata": {},
"outputs": [
{
@@ -1853,7 +1939,7 @@
},
{
"cell_type": "code",
- "execution_count": 44,
+ "execution_count": 46,
"metadata": {},
"outputs": [
{
@@ -1896,7 +1982,7 @@
},
{
"cell_type": "code",
- "execution_count": 45,
+ "execution_count": 47,
"metadata": {},
"outputs": [
{
@@ -1945,9 +2031,19 @@
},
{
"cell_type": "code",
- "execution_count": 46,
+ "execution_count": 50,
"metadata": {},
"outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[1] 3 4\n",
+ " [,1] [,2]\n",
+ "[1,] 1 2\n",
+ "[2,] 3 4\n"
+ ]
+ },
{
"data": {
"text/html": [
@@ -1983,6 +2079,8 @@
],
"source": [
"v <- c(3,4)\n",
+ "print (v)\n",
+ "print (M)\n",
"M+v"
]
},
@@ -2006,7 +2104,7 @@
},
{
"cell_type": "code",
- "execution_count": 47,
+ "execution_count": 51,
"metadata": {},
"outputs": [
{
@@ -2048,7 +2146,7 @@
},
{
"cell_type": "code",
- "execution_count": 48,
+ "execution_count": 52,
"metadata": {},
"outputs": [
{
@@ -2097,7 +2195,7 @@
},
{
"cell_type": "code",
- "execution_count": 49,
+ "execution_count": 53,
"metadata": {},
"outputs": [
{
@@ -2129,7 +2227,7 @@
},
{
"cell_type": "code",
- "execution_count": 50,
+ "execution_count": 54,
"metadata": {},
"outputs": [
{
@@ -2276,13 +2374,19 @@
},
{
"cell_type": "code",
- "execution_count": 52,
+ "execution_count": 59,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
+ " [1] 1 2 3 4 5 6 7 8 9 10 11 12\n",
+ " [,1] [,2] [,3]\n",
+ "[1,] 1 5 9\n",
+ "[2,] 2 6 10\n",
+ "[3,] 3 7 11\n",
+ "[4,] 4 8 12\n",
" [,1] [,2] [,3]\n",
"[1,] 1 5 9\n",
"[2,] 2 6 10\n",
@@ -2302,14 +2406,18 @@
],
"source": [
"# Solución\n",
- "v <- 1:12\n",
- "B <- matrix(v,nrow = 4, ncol = 3)\n",
- "print(B)\n",
- "colnames(B) <- c(\"x\",\"y\",\"z\")\n",
- "rownames(B) <- c(\"a\",\"b\",\"c\",\"d\")\n",
- "print(B)\n",
+ "\n",
+ "v <- c(1:12)\n",
+ "print (v)\n",
+ "dim(v) <- c(4,3)\n",
+ "print (v)\n",
+ "B <- matrix(v, nrow = 4, ncol = 3)\n",
+ "print (B)\n",
+ "colnames(B) <- c(\"x\", \"y\", \"z\")\n",
+ "rownames(B) <- c(\"a\", \"b\", \"c\", \"d\")\n",
+ "print (B)\n",
"subB <- B[2:4,]\n",
- "print(subB)"
+ "print (subB)"
]
},
{
@@ -2323,7 +2431,7 @@
},
{
"cell_type": "code",
- "execution_count": 53,
+ "execution_count": 60,
"metadata": {},
"outputs": [
{
@@ -2350,7 +2458,7 @@
},
{
"cell_type": "code",
- "execution_count": 54,
+ "execution_count": 61,
"metadata": {},
"outputs": [
{
@@ -2406,7 +2514,7 @@
},
{
"cell_type": "code",
- "execution_count": 55,
+ "execution_count": 62,
"metadata": {},
"outputs": [
{
@@ -2454,7 +2562,7 @@
},
{
"cell_type": "code",
- "execution_count": 56,
+ "execution_count": 63,
"metadata": {},
"outputs": [
{
@@ -2553,7 +2661,7 @@
},
{
"cell_type": "code",
- "execution_count": 58,
+ "execution_count": 65,
"metadata": {},
"outputs": [
{
@@ -2658,14 +2766,13 @@
},
{
"cell_type": "code",
- "execution_count": 60,
+ "execution_count": 66,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
- "[1] \"San\" \"Tor\" \"Ovi\" \"Ovi\" \"San\" \"Ovi\" \"San\" \"Tor\" \"Ovi\"\n",
"[1] San Tor Ovi Ovi San Ovi San Tor Ovi\n",
"Levels: Ovi San Tor\n"
]
@@ -2673,14 +2780,13 @@
],
"source": [
"ciudades <- c(\"San\",\"Tor\",\"Ovi\",\"Ovi\",\"San\",\"Ovi\",\"San\",\"Tor\",\"Ovi\")\n",
- "print(ciudades)\n",
"ciudadesf <- factor(ciudades)\n",
"print(ciudadesf)"
]
},
{
"cell_type": "code",
- "execution_count": 61,
+ "execution_count": 67,
"metadata": {},
"outputs": [
{
@@ -2771,7 +2877,7 @@
},
{
"cell_type": "code",
- "execution_count": 62,
+ "execution_count": 68,
"metadata": {},
"outputs": [
{
@@ -2831,7 +2937,7 @@
},
{
"cell_type": "code",
- "execution_count": 63,
+ "execution_count": 69,
"metadata": {},
"outputs": [],
"source": [
@@ -2847,7 +2953,7 @@
},
{
"cell_type": "code",
- "execution_count": 64,
+ "execution_count": 70,
"metadata": {},
"outputs": [],
"source": [
@@ -2863,7 +2969,7 @@
},
{
"cell_type": "code",
- "execution_count": 65,
+ "execution_count": 71,
"metadata": {},
"outputs": [
{
@@ -2983,7 +3089,7 @@
},
{
"cell_type": "code",
- "execution_count": 66,
+ "execution_count": 72,
"metadata": {},
"outputs": [
{
@@ -3067,7 +3173,7 @@
},
{
"cell_type": "code",
- "execution_count": 67,
+ "execution_count": 73,
"metadata": {
"scrolled": false
},
@@ -3098,7 +3204,7 @@
},
{
"cell_type": "code",
- "execution_count": 68,
+ "execution_count": 74,
"metadata": {},
"outputs": [
{
@@ -3186,7 +3292,7 @@
},
{
"cell_type": "code",
- "execution_count": 69,
+ "execution_count": 75,
"metadata": {},
"outputs": [
{
@@ -3218,7 +3324,7 @@
},
{
"cell_type": "code",
- "execution_count": 74,
+ "execution_count": 77,
"metadata": {},
"outputs": [
{
@@ -3336,11 +3442,12 @@
],
"source": [
"# Solución\n",
- "df$media <- (df$tiempo1 + df$tiempo2)/2\n",
+ "\n",
+ "df$media = (df$tiempo1 + df$tiempo2)/2\n",
"df$test <- df$media < 13\n",
"df$media\n",
"df$test\n",
- "plot(df$edad,df$tiempo1, xlab = \"edad\", ylab = \"tiempo1\")"
+ "plot (df$edad, df$tiempo1, xlab = \"edad\", ylab =\"tiempo1\")"
]
},
{
@@ -3355,7 +3462,7 @@
},
{
"cell_type": "code",
- "execution_count": 75,
+ "execution_count": 78,
"metadata": {},
"outputs": [
{
@@ -3426,9 +3533,17 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 1,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[1] \"Hello world\"\n"
+ ]
+ }
+ ],
"source": [
"# Es posible definir una función sin ninguna variable de entrada (aunque no tiene mucho sentido)\n",
"# Función \"sin función\"\n",
@@ -3440,9 +3555,28 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 2,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "12"
+ ],
+ "text/latex": [
+ "12"
+ ],
+ "text/markdown": [
+ "12"
+ ],
+ "text/plain": [
+ "[1] 12"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"# Ejemplo de función con dos variables de entrada\n",
"# Calcula la suma de dos números\n",
@@ -3454,9 +3588,37 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 3,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\t- 1
\n",
+ "\t- 100
\n",
+ "
\n"
+ ],
+ "text/latex": [
+ "\\begin{enumerate*}\n",
+ "\\item 1\n",
+ "\\item 100\n",
+ "\\end{enumerate*}\n"
+ ],
+ "text/markdown": [
+ "1. 1\n",
+ "2. 100\n",
+ "\n",
+ "\n"
+ ],
+ "text/plain": [
+ "[1] 1 100"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"# Cálculo del máximo y el mínimo de un vector\n",
"max.min <- function(x) {\n",
@@ -3477,7 +3639,7 @@
},
{
"cell_type": "code",
- "execution_count": 76,
+ "execution_count": 11,
"metadata": {},
"outputs": [
{
@@ -3526,7 +3688,12 @@
"source": [
"peso = c(55, 63, 77, 82, 61, 75, 92)\n",
"altura = c(1.60, 1.73, 1.71, 1.75, 1.58, 1.72, 1.81)\n",
- "# crea la función IMC"
+ "# crea la función IMC\n",
+ "#::GMG::09/10/2018\n",
+ "imc <- function(peso,altura) {\n",
+ " return (c(peso/altura^2))\n",
+ "}\n",
+ "imc(peso,altura)"
]
},
{
@@ -3538,9 +3705,46 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 12,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "1"
+ ],
+ "text/latex": [
+ "1"
+ ],
+ "text/markdown": [
+ "1"
+ ],
+ "text/plain": [
+ "[1] 1"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "text/html": [
+ "1.44269504088896"
+ ],
+ "text/latex": [
+ "1.44269504088896"
+ ],
+ "text/markdown": [
+ "1.44269504088896"
+ ],
+ "text/plain": [
+ "[1] 1.442695"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"log(exp(1))\n",
"log(exp(1), base = 2)"
@@ -3548,7 +3752,7 @@
},
{
"cell_type": "code",
- "execution_count": 77,
+ "execution_count": 14,
"metadata": {},
"outputs": [
{
@@ -3624,7 +3828,7 @@
" } else if (operator == \"power\") {\n",
" return(x^y)\n",
" } else if (operator == \"divide\") {\n",
- " return(x/y)\n",
+ " return(x/y) \n",
" }\n",
"}\n",
"operate.2num(10, 2)\n",
@@ -3667,7 +3871,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
@@ -3684,7 +3888,7 @@
},
{
"cell_type": "code",
- "execution_count": 78,
+ "execution_count": 16,
"metadata": {},
"outputs": [
{
@@ -3771,23 +3975,9 @@
},
{
"cell_type": "code",
- "execution_count": 79,
+ "execution_count": null,
"metadata": {},
- "outputs": [
- {
- "name": "stderr",
- "output_type": "stream",
- "text": [
- "Warning message in library():\n",
- "“libraries ‘/usr/local/lib/R/site-library’, ‘/usr/lib/R/site-library’ contain no packages”"
- ]
- },
- {
- "data": {},
- "metadata": {},
- "output_type": "display_data"
- }
- ],
+ "outputs": [],
"source": [
"library()"
]
@@ -3801,64 +3991,9 @@
},
{
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- "execution_count": 80,
+ "execution_count": null,
"metadata": {},
- "outputs": [
- {
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- "\t- 'package:methods'
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- "\t- 'package:base'
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- "
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- ],
- "text/latex": [
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- ],
- "text/markdown": [
- "1. '.GlobalEnv'\n",
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- "[10] \"package:base\" "
- ]
- },
- "metadata": {},
- "output_type": "display_data"
- }
- ],
+ "outputs": [],
"source": [
"search()"
]
@@ -3995,17 +4130,9 @@
},
{
"cell_type": "code",
- "execution_count": 90,
+ "execution_count": null,
"metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "[1] \"Mi nombre es Rodrigo\"\n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"source(\"/home/jovyan/R/show.name.R\")\n",
"show.name(\"Rodrigo\")"
diff --git a/R_S2_Exploracion_de_datos/R_S2_Exploracion_de_datos.ipynb b/R_S2_Exploracion_de_datos/R_S2_Exploracion_de_datos.ipynb
index 4d3b89e..b3f7131 100644
--- a/R_S2_Exploracion_de_datos/R_S2_Exploracion_de_datos.ipynb
+++ b/R_S2_Exploracion_de_datos/R_S2_Exploracion_de_datos.ipynb
@@ -98,9 +98,23 @@
},
{
"cell_type": "code",
- "execution_count": null,
- "metadata": {},
- "outputs": [],
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "'data.frame':\t150 obs. of 6 variables:\n",
+ " $ Id : int 1 2 3 4 5 6 7 8 9 10 ...\n",
+ " $ SepalLengthCm: num 5.1 4.9 4.7 4.6 5 5.4 4.6 5 4.4 4.9 ...\n",
+ " $ SepalWidthCm : num 3.5 3 3.2 3.1 3.6 3.9 3.4 3.4 2.9 3.1 ...\n",
+ " $ PetalLengthCm: num 1.4 1.4 1.3 1.5 1.4 1.7 1.4 1.5 1.4 1.5 ...\n",
+ " $ PetalWidthCm : num 0.2 0.2 0.2 0.2 0.2 0.4 0.3 0.2 0.2 0.1 ...\n",
+ " $ Species : Factor w/ 3 levels \"Iris-setosa\",..: 1 1 1 1 1 1 1 1 1 1 ...\n"
+ ]
+ }
+ ],
"source": [
"iris.kagg <- read.table(file = \"data/Iris.csv\", sep = \",\", header = TRUE)\n",
"str(iris.kagg)"
@@ -164,9 +178,20 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 2,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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UrfPjAMP0hBDUTyN5b5SUT65jv9HQfQ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\nAoABEAkABkAkABgAkQBgwP8BdbwXl5Yx8E8AAAAASUVORK5CYII=",
+ "text/plain": [
+ "Plot with title “Edgar Anderson's Iris Data”"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"plot(iris$Sepal.Length, iris$Sepal.Width, \n",
"main=\"Edgar Anderson's Iris Data\")"
@@ -188,18 +213,68 @@
},
{
"cell_type": "code",
- "execution_count": null,
- "metadata": {},
- "outputs": [],
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\t- 'setosa'
\n",
+ "\t- 'versicolor'
\n",
+ "\t- 'virginica'
\n",
+ "
\n"
+ ],
+ "text/latex": [
+ "\\begin{enumerate*}\n",
+ "\\item 'setosa'\n",
+ "\\item 'versicolor'\n",
+ "\\item 'virginica'\n",
+ "\\end{enumerate*}\n"
+ ],
+ "text/markdown": [
+ "1. 'setosa'\n",
+ "2. 'versicolor'\n",
+ "3. 'virginica'\n",
+ "\n",
+ "\n"
+ ],
+ "text/plain": [
+ "[1] \"setosa\" \"versicolor\" \"virginica\" "
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"levels(iris$Species)"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 4,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "'data.frame':\t50 obs. of 5 variables:\n",
+ " $ Sepal.Length: num 5.1 4.9 4.7 4.6 5 5.4 4.6 5 4.4 4.9 ...\n",
+ " $ Sepal.Width : num 3.5 3 3.2 3.1 3.6 3.9 3.4 3.4 2.9 3.1 ...\n",
+ " $ Petal.Length: num 1.4 1.4 1.3 1.5 1.4 1.7 1.4 1.5 1.4 1.5 ...\n",
+ " $ Petal.Width : num 0.2 0.2 0.2 0.2 0.2 0.4 0.3 0.2 0.2 0.1 ...\n",
+ " $ Species : Factor w/ 3 levels \"setosa\",\"versicolor\",..: 1 1 1 1 1 1 1 1 1 1 ...\n",
+ "'data.frame':\t50 obs. of 5 variables:\n",
+ " $ Sepal.Length: num 5.1 4.9 4.7 4.6 5 5.4 4.6 5 4.4 4.9 ...\n",
+ " $ Sepal.Width : num 3.5 3 3.2 3.1 3.6 3.9 3.4 3.4 2.9 3.1 ...\n",
+ " $ Petal.Length: num 1.4 1.4 1.3 1.5 1.4 1.7 1.4 1.5 1.4 1.5 ...\n",
+ " $ Petal.Width : num 0.2 0.2 0.2 0.2 0.2 0.4 0.3 0.2 0.2 0.1 ...\n",
+ " $ Species : Factor w/ 3 levels \"setosa\",\"versicolor\",..: 1 1 1 1 1 1 1 1 1 1 ...\n"
+ ]
+ }
+ ],
"source": [
"# Extraigo los datos que corresponden únicamente a la especie de Iris setosa\n",
"ind <- which(iris$Species == \"setosa\")\n",
@@ -219,7 +294,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
@@ -229,9 +304,20 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 6,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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GwAAABa4DQXT7z22mu7du168cUX586d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8z5UrV9q1a9c6eQAAAADERmsKu9DQ0L17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\nAElFTkSuQmCC",
+ "text/plain": [
+ "plot without title"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"plot(setosa$Sepal.Length, setosa$Sepal.Width, xlim = c(4, 8), ylim = c(2, 4.5))\n",
"points(virginica$Sepal.Length, virginica$Sepal.Width, col = \"blue\")\n",
@@ -247,9 +333,20 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 7,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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ePHhRDBwcGLFi1SqVQ2/1XxaFNzc/OK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V6tNPPzUxMcnLy9NzMeiFk5BAmEyya9c/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\nAQAAADACwQ4AAACAEQh2AAAAAIz4f2sKC4wITLJMAAAAAElFTkSuQmCC",
+ "text/plain": [
+ "plot without title"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"plot(iris$Sepal.Length, iris$Sepal.Width, col = iris$Species)"
]
@@ -263,18 +360,43 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 3,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "Installing package into ‘/home/jovyan/R/x86_64-pc-linux-gnu-library/3.4’\n",
+ "(as ‘lib’ is unspecified)\n"
+ ]
+ }
+ ],
"source": [
"install.packages(\"lattice\")"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 4,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {},
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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9d+880309LSrr1bv379bFd78sknCz8tiqOziYWx5HK60o0bXlU4LqWanQAAUPDc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\nW9Wumi4kam24OtfQTGdfI2bmIA37RY0/VpeaqlhaW07pYpJmDsr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WdkY5bStnLikyQT3rZp/3rKuj0Yq9nMOqBN1eO/vwyTaSTb8ddFq2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IED7+7qgHnz5vn5+VWr9lBHzK9fv758+fKkpKQ7kRYt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\n/h+RUe+oGr0EpwAAAABJRU5ErkJggg==",
+ "text/plain": [
+ "plot without title"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"library(lattice)\n",
"xyplot(Sepal.Width~Sepal.Length, data = iris)"
@@ -282,27 +404,75 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 10,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {},
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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58+y5Ytu3Or2Wz+6KOPXn/99XfeeUdS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eifbb0WgDpjvDrjpC4rDmKlIzsHtgqc/+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\nTfwfc7+qxqKclZQAAAAASUVORK5CYII=",
+ "text/plain": [
+ "plot without title"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"xyplot(Sepal.Width~Sepal.Length|Species, data = iris)"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 5,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {},
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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AAWQbADAACwCIIdAACARRDsAAAALIJgBwAAYBEEOwAAAIsg2AEAAFgEwQ4AAMAi\nCHYAAAAWQbADAACwCIIdAACARRDsAAAALIJgBwAAYBEEOwAAAIsg2AEAAFgEwQ4AAMAiCHYA\nAAAWQbADAACwCIIdAACARRDsAAAALIJgBwAAYBEEOwAAAIsg2AEAAFgEwQ4AAMAiCHYAAAAW\nQbADAACwCIIdAACARbiY3QCAwhV1St/s1cEEVSmnHrXUPsTshgAAhYYjdoCVvbhajWfq24Ny\ncdLWE+ryuQZ+o7QMs9sCABQOjtgBljVrp97bpGUDdGfty5Vd8bprvp77UR/0MLUzAEDh4Igd\nYFnTNmt0qyupTtKtAXq7uz7ZoVQO2gGAFRHsAGuyG9odr841ctc719CFdB06Y0ZPAIBCRrAD\nrMkmOdmUYc9dz6o424q+IwBAoSPYAdZks6lpkL49mLv+7UH5uKtWeTN6AgAUMoIdYFlj2+qj\nrfr3dtmNy5Xv/9DT3+tfreXmbGpnAIDCwV2xgGWF1dHUnnrmB72+XvX9FX1WBxL0ZEu92N7s\nzgAAhYNgB1jZiObqU1crD+rQGfW+RV1CVaeC2T0BAAoNwQ6wuMCyevA2s5sAABQJrrEDAACw\nCIIdAACARRDsAAAALIJgBwAAYBEEOwAAAIsg2AEAAFgEwQ4AAMAiCHYAAAAWQbADAACwCIId\nAACARRDsAAAALIJgBwAAYBEEO8AxLmZqZ5wOnlGmYXYrAIDSysXsBoAS79xFTVyrqZuVbpck\nvzKa2EkRLeRsM7szAEApQ7ADCiTDrp5fKP68FvRXh+pKTdeSfXpxtQ6e0Qc9zG4OAFDKEOyA\nAvlqt/bEa+/jCiorSX5lNLKF6vur6+ca2UK3VDC7PwBAacI1dkCBRP6h8LqXU122TtVVq7x+\nOGxOSwCAUotgBxTImVRV8sqjXslLZ1KLvBsAQOlGsAMKpJqP9p3OXcw0dCBB1XzMaAgAUIoR\n7IACGdBQ3x7U+uirih9s0oV09aptUk8AgNKKmyeAAukQoidaqsscPdpcHasrNV2L9+o/BzQr\nXBU9zW4OAFDKEOyAgnrvDnUL1ZSfNX+XPF3VIlg7HtWtAWa3BQAofQh2gAPcWVt3cuIVAGA2\nrrEDAACwCIIdAACARRDsAAAALIJgBwAAYBEEOwAAAIsg2AEAAFgEwQ4AAMAiCHYAAAAWQbAD\nAACwCIIdAACARRDsAAAALIJgBwAAYBHFK9ilpqaGhoZWqVIlvwFTp06tWbOmu5XHNccAACAA\nSURBVLt73bp1586dW5S9AQAAFHMuZjdwlfHjxx87diwgICDPrf/+97+ffvrp119/vWXLlqtX\nrx46dKiPj09YWFgRNwnAIS5masZWrT2i+POqW1HDblO7amb3BAAlXDE6Yrdr166pU6cOHTo0\nz62GYUyaNGnkyJHPPPNM+/btx48f379//9dff72ImwTgEEeSdOsMvf2zQv101y1KuaROszVq\nlQzD7M4AoCQrLkfs7Hb7I488EhERUa1atVWrVl074ODBg0ePHg0PD8+u9O7de/DgwefOnStX\nrlwRdgrAAYYuVTUfLRkgb7fLlY0x6j5Xrapo0K2mdgYAJVlxOWI3c+bMY8eOTZw4Mb8BBw4c\nkFSzZs3sStbXBw8eLIL2ADjQwTNad1TT7ryS6iT9o6oeaqrPfjWvLQAo+YrFEbvY2Nhx48bN\nmjWrbNmy+Y05d+6cpJwH57y9vbPr+Zk4ceLy5cvz22F6evrf7BhAARxIUFk31auYu94iWIv3\nmtEQAPwtly5dGjVqVH5nDsPCwl5++eUibqlYBLtRo0a1a9eub9++Dt/zHXfcERgYmOemPXv2\nfPTRRw5fEcANebjoYoYuZcrN+ap68iV5uprUEwD8dc7Ozj179mzQoEGeWxs3blzE/ag4BLtv\nv/02MjJy165d1x/m6+sr6ezZsz4+PlmVpKSk7Hp+WrZs2bJlyzw3RUZGfvzxx3+nYwAF06Ky\nnJ30zV4NbHilaBj6ejc3xgIoSbKCXY8ePcxu5Arzr7FbuHBhSkpKzZo1XVxcXFxcnnrqqePH\nj7u4uEydOjXnsDp16ujqK+r279/v7OycVQdQgni7aWxbRazQvN9lNyTp1AX9c5l2xOq5tmY3\nBwAlmflH7F577bWnnnoq++W8efNmz579448/BgUF5RxWs2bN2rVrL1mypEuXLlmVpUuXdujQ\nwdPTs0jbBeAIL7WXu7NGrNCjK1TRU8fO6dYA/TBEtcub3RkAlGTmB7vKlStXrlw5+2VgYKCL\ni0vDhpfP0MyYMWP+/PkbNmyQ9OKLLz744INVqlRp3br1ihUrvv322//+97/mNA2gYJxsGttW\nDzXVthM6eV71KqpZsJxtZrcFACWc+cHu+qKjozdt2pT19ZAhQ1JSUt5+++2XX365du3aCxYs\n6Nixo6ndASiQip7qUcvsJgDAQmxGaX3Qe2RkZHh4eFpamtmNAACAEsnDw2PJkiXcPAEAAADH\nI9gBAABYBMEOAADAIgh2AAAAFkGwAwAAsAiCHQAAgEUQ7AAAACyCYAcAAGARBDsAAACLINgB\nAABYBMEOAADAIlzMbgDAXxBzTgv26NAZtaqi+xqoDP+CAQA58L8FoMQYsEgL9siQnJ00c6se\n/Y/evUOPtTC7LQBAsUGwA0qG/gu1KEoDGurTcHm66GCiwr/UyG/l76X+9c1uDgBQPHCNHVAC\nXMjQN3t1XwN92U+eLpJU209Rj6mSl/4VaXZzAIBig2AHlADL9ssw9HqX3PV76utEshkNAQCK\nJYIdUAIkXpAMBXnnrlfwkGGY0RAAoFgi2AElQNtqkk3zf89dX3tUHq5mNAQAKJYIdkAJ0KjS\n5cvpYs5dKS6K0rpo9aptXlsAgGKGu2KBkmHV/Wr9maq/r9uCVLms9pzWH2dU3Vfz+pndGQCg\n2OCIHVAy3BakM88pvK6OndWPfyo9UxM76c8n5cY/YgDA/3DEDigxPF20+F6zmwAAFGP8sQ8A\nAGARBDsAAACLINgBAABYBMEOAADAIgh2AAAAFkGwAwAAsAiCHQAAgEUQ7AAAACyCYAcAAGAR\nBDsAAACLINgBAABYBMEOAADAIgh2AAAAFuFidgNA8ZKaqXafamecMg3ZbCrvoZUD1bKK2W0V\nezvjNGGtfo3VpUw1qqSxbdWxutk9AShahmHM3zJ/5k8z98Xt8/P0a3dLuwlhE6r4Of4X6NGE\no+OXj99waEPShaR6QfUe6/TYgBYDHL5KCcURO+CKEykqN0nbY1XVR33rqWmgEi+o1aeautns\nzoq3T3ao+b/l6qSJnfTuHapSTl0/1ys/md0WgCKUac/s91G/R+c++o9a/5g5eObTdzx9IO5A\n3ZfqrjuwzrELrd63uv7L9f88/eezPZ6dOXhmq9BWD85+cMC/B9gNu2MXKqFshmGY3YM5IiMj\nw8PD09LSzG4ExUjtqTqUqMgH1L3m5Upqpsq/oXS7Ml42tbNi7ESyak3Vu3doRPMrxVWHdNd8\nbXlYzYLM6wxAEZr98+xRX47a+sLWOoF1siqGYYycP/K73d8deP2Ai5NjzhBeyrhU64VafW/r\n+8GAD7KLUSeibp90+78H/3tQy0EOWeXmeXh4LFmypEePHkW87nVwxA644o8k1a1wJdVJ8nDW\nez2VaejrKPPaKt6W7lNgWT3a7Kpiz1pqH6Kvd5vUE4Ai9+WWL4f/Y3h2qpNks9le6/NazJmY\nzYcddtZj46GNJ8+dnBg+MWexfnD9Ia2HfLnlS0etUqIR7IArDEONrznCNLyJJK0/UuTdlBBH\nz6puRdlsuev1KuroWTMaAmCG6IToekH1chXLe5UPKBdwNOGoo1Y5euZosE+wj4dPrnq9oHoO\nXKVEI9gBV4lOyl3ZclySqvsVfS8lg18ZnTyfRz3+vPzKFHk3AEzi6+l78tzJXMVLGZeSLiT5\neTnsF6ifp1/C+YQMe0au+slzJx24SolGsAOu8CmjLceVcumq4tClkjTydlM6KgG619TOOG09\ncVXx6Fl9d+iqk9oArK17g+7zNs27cOlCzuK8TfNsNts/av7DUau0q90uIzPjqy1f5Syev3h+\n/ub53et3d9QqJRrBDrhiTrgyDZV/S+PX6kyqvo5S8Ds6nKieteXhbHZzxVXTIA1prF5f6LNf\ndSZV5y5q8V51mq2WVdSnrtnNASgqY7qOybBndH6789oDa9PS044nHZ/07aSR80e+1ue1ch7l\nHLVKea/y48PGP/L5I29999aJpBOp6alr9q3p+HZHFyeXJzo/4ahVSjTuiuWuWFzl89/18HJd\nyrz80iYNbKQv+praU7GXbte7v+i1dZcPdro5a3QrvdReZd3M7gxAETqRdOKZRc98ueXLrGgR\n7Bs8+Z7J97e83+ELzfl5ztjFY+POxkmy2WwPtHpgcr/JgT6BDl/ohorhXbEEO4Id8rA1Vgv3\nqFmw7qkjZ47V3ZxLmdqfoEuZqu8vD559DpRWZ1PPRp2I8vf2r1GxhrNTYf0CzbRnHj59OCEl\noX5QfQceEfyrimGw47cvkIcWQWrBA9j+Ijdn3RpgdhMAzObj4dO6ZuvCXsXZybl2QO3aAbUL\ne6ESh2vsAAAALIJgBwAAYBEEOwAAAIsg2AEAAFgEwQ4AAMAiCHYAAAAWQbADAACwCIIdAACA\nRRDsAAAALIJgBwAAYBEEOwAAAIsg2AEAAFiEi9kNAMVOYpq+PagDCQoqqw7VVa9iYS20IVpb\njis1Qw381esWud7E31n7TmvtUZ1I1i0V1LOWynsUVm8AgJKIYAdcZf4uPfmdXJxUt6LiUvT4\nt3qshd6546ZS1807eV7DlurHw7q1kjxcNHmjgr01p49ur5zvlAy7nvpeM7aqVnkFltW/t+vJ\nVXq/hx5o5MjGAAAlGsEOuGLtUQ1dqkldNKaVXJwkac0RDfpG7i6a0s1hqxiG7lmgixna/Zhu\nqSBJSWka/Z16fqG9IxXglfesF1frq92KfECda0hShl1TN2vYMgV7X64AAMA1dsAVkzdqYEM9\n0+ZyqpPUqbqm9dT0LUq55LBVNsTolxgtvPdyqpPkW0afhivASx9vz3vKhXRN3aypPa9kOBcn\n/au1HmikyRsd1hgAoKQj2AFXbD2uu27JXex1iy5maFe8w1bZdkK3VlKIz1VFZ5t61NK2E3lP\n2R2v1Az1qp27ftct2prPFABAKUSwA67INK4cq8uWVcm0O2yVDHveV+y5OCkjn1UyDdmUd28O\nbAwAUNIR7IArbg3QT0dyF9cekbOT6vk7cpXfTyohNY+FGlXKe0rdinJx0tqjues/HdGt+UwB\nAJRCBDvgiida6uPtWrLvSuXQGT3+rQbdqgqOe7BIl1DVLK9/LlVS2uVKhl3jf9KueD3UNO8p\nfmX0QCM98a0OnrlSXLZfH23V47c7rDEAQEnHXbHAFf3q6eUOGrBITYPUqJJik/X9H+pUQ9Pv\ndOQqrk5afJ/u/lq1p6lzDZV10/qjSkjVV/eopl++s6b21IBFajhD3Wsq2Fu7TmrbCb3YXvc1\ncGRvAIASjWAHXOWFdrqnvr7cpYNnVLuCRjTXndfcslBwdSpo5wh98bs2H1dquh5ppmG33eCg\nYFk3rRik7w7px8M6kazuNfVZuOoW2sOTAQAlEcEOyK1OBY3vWOiruDrpn030zyZ/bVaPWupR\nq3AaAgCUfFxjBwAAYBEEOwAAAIsg2AEAAFgEwQ4AAMAiCHYAAAAWQbADAACwCIIdAACARRDs\nAAAALIJgBwAAYBEEOwAAAIsg2AEAAFgEwQ4AAMAiCHbIg2Eo/rzZTeTjUqYS0/7aFLuhUxcK\npxsAuMap5FN2w252FyilXMxuAMVL9Fk9+4NWHND5dHm7Kbyu3uyqyt5mtyVJWnNEY3/Ujlhl\n2BVUVqNaakxruTtfb8qhM3r6e33/h1Iz5OOu/g00qYv8PYuqYwClyankUy8seWHBtgVnU896\nuHp0b9D97f5v1wqoZXZfKF04Yocrok6p8UzFpuire7T7Mc29W3+cUZOZOnTG7M6k/9uh7nPV\nPFirh2rnCL3UQVM3q8c8ZeT/V/G2E2oyU2kZWnyfdj+mT8K0I1ZNP9bx5CLsG0DpcDzp+G0T\nb9t2dNsnQz/ZPWH34scWp6WnNZnYZNuRbWa3htLFZhiG2T2YIzIyMjw8PC3tL57Vs7SeX8jZ\npuUD5WS7XMk0dMdc+ZTRN/ea2Vhimqq9p7e66rEWV4rHzunWj/ROdw2/Le9ZrT9VqJ++uPtK\n5VKm2s1SA399Fl64DQMobYbPHr7nxJ71z653c3HLLt7/yf2HTx3+5flfTGwMhcrDw2PJkiU9\nevQwu5ErOGKHy86n68fDerrNlVQnydmmf7XWygPXOzBWBFb/KRcnPdLsqmKVchrYUMv25z0l\nLkWbjumZNlcV3Zz1ZEstz2cKAPxty39b/mSXJ3OmOknP3PHMpsOb4s7GmdUVSiGCHS47fUEZ\ndoX45q6H+OriX79fwbFOpqiyt1yu+WkN8dXJlHymnL884NopCalK57JmAI6TnpmekJIQUiEk\nVz2rcvLcSTOaQilFsMNlFT3l4qQjSbnrR5JUxkV+Zczo6X8qldWxc3kcNTyapMCyeU/Jquf5\ndip4yJUffACO4+rsWqFshSMJR3LVj5w+IinQJ7DoW0Kpxf/fcJmXq7qFaspG2XNcdZlh19s/\nq1ftPI6WFaUuNWQ39NHVlyBHn9X8XepTN+8plbzUuore2qCcF5FezNT7m/KdAgB/W58mfd7/\n8f2LGRezK4ZhvPXdW61rtq5UrpKJjaG04XEnuOK9Hmr9iTrM1tNtVNNPBxL01kb9mahND5nc\nmG8Zvd9Dj/xHe+I1oKF8y2hjjF5dq+bBGtw431nT71SH2eo+T6NbKcRHe07pjfU6k6pXBxZh\n6wBKh1f7vNpyUsuWk1o+3/P5BsENjiYcff/H9zcd3rT22bVmt4bShWCHK+pU0O8RevYHDV6s\n5EvycVd4XS0doKB8TncWpeG3qVZ5PfejPvtV6XZV9tZTbfRkSznb8p3SNEi/jdAzP+i+hTqf\nLr8yureBXuusijzHDoCjBfkE7Xhpx4tLX4yYF5F4IdHL3euOBnf89spvof6hZreG0oXHnfC4\nkzwYhk6nFtMH+V7K1IV0+f6Va/7shs6kkucAFJHTKafLe5V3snGxk/UVw8edcMQOebDZimmq\nk+TmLLfrftrEtZxspDoARadi2Ypmt4DSi78nAAAALIJgBwAAYBEEOwAAAIsg2AEAAFgEwQ4A\nAMAiCHYAAAAWQbADAACwCIIdAACARRDsAAAALIJgBwAAYBEEOwAAAIsoFsEuNTX1ueeeCwkJ\ncXd3r169+ptvvpmRkXHtsN69e9uuNmLEiKLvFgAAoHhyMbsBSRo+fPjq1avfeOON2rVrr1+/\n/oUXXkhPT3/ppZdyDUtOTg4LCxszZkx2JTg4uGg7RckzeaMW7dXJZFUupydaaWCDG09ZeVBv\nbdDRs6rgqV619WqnG09JSNVnv2p3vMq4qHmwhjaWm3PBe3eM305qwR79cUZVyql7TXWvaXZD\nAIBCYzMMw9wOkpKSatSo8cEHHwwZMiSr0r9//0OHDv3666+5RjZr1qxjx47vvPOOQ9aNjIwM\nDw9PS0tzyN5QDJ1JU6MZOp6sAC/5e+p4spLS1DxImx+SU/6HqjvP0ZojKuemKj46k6q4FFX0\n0M4Rqlwu3ynL9mv4MlX0VLtqupCu1X/Kp4yW3Kf6/oXxtv4Cw9BzP+rdX9S2mur7K+acIg/p\nrlv0RT95FIu/6QCgZPPw8FiyZEmPHj3MbuQK83+7+/r6JiYm5qy4uLi4uOTR2Llz58qWLVtU\nfaHE6zxHJ1O0fIB617lceecXPfO9hizTvL55T/nX91pzRC+002udL1fWHtEd89Rutg6PynvK\nn0kasEjP/UMvtpeLkySdu6hhy9TnK+1+zOTjdp/+qo+26bsH1DX0cmXfafX8Qs98r+l3mtkY\nAKCQFItr7LKkpqbGxcV9/PHHy5Yte+qpp64dkJyc7OXlVfSNoSQ6k6bf4vREqyupTtJTrdWh\nur6JynfWZ7+qceCVVCepQ3W91kV/JupgYt5TPt2h+v56pcPlVCepnLs+DdPxZH3/R8HfR4FM\n36Ixra6kOkl1K+qd7vrsV11IN68tAEChMf+IXbaePXuuXbvWz8/v008/HTBgwLUDkpOTt27d\n2qpVqz179gQGBvbv3/+ll17y8PC4zj4//vjj//73v3luiouLy/MWDVjDxqOS9NBtuevhdfTT\nEV2yyy2vP2rOXVT30NzFx1romUj9cEi1W+QxZVe8OoTIZruq6FtGjStpV7zuuuVv9l9wdkN7\nTumdO3LXO1RXaob+SNStAWa0BQAWkp6ePmnSpM8++yzPrV26dHn00UeLuKViFOymTZsWGxu7\nevXqf/7zn0lJSRERETm32u12Nze3mJiYp59+Ojg4eMOGDRMmTIiOjp43b9519hkcHBwaes3/\nqCVJWffVOvINoDhxdZGk1Gui+8VMKf8j1TZDl+y5ixcuSZJrPidVXZx0KTOPerr9yjE8U9gk\nZ5vSr+ktq+LMzz4AFJiTk1NgYGB+ScOUWzyLUbC79dZbb7311u7du3t7ez/11FNDhgzJeeLV\nyckp56V4bdq0MQxj7NixH3zwQYUKFfLbZ+/evXv37p3npsjIyGXLljmwfxQrHUNkk975WfP7\nXVX/cre83fKNXBW9tHy/3r/6KNfr6ySbwvI59tYiWJ/sULpdrjn2GXNOO+M0pVtB3kFB2Wxq\nUVkrDqhHravq/zkgvzKqne8/GgDAzXJ2dh4+fHixunnC/Gvsjh8/Pnfu3JSUlOxK48aNU1NT\nY2Jirj+xcePGko4dO1a4/aFkKuOinrX01W69uPpy5ZJd9y3Sb3F6slW+s17uoD8T1WOeLvzv\nUN/kjZq6Ra0qq1I+9+083EznLmroEp1JvVw5kKB+X6tlZXUIcdS7+Zueb6uPt2vaFmX+7973\n/xzQsz/omX9cFUMBAJZh/hG7uLi4IUOGzJs37/7778+q7Nixw8nJKSTkqv8r7t+///nnn3/1\n1VcbNLj8ILJffvnF2dm5Vq1aufcISJL+M1Ad5uj19Xpro8q66twlGdKQxtd7Lt3IFjp4RtM2\nyft1lXPX+XSl29UkUGv+me+UCh767gH9c6lC3tetAUrL0K54dQvVrD65L7wrenfW1sd36env\nNWm96lRQzDkdO6en2+i5f5jcGACgkJgf7Jo1a9a9e/dRo0YlJyc3aNBg27Ztb7311oMPPph1\nV8SMGTPmz5+/YcOG6tWr79q1q1+/fq+99lpwcPC6desmT548evRo7pNFfpyctH6Y1kXr0x06\nmqR6/nqylere6BTk+3doTEu984t+P6mq5XR/Y/W40RN9mwZpx6P67pB+PykPV91eWf+o6qg3\nUVDDb1NYHUX+oYMJqlJOnWso1M/sngAAhcb8BxRLSklJefnll7/88sszZ86EhIQMGDDg+eef\nzwp2Y8eOffvtt7NuXz1y5Mi4ceN++umn06dPV6tW7Yknnnj88cednf/mg8J4QDEAACiIYviA\n4mIR7ExBsAMAAAVRDIMdV1ADAABYBMEOAADAIgh2AAAAFkGwAwAAsAiCHQAAgEUQ7AAAACyC\nYAcAAGARBDsAAACLINgBAABYBMEOAADAIgh2AAAAFuFyk+MMw5g/f/7XX3994sSJPD9fdffu\n3Q5tDGaKOaejSarhp8rehbjK6Qv67g+5OqlnbZVzK6xV7Hb9fEy/n1TbampU6WZnnbqg/acV\n7K3qvnKy3dSUlEvae1plXFSngtyc/3a/N5Bh18Zo7TmlzqGqW6GwVrGgRGmvVEGqefO/9v6y\nDHvGH/F/JJxPqBdUz8/T7yZnRZ+Jjj4TXaNijcq+lQurMwClxs3+hnv11VdfeeUVSc7OzmXL\nli3MlmCmn2P0+Lf6Ne7yy9sr68M71TzYwaucTFHYl9py4kqla6iW3Keyjo537/yiF1brYsbl\nlz5l9Fm47q57vSkHz2jUKn136PLLUD+930O9b7nelKQ0vbRGM7cpwy5J5dz1Sgc92UrON5cI\nb974tZq0XumZl19W8NT8u9W9poNXsZoT0tPSV5IhSQqU3pSGOn6dOT/PGbt4bNzZOEk2m21A\niwFv93872Pd6/3g2Htr4+PzHd8bszHrZskbLD+//sFlIM8c3B6DUuNlTsZ988km1atV27NiR\nnp6elJdC7RJFY320Os1R0yAdeEKXXtLekapTQe1maeuJG8+9eXa76s3QjjiNbasTT+nwaD3a\nXKv/1K0fOXIVSRPW6unvVbeifhqq8y/om/vk5ap7vtZ/9uc75ehZtflUhqHtj+jSSzo6Wvc2\n0N1fa/6ufKdk2HXHPP14WMsHKmWcTj+rt7tr0no98a2D387oSE34Sc0CtfFBnX9BX9wtJ6nH\nPK2LdvBClpIktZUOS2ulNClWGiM9Jk128DqTv5scMS9iTNcxsW/Hpn2UtvaZtYdPHW43uV3S\nhXx/N649sLbT251aVG9x8PWDl2ZeipoYVSugVru32m0/ut3BzQEoVYyb4+rqOnny5JscXCJ8\n99137u7uZndRvLT6xHhwWe7iwEVG5zmOXGXsj4bGGxtjrirO321ovPHZr45cyO1Vo/nHV1Uy\nMw3/KUbwO/lOeWi50eZTI8N+VfH1dUbQ27mL2WbvNPzeNE6mXFVce8RwmmDsPfX3Gs9Deqbh\nPCH3f4iLmUa5N4xaUx22igWNN4xahnHh6uLnhuFhGIkOWyTxfKJHhMfnP3+es3jh0oVa42qN\nXz4+v1ktXmvxyOeP5CreO/Pebu92c1hnAApZmTJlVq1aZXYXV7nZI3ZBQUGGYRRqxIS5zl7U\n5mN6qGnu+sPNtPaILmbmNedvWXFAQd5qU+Wq4sAG8nK73oGxv2rTMV3K1IROVxWdnDT8NsUm\n5zvr+z80/Lbcp1AfaqrYFO06mfeUH/5QWB0FeF1VbB+i2uX1w+G/13selh9QpqF37riq6Oak\n/vX1Z6LDVrGgH6T7JY+riwMlZ2m9wxZZf3C9s5PzwJYDcxY9XD3ub3n/D1E/5Dkl8ULi1iNb\nH2r3UK76w+0fXrNvTXpmusOaA1DK3GywGzFixMKFC9PT+XVjWWfTZCh3QJHk76lMQ8kXHbZQ\n8kX5lsmjXtZVSakOW+XYOUmqUzF3vVo5GYYuZFw7Q5KS0vL4DlT0lJNNSXncMiRJiXlNkRTg\nle+UvyE2WTJU3z93vaqPMvmD6zqSpIBrii6Sn+S460eSLiT5efm5OOW+ZDmgXEB+p2Kz6gHe\nuZvzL+ufYc9IuZjisOYAlDLXu3ni0KFD2V/fe++9Bw4c6Ny581NPPVW7dm13d/dcg2vVqlUo\nDaKoVCqrMi6KOqXQq2/mizqlcu4q75HPtL8u2Ft7TuUu2u06k6r2IQ5bpVllSYo8pMdaXFXf\ndFzOTvLM5wc/xEd74nPfKrHvtOyGQnzznlLdV1HXvJ1MQ/sT9LDjLoJvFiTZtOJA7js/th2X\ne6Hd42kFIVLUNcVEKVZy3A9bSIWQ2KTYxAuJue6EjToRFVIh72UCfQLdXdyjYnMPiIqN8vHw\n8fXI56cNAG7kev9PqF279rXFDRs25DmYE7Ulnbuz+tXThLXqVENerpeL5y7qtXW6r8HNPvLj\nZoxprXsXatxqTep8pXj/EqXb9cw/HLZKDR8FeOmF1Xqg8ZVnqRxI0Fe71Cwo31mDbtXUzXqg\nkaqUu1zJsOv5/6p1FdXI53+1Axuq42yt/lOda1wpTtmoixm6M49/QH9Tqyoq567HVujOWirz\nv3+1v8Zq1SF1rO6wVSxooDRCipAa/K9iSOOkKlIbhy3SplabKn5VXljywoeDPrTZLv9T2XNi\nz+yfZ898YGaeUzxcPfre1nf88vEdbung6eaZVTybevb1la8PvH1g9k4A4K+yXSeQPfRQ7us/\nruOTTz5xRD9FJzIyMjw8PM9n8pVacSlqP0uXMjXydtUqr/2nNX2LfMpo3TBVcNwRO0nd5urH\nw6rppx61dNGuVQd0PFlDGmtOH0eusiFaHWfLyaZet6h2ee2I1Zoj8nDRwVEKyueJPWkZuvML\n/RqnUS3VqJJik/Xxdp1M0U//zOM0aLbnftS7v2hYE3UJ1flLWrJPkYc0927d1yDfKX/DtwfV\n+0u5Oql3HVX31ZbjWn9U5cro8JMqn9epbUiSXRokLZcek1pKZ6S50m/Sz6/X+wAAIABJREFU\nSqm9I9dZf3D9nR/c2bhq48GtBpf3Kr/5z80z1swIaxI2/+H5Tra8r3iJPRvb7q12mfbMkZ1G\n1gyouS923/Q108t7lV/7zNryXuUd2RyAQuPh4bFkyZIePXqY3cgV1wt21kawy9OFdE35Wcv3\n60iSQv3Ut67+1frKISIHmrFV49fqzAXZbArw0vs91L++41eJTdHdX+u3k0pLl6ebuoZqfr98\nz8NmyTT0yQ7N2amDZxRYVl1q6OUONz4T/eNhTflZu07Kw1UtgjW+o+pec3lfwf15Vvd8rah4\nXbLLy1W9btGcvnLj42NuaIE0Q9or+UntpFekKjee9FcdSzw24T8T1h9cn3g+sV5Qvcc6PXZv\n83uvP+XCpQtvfffWit9WHEk4Euof2q9pvzHdxri75L7QBUCxVYKD3YYNG+rXr1++fB5/R27Z\nsiUmJqZfv36O7q1wEewAAEBBFMNgd7N/7Ldr127dunV5blq/fv3DDz/suJYAAADwd9zgHNuh\nQ4ey74399ddfy5TJfS1PamrqggULLl503MMwAAAA8LfcINgtWrTo+eefz/p64sSJ+Q275557\nHNkUAAAA/robBLuxY8cOHTp069at4eHhgwcPrl8/9/Xtzs7OoaGhYWFhhdYhAAAAbsqNb3cM\nCgoKCwvr1avXY4891qpVqyLoCQAAAH/DzT7HYsWKFYXaBwAAAAroesHu5o/PXbp0aceOHf/P\n3n3HNXl9fwD/hIS9p4AgoCiIAyuKWnfFhds6f/pVa3FV66i2WqutaK3aunfr1qrYoXVVQEFF\ntIogqEwFQdl7QyAk9/cHLUJIWCYE8Lz/8CUnHO55QhJOnufeG1nUQwghhBBCGqimxi4wMLDy\nl0pKSgKBoPz/HM7bDfB0dXV1dHTEkwkhhBBCSOOqaR+7skrS09N79+69ePHikJCQ4uJikUiU\nl5fn7+8/bdo0Jyen58+fN1rFhBBCCCFEorpuULxq1SozM7P9+/c7OjqW72anra3dt2/f8+fP\nq6urr1y5Up5FEkIIIYSQ2tW1sbt69erw4cMl3jRo0KArV67IriRCCCGEENIQdW3s8vLy0tPT\nJd6UmZmZl5cnu5IIIYQQQkhD1LWxc3Bw2Ldv3+PHj8XiAQEBx48ft7e3l3VhhBBCCCGkfuq6\nj93GjRvHjx/v7Oxsa2trY2OjpqbG5/NjY2Ojo6M5HM7+/fvlWiUhDVMmwi9B8IxGQh7aGWBK\nJ0wW//AUCf5+idNP8TILplr4yAZLnKHKlX+t5P0jEoqObzt+Pep6XFlcW17bCV0nzFgxg6PE\nUXRdDcQv4886OsvvpV8eP89Qy3Bqj6nbJ29XdFGEvHfqesZu9OjRd+7cGTFiREJCws2bN69e\nvXrz5s03b94MGjToxo0bkydPlmuVhDRAehF6HsG3t2FrgFmO0FfD7EsYcx4lQqkpQoYZFzHh\nAtSVMbMrOhljxwM4HkI8zTUgspaTnNN3Vt8vX3zZRqPN7LazW6m1WhS6aOjsoUU5RYourSHC\nk8P1l+r/+eRPC32L4Z2Ga6po7vDeYbbSrIBfoOjSCHm/vN2Oro5EIlFycnJRUZG6urqpqSmP\nV9dzfk2Nl5fXuHHj+Hy+ogsh8vJ/fyIyA7dmwUD930hMNvodx+KeWDdAcsrBx/jGF36foIvJ\nv5H8Uow+B3UePGc2Rs3k/bFg/gK/Qr87G++0ateqPBIfGt9/W/+p+lO37d2m2NoaoM1XbTIL\nM0M3htoY2pRHbkbcHLFrhEtHF68VXoqtjRD5UVdXv3Tp0ogRIxRdyFs1nbFLSUnJzs6u+H+5\ntLQ0Lperra3N4/EyMjIq4o1SLSF1lV+KP8Kx1eVtVwegnT7W9MOJEKlZJ0KwtNfbrg6Atgp2\nDIN3DBLz5Vgted+UFpWeFZz9vu/3FV0dAMvOlusd1p/MOclE9Xu/rXDx2fHx2fHuY90rujoA\nQzsOHe04+nbUbQUWRsh7qKbzbWZmZsOHD/f09Cz/f80/qL5n/giRq7gcCERwMhePdzdDbDbK\nROBJelPzMhPdq53M+8AMHA6is9BaWy6lkvdQ0sukQl6hU18nsbhTT6e0V2m5qbl6ZnoKKaxh\nHkQ/ADC5h/icnMF2g6+EXCktK1XhqSiiLkLeRzU1dlOnTu3WrVvF/xulHkJkQ1MZAHL5MFSv\nEs8rgSoPXCnT0zVVkFvt4nx+CUTs3x9IiExo6moCyM3IFYvnZecpMSV1HXVJSU2XgZYBgMTs\nRCtDq8rxjIIMcEBdHSGNqabGzsPDQ+L/CWn6bPRgqYPzofimf5X4uecYYAWOlMZugBXOh2KW\nY5Xg+VDoqaFrK8kphDSAsbVxx+KO5y+fdxxS5dF27ta5XvxeqpqqiiqsYQbbDeZyuBuvbfRc\n7lk5fuafM8aaxoqqipD3Uy2rYqdMmXLy5MnU1NTGqYYQWeFw8MMQuN/BTw/ALwOAbD6We+KP\ncLgPkpq1bgD8XuPTK0grBIBSIQ4+xkovuA+CCu14QmTqh34/7CjcsWnVpsKsQgB5aXlrlq45\nVnbs+1HfK7q0euMp8T7p94lXmNfY/WNzinIAxKTHOLo7vsl6s21S81sIQkizVsuqWA6HU/6v\nk5OTq6urq6trz549lZTquklKU0arYt8HZ57hS29kFsNEE8n5aG+Ig6MwxKamlH8SsPAanqXC\nXBvphdBSwfcf4bOejVUxeZ/8vu/3FQErUlRTWpW2SlFJseJb7Ru8b9SnoxRdVwPNOz3vuP9x\nERNxlbhCkVCFp/LDhB9WDqNPEictWRNcFVtLY+fl5eXt7e3t7R0aGloeMTY2HjFihKur6/Dh\nw/X19RulSLmgxu49UShAUBLi89DBEI6t6nTiTcgQkoKoDJhpw8kMOs3sshhpTopyioJvB8fF\nxrWzbddtcDc1bTVFV/ROUvNSf3v8W0RqRC+bXpOdJmuoaCi6IkLkq/k1dhWSk5Nv3rzp7e19\n69at8iuzXC63T58+5afxHB0da/0JTQ01doQQQgh5F824savAGHv27Fl5k3f//v2ioiIAFhYW\n8fHx8qlQXqixI4QQQsi7aIKNXb1ny3E4HEdHx1WrVnl6et69e3fOnDkqKioJCQnyKI4QQggh\nhNRdvT8QLDo6unzinZ+fX05ODgBra2sXFxc51EYIIYQQQuqhTo1dbm6ur69veT8XGxsLQE9P\n76OPPnJxcRk6dKitra2ciySEEEIIIbWrpbFzd3f39vZ+9OiRUChUVVXt3bv33Llzhw4d2qNH\nDy6X9vUihBBCCGlCamnsNmzYAKBTp07Lly+fMWOGunoz+6AbQgghhJD3Ry2LJ5YsWdK+ffuw\nsLB58+bZ2NhMnz792LFjb968aZziCCGEEEJI3dVyxm7fvn0AXr9+7eXl5eXl5enpWf6hsR06\ndBg6dKiLi8vgwYN1dXUbo1JCCCGEEFKj+u1jJxQKAwICyldRBAQECIVCLpfr7Ow8dOhQd3d3\n+VUpD7SPHSGEEELeRRPcx67eGxRXyM/Pf/DgwZkzZ3777TeBQNDgn6Mo1NgRQggh5F00wcau\n3vvYAYiPjy//bLG7d+8mJycDUFNr3p9vSAghhBDSAtS1sSsuLvbz8yufaRceHl4etLa2XrRo\nkaur65AhQ+RWISGEEEIIqZNaGruwsLDyZs7Pz6/8qqWysvLgwYNdXV1dXV0dHBwapUjyrxeZ\nCEkBAxxbwd5IXqMUlOJRIt7kwkoXvS2goVx7SqkIp0PwMAEWupjiAAdjedXWALklCEhEQh7a\n6qNXa6g15CQ1aUqKgEdAHNAGcAa0FV1PoysrLXt843FUVJSJkUmPwT1MbEzqkhWWFPYs4RlP\nidfdqns743byLrLuSstKA+ICXqa+NNcz72HVw1DLsC5ZIfEhYUlh6srqTlZOVoZWdRopDggC\nSoBOgOO7lFwTvoD/KPbRq/RXFvoWPa176mnoyWskQqSo5a9c586dy//TunXrESNGuLq6Dh06\nVFv7/XspVbT0Iiy9gQuhMNEEh4OUAkx2wD5XtNKU8UBnn2OlF7L5sNBBQh6MNbB7BCbV2MAf\nD8GS6yguA48DIYP7HXxkA6+Z4NX7g4hl75cgfO2DIgHMtRGfi9Y6OOAK1/aKLos02J/AciAV\nsAQSAD1gO/A/RVfViP65/M+C3xaEq4db8i0zlDNE90RrjdZ+vfVrJa7U51tCdsJnZz+7+vSq\nuZ55aVlpZmHm7D6zd03d1RR6Dt9I30W/LnqV/srSwDI1L5XH5bmPdV/usryGlJj0mIVnFt6K\nuGWhb1FUWpRbnDt/wPyfJv2kqSr91TAfWAUcBfQADSABGAYcBmxkfDjXn11fcm5JYk6ipYFl\nUk6ShorGlolb5g+YL+NhCKkZq1G/fv02b94cHBxc87c1R56enqqqqoquok7KRKzXEfbBYfYk\n+d/I0xTW4xfW/WcmEMpyoN/DGG8j2+bPSsoYY6xYwDbdZbyN7NoLqSm3XjHOBtZuD4vKYIwx\noZAt82Qcd/bhMVkW1jBHnzDVTWx/wL/3UkEpW3OLKW9kd+MUXRlpmBuM8RhzZ6yYMcZYKWM/\nMabMmIeC62o0UQ+jNOdofvLpJxmvMxhjIqHo3K5z+rP01y9fLy2FL+Dbr7Pvu7VvRHJEeeTh\nq4cO3zp8tP0jkUjUSHVLEfQ6SHWh6ufnPs8tymWMCUXCY/eOaS7W3OG9Q1pKXnFem6/auOxw\niUmLKY/cjrzd7ut2Ew5MqGmkMYzZMnb3vy9fMvYRYzaM5cvoSBhjjPm98OPN5635c00Bv4Ax\nJhAK9vvuV12oevTeUVkOQ5oYNTW1GzduKLqKKmpp7FqwZtTY/RXJNDaz5KqvQWmFTPsH9luY\nLAfquJ99fUs8uOwGc/pZaor9Pqa7lQmr9pcrvRg2sLhsWdZWX0IRM9/BtvmLx2dfYkNOKaIg\n8u6cGVtSLbiOsQ4KqEUh5rrNHTxzsFjQY4+H2idquam5ElOO3TtmtNwopyincjA2I1Z5gbJP\nhI+8Cq2biQcnVm/IDt85rLdUr0RQIjFlh/cOy68si0qLKgefJzznzOMEvQ6SPMwjxpQYC68a\nLGSsNWN7Glq6JEN2DJl9fLZYcNuNbearzIUimb4FJ01JE2zsmsDVMlIb/zcYYAVTrSpBYw0M\ntoG/7D4EJLMYERmY0kk8PqUTniSjSCA561UOhrWFUtXH0caPAMAjTGa1NUBsDpLyJR+O/xs0\nt815CFACPAamVItPAV4AaQqoqPHdK7o3uf1kseAEtwlCjjDQJ1Biin+0//BOw3XVq2wjb21o\n7Wzj7P/SX16F1o3/S//JPcQPZ0rPKTlFOaFJodJSxjqOVVeu8uGWnVt3djBzkHo4/kAXoGPV\noAYwGpDdHcAY83/pP6WH+AN0Ss8pSTlJsRmxMhuJkNq8a2MXExPj4uLi4uIik2qIRMUCaKlI\niGupoFhKv9UA5a2btqp4XFsVDCguk5wlEkG32gcIa/DAAfJLZFZbAxRLPxyBCEJq7JqdYoBJ\nWipRHilq7HIUolipWFtT/C5Q0VBRFakWFxVLTikt1lLTqh7XUtUqFkhOaTRFpUXaauKHo6Wq\nxeFwikulHI6gWEu1nodTDEjIALQA2d0BQiYUCAXVD0dbVRuAtMMhRB7etbHLz8/38fHx8fGR\nSTVEIjsjBCVBVLUXYQyBSbCT3dpYMy3oqiIgUTwekAgTTRhI2alQVx0P48WDnjFgQL+6rVST\nE2s9qHIlH05b/SaxsIPUjx5gCgRUiwcA2kBrBVTU+OxgFxAtfheE3wsv4BXYdbWTnGJqFxAr\nniIQCkLiQ+xMJac0Gom1PY57zAGnfSvJS5zsWtkFxImnFJYUhiWF2bWScjh2QKikHi4AkN0d\nwFPitTVuW/1wAuICVHmq1kbWMhuJkNq86983e3v758+fP3/+XCbVEImmdEJGEdzvvr2AyBg2\n30NiHqZ1ltkoPCXM7oZ1vojPext8lY0NdzD3A3A4krNmOSI0DXsrvZolF2DGH9BRxQiF7qig\npYKpnfGlN1IL3wbD07HNH27dFVcWeRefAhuBmEqRBOAbYBZQh015WgC3Hm5H+Ufv/XmvIpKX\nlrfklyUDiwfa9rSVmPK/Pv8LSwrbfWt3RUQoEq75c02ZqGx8t/Fyr7hGbv3d9vjsCXodVBHJ\nKsxa7rF8jOMYE23Je7h80vcTvxd+Jx+crIgIhILlF5braegN7zxc8jAjAU3gC6DyZYejwANg\nzrsfxFtu/d22eW4LTwqviKTmpX75+5dTe06VeJaREDlp+EeKNXfN6yPFrkRh5kXYGWF4O3A4\n8I5BeDpOjsfHHWvPrbtCAcaex6METO+Cdvp4mYXzzzHIGn9Ohbr0jXGcfsGTZJhro5MxMorx\nNAVcDnxno18bWdbWANl8jPwVkRmY3gVWughPx4UwjLPD2Y+hTGfsmiM+MAnwAaYDHYBXwHmg\nB3BVyrW2FoeJ2IrFK/YL9o8XjO/eqntaftqFwgs6Ih3vr7ytuko9Q37mnzMLzizobtXdpaNL\nqbD0+rPr8VnxFxZcGOowtDGLr07ERG6n3M78c2aS06SuFl2TcpPOB5y30LfwWu7VSqeVtKyD\ndw6uuLCin22/gR0GFpUWXQ65nFmY+dfivz5s96HUkfyBCYAJMAZQB+4A/wB7gAWyPByBUDDj\n6IzLIZen9pzqYObwOvP1+YDz9qb2N5bf0NfQl+VIpClpgh8pVlNjl5CQUPcfZGFhIYt6Gk/z\nauwAJBdg1z94kgwA3Uyxog9ay2E/QcZwIQx/ReJNLqz1MLFjLZvYlTvyBNsfIDkfWqpwbo3T\nE6AjaVJg4xMxnHqKGy+RkId2BpjaCaM7KLom8o4uAn8CsUAbYCwwHZByOrmlun/p/vG/j0cU\nR7TithpkNWjRmkUqGrU83+Iy43bf3P0s8RlPidfTuudyl+XG2k1lG3GfCJ8zD8+8SH1hrmvu\n4uDi1t+Np1TLBqsvUl/s9dkbmhiqrqLey6bXcpflte/Jlw3sBh4BfKALsBSQz36W159d93js\nEZMeY6FvMbLzyNkfzlbi0PvIlqyZNXYcaZffJGl2Z/6aXWNHCCGEkCalCTZ2Nb0xmjp1aqPV\nQQghhBBC3lFNjZ2Hh0ddfkRhYWF+fr6M6iGEEEIIIQ0kg2v/ly9f7t6d1hkSQgghhChYLXNU\nK8vIyPDw8IiLiysre7tqnM/nX7t2raCgQA61EUIIIYSQeqhrYxcXF+fs7Jyeni7hR/B469ev\nl2lVhBBCCCGk3ura2K1bt47P5+/fv79jx45Dhgw5evSohYXFnTt3zpw5c+zYseHDpewMSQgh\nhBBCGktdG7t79+4tXrx48eLF5fuDdOrUqXfv3sOHD586deqQIUOuXLnSt29fedZJCCGEEEJq\nUdfFE8nJyW3btgWgpKQEoLS0tDzerVu3xYsXf/fdd3KqjxBCCCGE1FFdGzttbe3U1FQAKioq\nWlpar169qrjJwcEhMDBQLtURQgghhJA6q2tj179//8OHD9+5cwdAly5dDhw4ULES1tfXV1VV\nVU71EUIIIYSQOqprY7d27drMzMxVq1YBmDdvXmBgoIODw8SJEz/44IMjR44MHargD5MmhBBC\nCCF1XTzh7Ozs7+8fEBAAYM6cOS9fvty9e/elS5c4HM7YsWN3794tzyIJIYQQQkjtOIyxhmXy\n+fyUlJRWrVqpq6vLtqbG4eXlNW7cuPJFvoQQQggh9aWurn7p0qURI0YoupC36vHJE+WSk5NT\nUlJycnIMDQ3NzMyaaVdHpMkvxWY/XH2BuBy01cd4e6zpB01l2Q906xW2+ONpCnhKcDLHdwPh\n3LqWFM8YzL+K5HwIRdBSwZxu2DtS9oUR0pQJRcIj944cvXc0KiXKRMdkYIeBm8Zvaq1X25On\nUWSFZrmvdfdU90zQSGhf0H4qpn7x8xeqBrKfgb1229qDLw7mKeUpMSUTZrJ/zP6J4yfKfBRC\nmql6fFbskSNHbGxszM3Nu3fv/tFHHzk6OpqYmHTs2NHDw0N+9ZHGlJCHLgdxMQKLeuC3yXDr\njrPP8MFhpBbKeKB1vhh5Fh0M8fMY7BkJfTV8eAwHHteW8iv4Zfi0O9b0h4MJ9gXAZg9EIhnX\nRkiTVVpWOmzXsLUX1451HOsx32Ot69qolKiO6zs+fPVQ0aXhxZ8vHLY63Fa5vUJtxW+tfpvB\nnbFfZX/v+b1zo3NlO1CneZ22RG9pp9zuq3ZfLbRYyAHn4+sff7bhM9mOQkgzxurm4MGDAFRV\nVV1cXGbPnv3ZZ5/NmDHD2dmZw+EAOHXqVB1/TtPh6empqqqq6Cqalim/sz5HWbHgbaSwlHX/\nmc35S5ajBCYxJXfmGV0leCKYqW5ir3Mkp6QWMqUNrP/xKsE/Ixg2sFXesqyNkKZs181dxiuM\n32S+qYiIRKJPTnxiv85eJBIpsDDG2JBxQ0aMHSEofPvykRWe1X5K+5VjV8pwlG37tsENR04e\nqRwcs3wMx40T/SJaWhYh8qOmpnbjxg1FV1FFXc/Y7d69e/jw4ampqTdv3jx58uSBAwd+/fXX\nR48excTE2Nrabtu2TY69J2kU/DJcjsT6gVCrdH1eQxlr++OPcAgbOBVTgt/D0L8NhrerEpzT\nDW108Vek5JQDjyACrkyvEpxoj/YG8AiVWWGENHEXHl9YOHChpYFlRYTD4Xw//vvIlMinCU8V\nWFj6k3RfY193F3eextuXD/2O+qvUV13QvCDDgY4/PW4uMneb7VY5+MfWPzjg7Di7Q4YDEdJ8\n1bWxi4uLW79+va6urljcxsZmxYoVMTExsi6MNLa0QpQIYW8kHrc3QkEpsotlNtCbXNhVGwWA\nnRHeSLloE5UJVR701MTjtobIkV1hhDRxb7Le2JvaiwXN9cy11bTjs+IVUlK5hMAEBmbvKl6b\nvZ19omaikC+U1UAZogwrVSuxoIqqiqZIMyaT/gwRAtS9sdPV1eVyuRJv4nK5RkaS/lCTZkVP\nDRwgpUA8nlIAnhJ0ZDcB2kBdwijlAxlIWYpjogmBEGXVptOlFEBdDgs7CGmaDDQNUvJSxIL5\n/PzCkkIDTQOFlFTOwNoAQPKTZLF4SlKKbqkuV03y344G0IRmhiCjeryYU2ysYSyrUQhp1ura\n2I0ZM+bq1asSb7p27drkyZNlVxJRDB1VfGiJQ9VWMBx6jMHWUJHZKzNG2MI7BjHZVYKPEvEk\nGcNtJafM7wERw6qbVYKxuXiagv7i794JabFGdB5x3P84X1Blk6af7/6sr6nfw7qHoqoCYDXM\nqmNux0NnDlUOigSin9/8PCJTlttADDMbFo3oZ8HPKge/3/V9Gads3sh5MhyIkOarrtudfP/9\n9+PHj4+Li5s2bVr79u01NDQKCwvDw8OPHz9eWlq6ePHihISEim+2sLCQT7VEvnYMx6CTKBNh\ndT/YGiAqAz/cg2c0/OfKcpRR7THYGoNOYpsLhrWDQISrUVjrgznd4GQmOaWzMVzaYs9DRKZj\n3QBY6uDEU2z1hyoXx8bKsjZCmrLVI1b/9vi3wdsHb5m4pXub7mn5aUfuHdnpvfPo7KOqPAV/\nruNuu92jkkYVjyleNn1Zm/5tQv8M3XB7Q7BucMDEABmOsm/dvguLL/Q40GN52+ULJi/IyMjY\n+sfWy3mXnXnOAwcNlOFAhDRfdd2guHz1ax3V8WcqFm1QLNGTZHx+Aw/+m64z0Ap7R6JrKxmP\nUlyGrf746T6KywBAVxXfDsTSXuDVeAZ5wVUcC367jKOzCa78H2zEp30S0pIl5iR++fuXHo89\nyl9mbU1sd03dNbrraEXXBQD+P/kvfbQ0WD+4/EvXVNdds3d1+LiDbEdJTkweu2lsoDCw/Esl\nKE03mH5y80ker97bshLy7prgBsV1bewmTJigqlrXd4TNYmc7auxqkFmM2Gy01Zc66U0mBCK8\nyISyEtoZgFu3Nw4iEfwTkFqAoW0lrKUg5D1RWFL4IvWFsbaxhX6TuzySGpCaEJRgO9RW11aO\n77oK8go8b3ka6hv279+fWjqiQM24sWt5qLEjhBBCyLtogo1dPT55olx+fn5YWFhOTo48qiGE\nEEIIIQ1Wj8bu7t27PXr00NHR6dy588OH/36CzdixY318fORTGyGEEEIIqYe6NnYBAQHDhg17\n8eLF8OHDK4Lp6emPHz92dXUNCgqST3mEEEIIIaSu6trYbdy40dTUNDw8/OTJkxVBY2Pjp0+f\nmpqabtq0SS7VEUIIIYSQOqtrY/fw4cNFixZV36DOxMRk4cKFfn5+si6MEEIIIYTUT10bu9zc\nXEtLS4k3mZmZFRRI+ogoQgghhBDSiOra2JmamkZEREi8yc/Pz9zcXHYlEUIIIYSQhqhrY+fq\n6nrw4MEnT55UDmZnZ3/zzTcnTpwYNWqUHGojhBBCCCH1UNcNilNSUpydnZOTk7t27frkyZNu\n3boBiIiIKCkpadOmTUBAQKtWsv7YKTmjDYoJIYQQ8i6a8QbFpqamgYGB8+bNe/36NYCQkJCQ\nkBBtbe1FixY9fvy42XV1hBBCCCEtTz0+Ys/ExOTgwYMHDhxIS0vLz8/X1tamfo4QQgghpOmo\n6xk7kUhU/h8Oh9OqVStdXV1/f/9Tp069efPm3YsoLi5evXq1lZWVqqqqtbX11q1by8rKJH7n\n3r1727Vrp6qqam9vf+bMmXcfmhBCCCGkxaj9jJ2fn9+yZcu2b98+ZMiQ8sjNmzcnTZqUl5cH\ngMfj7dy58/PPP3+XIubOnevr67tly5b27dvfu3fvm2++EQgE69evF/u2X375ZdWqVZs3b+7V\nq5evr+/s2bN1dXXHjh37LkMrSkEpLkUiMgN6auhriQ8l7yRThYjh+kuEpIAxOJpidAdwOfIv\nVG74Zfj2NgISocxFvzZY3x9KdXiX4fcaDxOQVwIHY4y3h4Zy7SkRGfB5hYQ8tDOAa3u01n73\n2hXqGXAbSAFsgTGAiXxGyQK+A4IBHWAEsLQOKQzwBJ4ApUBXYFw6QcbSAAAgAElEQVS9rgfU\nw+tnrz2veL5Ke2VtZD105FDbnra1puTz8/8K/isyJVJPQ6+fbb8+7frUmiISiq4dvxYSGQKg\nm3230XNHK3Hr/cnaTUdBacHMIzND4kN4SrwPbT88MfsEl8utPe0u8BDIBzoB4wH12jPC74X7\n+vgmZCW0M2036uNR5na1b5iQlp929enV6LRoU13TwXaDu1p0rcMBNZKn8U/vvLiTkptia2I7\n1nGssbZxrSmJOYl/P/87Ji3GQt9iSMchHc06NkKd8hOXGecV6vUq45W1ofWwTsPaGberNSWv\nOO+vkL+iUqL0NfT7te/Xu23vRqiTVFbL4oknT57079+/qKjozJkzM2fOBFBQUGBjY1NQULBk\nyRJdXd1Dhw6lpKQEBAQ4OTk1rIKcnBwbG5s9e/bMmjWrPDJ58uTo6Ojg4ODK38YYs7GxmTBh\nwq5du8ojU6dOjYuLe/ToUcPGVeDiiRvRmHcFZSI4miKrGCEpGGuH4+Ogqyo1JSoTMy8iIh1O\n5uAAQclob4BfJ8Kh9teZpuj3cMy6iBIh9NQgZMgrgbYKrk7HQGupKZnFmPMXvGPQzRS6qghO\ngYYyjo/DEBupKSKGr25izyPYGaKNLiIykFGELUOwxFkOh9QIBMAy4BegM2AGhAH5wE7gE1kP\ntAv4ChAB+gAfKASMAX+gg/SUOGAmEAx0B1SAQMASOAN8IOPStn29zT3FvbWgdQdOh1eiV6/U\nXq3WWe2+w52jJPVdzvVn1+efmS8UCR0tHbMKs0LehIz/YPyx2cd01HWkpUQ+iJx5YGaUSpST\nwAlAkHJQh9IOZxeftf/QXsbH0yi2/L3lm7++YWA8Do8xJmRCrhLXY4HHpO6TpOZkALOBW0A3\nQBcIBjSBE8BgqRlCgfDL5V/u4++zL7G35FhGsIhM5cytNls/+/azGmo7cf/EF799oaOm42Du\nkJybHJoYOn/A/D3T9ihz6/CmTZ5Ky0qXeiw9eu9o59adzXTNwpLCCvgFu6bumv3h7Bqy9vvu\n//ri18baxvam9m+y3kSlRC1zWfbjpB+VOM3yXcGWv7dsurbJQt+ifav2MekxcRlxa0au+W7M\ndxyO1Kfb1adXF5xZwMAcLRwzCzND3oRM7D7x6Oyj2mrN/S21VE1w8QRYjaZPn87j8a5fv14R\n+fnnnwHs27ev/MuoqChlZeVPP/205p9TL9OmTevRo4dYMCoqCsDt27crIuWXYnNzcxs2iqen\np6qqaoOLbLCIdKa6ia25xfhl/0ZC01inA2y8h9SUYgFrt4eNPsdSCv6NpBWy8R7MahcrLJV7\nwTKXkMuU3FmbnSw669/IkyRmuI2pbmKFAqlZw86wbodZZMa/XxaWsuWeTGMzi8mSmrLxLjPY\nxrxj/v1SJGLHg5nyRvZHuEyOo9GtZMyMsXv/fSlkbB9jPMa8ZTrKfcbAmCNj6f9FvBjTYMxA\neoqAsc6MDWEs4b9IFmPTGWvFWLYsSzux7YT6HPXzu89XRK78ckVnjs6udbukpYQmhqosVFl7\ncS1fwC+PPEt41nF9x48PfiwtpSi3yGaGzZj/jUl9lVoeSX2VOvZ/Y61nWBflFsnoUBrPs/hn\ncIPmYs3g+ODyyN+hfysvUObM4+SX5EtNG8JYd8ai/vuykLGljGkyFis147sV3xnOMrx19lb5\nlyKh6OgPR5XnKl88dFFaineYN28+b5/PPqFIWB7xe+FnttJs5W8r63GE8rHcY7n5KnP/l/7l\nX5YJy/bc2sObz7sVfktayh9BfygvUD7uf1wkEpVHvMO8DZYZbLy6sTEqlrWj946qL1K/8PhC\nReSv4L+0l2jv9dkrLeVZwjOVhSrr/1pfIigpjzyNf2q3zm7K4SlyL1dx1NTUbty4oegqqqil\nsbOysho7dmzlyLhx41RUVHJycioio0aN6tChw7uXUlRUlJycfPjwYXV19fPnz4vdevXqVQBv\n3rypiDx48ABAYGBgw4ZTVGO38BobdFI8+CSZYQOLypCUwNiZp0x/K8srqRIsKGXGP7JjT+RS\npFxN/o1x3Vlu1cOJzmKcDexLKT1KcDLjbGAR6eLxXkfYF16SU0qFTH8rO1rt/vnCizkfaUDV\nilbAmBpjv1eLf8rYUJkO5MyYJmPCqkEvxsDYGSkpfzGmyZjYo7eEsTaM7ZZlaR1ndPxuxXdi\nwV3rdpn/z1wkFElMmXdq3pAdQ8SCj2Mfww3RadESU05uO2k4yzA/s0rTk5+ZbzjL8OS2ak/d\nJq+re1e4ITM/s3Iw4FUA3DDp0CTJOYGMcRh7UTUoYqwHY19KzigpLNGdrXti2wmx+LKFy/rM\n6COttqE7h356UvykwO+Bv6stUivgF0hMaRx5xXmqC1UvPhFvSeccnzNi9whpWc6bnb+48IVY\n8Oi9o/pL9UvLmt9b8A7fdKjekm732m75lWVF5ypm7sm5w3YNEws+fPUQbojNiJVHkU1BE2zs\napkFk5KSMmfOnMqn9+7du9e7d29dXd2KoJ2d3e3bt9/93OHIkSPv3r2rr69/7NixadOmid1a\nPqVPR+ft1RNtbe2KuDQXL1708vKSeFNCQoJQKHzXousvMAlTOokHPzCFqRaCktHBUEJKUDL6\nW0FbpUpQUxkDrRGUjLmyvtolb8EpsNaHTtXDaacPfXXcj5ecEpQMG33YG4nHR7aHb6zklFfZ\nyOZjZLX5VyNtsfcRRAzSr901SWEAHxhZLT4SmCfTgV4C3autqhoGKANewExJKUGAMyD20FUB\nhgBBMqurMKswQj1i5Efid8FI15Erjq9IfpkscTpX4OvAmb3Fi+5h3cNY2zjodZDECUNBsUED\nMEDLQKtyUMtAawAGBMUGzUZNV+KaoFfpr3TUdAy0DCoHe9r05HF5AbEBknOCAFugfdUgBxgJ\n+EvOiA6KzlXOHflxtd9On5GH7h5iIibxWnlgXOCCgQvEUzqP5Av4YUlhzjYKmzMRmhhaKiwd\n0Vn84trILiMXn10sMUXERE9eP9k8YbN4SueRbqfcXqW/sjO1k0ut8pHPz3+R+mJk52q/0M4j\nV/2+Ki0/rZWOhD0xAuMC5/abKxbsZdPLQNMg6HWQtaG1nKpVrLKysr179166dEnircOHD584\ncWIjl1T79Oby/qlceHh4VlZW3759xb6htLT03UvZt29fcnKyr6/vnDlzcnJyFi1a9O4/Mysr\nKzs7W+JN+fn5rG6bM8uWiEle9MDlQCiqd4pIAUfwrpiUxdhKkHo4DbgHyu/M6vPdeUpgDM3v\nbhMCHKD6fHceIOVh00BM0igAOIC090EiKSlcQAYvDP8NIhIBqD7ln8vjAhAKJBcnYiKukoTi\nuEpcoUh6CkdSCocrYrK9rxsDEzEOT8KThwOOSNpDp4ZfqJSM8jfJXGXxNB6PV35ZiAMJNYiY\niKck/jeIq8TlcDjSfjuNQ8iEAKo/DHhKPGmPAcYYA6ueUv7wU+zhNEB5wdWfOzUfjtTnjvSn\nW8tQUFAgrdPIyspq5GJQa2Nnamqamppa8aWPjw+A/v37V/6e1NTUyifwGqxLly5dunQZNmyY\ntrb2ypUrZ82apampWXGrnp4egNzc3IqxcnJyKuLSuLm5ubm5SbypfPHEu5ddX46t4BOLL6ou\ny4vMQGI+HE0lp3RthQuh4JdBrdKvq1QI/zf4ZoAcS5UTB2N4vhQ/nNQCZPIxTcoSuq6tEJON\n17mwqvpA84mFo5S9FNvqQ0sFvrGY3lk8pbNJM1xQ7ADwAF/AtWrcB3CU6UBWQHC14COgFBgo\nJaUrsA/IBypPjxYCd2R5NlHbSLstv62vn2+PkT0qx329fY1LjaWtvnS0cPSJ8Fk2ZFnlYFhS\nWEpuiqOF5Duuq2XXDZEbSgpLVDXfrmYqKSy5L7y/wXLDux5Go7PUt4xKiyouLVZXebuo9WXq\nS4FQIHX9aVfgJRAPiK3W95G6Gsa2u63mKU3fy75TPp9SJeORTxd+F2kLih0tHX0ifMZ1q/I6\n7Bvpy1PiOZg71HZkctTJvBOXw70ddXt4p+GV4z4RPo6Wkh82XCVu59adfSN9B9tXWWDiG+mr\nparV1ritHMuVAz0NPStDK99I3w/aVPmV+0b6ttJpZaor+W+Vo4WjT6TPko+WVA4+T3yenp8u\n7enWAvB4vLVr1zanxROjRo1q27ZtWVkZY6y0tLRLly6amppFRW9nEJeVlVlaWvbr16/BF4MT\nEhJOnz5dfv6sXPl0uoiIiMrfFh0dDeDWrbcTV48ePcrlcgsLCxs2rqLm2AUlMd5GtvMfVjEp\nKD6X9TrCPjolNSWvhJnvYP+7yPL/m5dWUMo++YuZ/MSyi+VesMxFZDDOBtbpAMv8r/g3ucxi\nJ+NtfBsRIxKxPkfZgBMs6b+HSZmIbfZjyhtZaJrUgVZ5M/Md7Eny28i1F0xjMzseLJPjaHTz\nGGvLWFilyAXGVBj7U6ajXGcMjA1hrOJ38ZQxPca0GJO2tKWYsbaMfcxYTqXIEsb0GEuVZWl7\n1u/RmaPjc86nIvLP5X+MZhm5f+EuLSUgNoA7n7vn1p6K6flvMt/0/L7n0J1SZybmpuaa/s90\n9tzZBZn/TvMqyCyYPXe26f9Mc1MbuFRLge69vAc3GC43TM7595kQlhSmvkidM49TEREnZKwX\nY4MYq7hdwNgmxlQYi5CcwRhb8dkKi5kWwTffPruu/HJFfY76qZ+kvrT9GfSnykKVytPzwxLD\n2n7ddt6peXU+PnmZe3Ku7Vrb8KS3K63OB5xXXqD8V/Bf0lKO+x/X+Ezj2tNrFZEnr5+YrzJf\n9fsq+dYqHzu9d+p+rns78nZF5H70fcPlht9f+15ayj8x/3Dncyuvhnmd+dppk1MNExNbgCY4\nx66W7U5+//33KVOmDBo0aNKkSV5eXlevXl26dOmePXvKbxWJRKtXr96+fftPP/20atWqhnWW\nQUFBPXr0+PXXX2fMmFEe2bhxo7u7e0FBgbp6lX2TOnToMGzYsP3795d/OWbMmKKiovKTiA2g\nwO1Ofn2GJX/DVAvOrZFVjDtx6GaKP6eilabUlMAkTPsDBaUYYAUOB36vocbD+Y/R26IR65ad\nfQFY4QkArbUhApLywVPC2YmYJP1dekIeJv2G8HQMsoauGh4mILMIP4/BZOkppUJ8egXnn2OA\nFaz0EJ6O4GSs7odN0rdsaNKKgP8BV4GBgAXwFAgH3IHVsh7oK2A7wANaA3wgFdAAfIBe0lNC\ngclAOjAI4AH3AQb8CgySZV1MxFZ9vmpPyZ5exb06qHV4VfLqvtr9uZy5Bw8c5KlIvfhw+p/T\nn5//3FzXvKdNz6zCrNuRt52snP5Y9IeJttQ9AAOuBUy/ML2IU9RfqT+Ae6J76iJ1j2kezqOb\n5U45S84tOXD7AAANFQ3GWHFZMYdxdk/dvdRF+v6E8cDHQCQwGNAGHgLZwC/Ax1IzSgpL5n4+\n94LShYH8gW1U24Txw0LUQr7W/dp9p3sNtW3z3Pbd5e8czB0cLRwTshPuvrg7uuvoX91+1VDR\naPgBy0JhSeHMYzOvP7s+yG5Qa73WIfEhkSmRG8dt/HL4lzVkrf9r/TbPbR+0+cDBzOF11mu/\nF37Tnacfm31MhadSQ1bTJGKiLy58sf/2/t5te7c3aR+THvMg5oFbf7cD/3dA4vSGcicfnFx6\nfmlrvdbONs4ZBRl3ou70tO75+8Lf67IFYDPVBLc7qaWxE4lEU6dO/eOPP8q/dHJyun37dsWs\nu9GjR1+/ft3W1jY4OFhLS0v6j6nF8OHDAwMDN2/e3KlTp8DAwHXr1s2YMeOXX34BcPDgwXPn\nzvn7+wM4ffr0p59+umnTpj59+ly7dm3nzp0+Pj6DBg1q2KAKbOwApBbi12cIS4OhBvpaYpwd\npG8M9C9+Gc4+R1ASGOBkhhldoS6fDWAbR1oRlt/A0xRwleDcGrtHQKu2lz4Rw8UI/JOAXD46\nmeB/XWFUhxf/B/H4+yXi89DBEBPsm+vOf2/dBm4CSYAdMBmofXfeBnkJfAWEA9rAAODHOkzH\nFQDngEBAADgCswDpb1TexVOfp5f/vhyTE2Otaz3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iB9TYEULeUuYql5SVVI+XCEqkrp/gAWWS4gJAysifiVgAACAASURBVJxpZa5ymais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\nAMAk/h+ib3GLXIDboQAAAABJRU5ErkJggg==",
+ "text/plain": [
+ "plot without title"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"xyplot(Sepal.Width~Sepal.Length, group = Species, data = iris, auto.key = TRUE)"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 6,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {},
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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WtXIcSsWbNWrlyp+3yenqlTp06dOrXMobi4uAEDBlS8cyIiqmtaodVP+KkIRbrx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p6SWjT55g9mxYWcHBAebmaNsWBw5U5+5E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\n5/cAAAAASUVORK5CYII=",
+ "text/plain": [
+ "plot without title"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"xyplot(Petal.Width~Petal.Length, group = Species, data = iris, \n",
" auto.key = TRUE, \n",
@@ -311,27 +481,75 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 7,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {},
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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p4/f976LRUVFatWrdLW1hYVFZWSkho2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\nOzsbwKxZsxwdHb28vCorG2gW/h3q6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mZiZXiS4lJYXXEh2XAkAVYNQbZwIFYHPY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\nYII=",
+ "text/plain": [
+ "plot without title"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"cloud(Petal.Width ~ Petal.Length * Sepal.Width, group = Species, data = iris, auto.key = TRUE)"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 8,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {},
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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sJOnjx5/fr1AQPwzyyRYWZmZmFhERcXJ4tcvHjRxcVFWVm5dRO1yohaCwRbCrQP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ZDAbTPIn9+/dr51hYTKFppKSk7N+//+RJ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\nTz85/SbrTfPqzdvUeFt9QzW8il4VIprdcfbM4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EJOMz0zTb5mpH+kpYElAAUpNl7bOPHgxITsBAM/g6YOTY20je7F34tJj3G2cF7R6+3Z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\nhGj3V8JzT85ZG1nHpMUYTTJS5uSyuWNajLkWea1YWvwi7UV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O+kWlRjWxtbN7HwAAIABJREFUb3Il4squ27vqseppSv563J7FsIyFxuU6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\n8wQeAZuBxsB5IAWAFu7kGYxuGDUzbaZJPgA61OuQkp2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nf3oCQ7lLgzvR3pzTBCCgWgnntDLRvjQQEzar2I6fZYSYlL25UK8UT6GeUCKT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\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2QCqcDcsjH+QGdgEuADTAZkAVVgNbAB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\n7up2qxsRk+nHp0c+iswsySSEbLu6zcHZQR/6bz3w+tj36WPf5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1On/p1iw2JjImOq1q86Zu2Y43uOW6utTdxcHVyztdm/H/09+EpwjkT3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\nJQbz+ay6QHY+dsZcicb7N9Us+YCLBV2dMdKjn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FlV9oWIWrVqGRkZJSQkFEXy8/MBA4NSK84IL1loAofucWMCdiUevxzmwf9useoCHZ20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\ngiAIVYRI7ARBEARBEKqI/wdfhIf5BJMvUAAAAABJRU5ErkJggg==",
+ "text/plain": [
+ "plot without title"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"splom(~iris[1:4], groups = Species, data = iris)"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 9,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {},
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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kgAAGyNBt6KnT9//vz586t/nj17dvPmzTc5YO3atb/73e/WrVvXJNMBAJC2BsLu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\nAIiEsAMAiMT/B4ZtloODZkJaAAAAAElFTkSuQmCC",
+ "text/plain": [
+ "plot without title"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"bwplot(Petal.Length~Species, data = iris)"
]
@@ -346,9 +564,24 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 10,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "Installing package into ‘/home/jovyan/R/x86_64-pc-linux-gnu-library/3.4’\n",
+ "(as ‘lib’ is unspecified)\n",
+ "also installing the dependencies ‘colorspace’, ‘ps’, ‘highr’, ‘markdown’, ‘xfun’, ‘bindr’, ‘Matrix’, ‘labeling’, ‘munsell’, ‘RColorBrewer’, ‘rematch’, ‘processx’, ‘knitr’, ‘yaml’, ‘rprojroot’, ‘tinytex’, ‘fansi’, ‘utf8’, ‘backports’, ‘nlme’, ‘reshape2’, ‘assertthat’, ‘bindrcpp’, ‘pkgconfig’, ‘tidyselect’, ‘BH’, ‘plogr’, ‘DBI’, ‘gtable’, ‘lazyeval’, ‘MASS’, ‘mgcv’, ‘plyr’, ‘scales’, ‘viridisLite’, ‘cellranger’, ‘callr’, ‘clipr’, ‘fs’, ‘rmarkdown’, ‘selectr’, ‘pillar’, ‘broom’, ‘cli’, ‘dplyr’, ‘dbplyr’, ‘forcats’, ‘ggplot2’, ‘haven’, ‘hms’, ‘lubridate’, ‘modelr’, ‘purrr’, ‘readr’, ‘readxl’, ‘reprex’, ‘rlang’, ‘rvest’, ‘tibble’, ‘tidyr’, ‘xml2’\n",
+ "\n",
+ "Warning message in install.packages(\"tidyverse\"):\n",
+ "“installation of package ‘plyr’ had non-zero exit status”Warning message in install.packages(\"tidyverse\"):\n",
+ "“installation of package ‘reshape2’ had non-zero exit status”Warning message in install.packages(\"tidyverse\"):\n",
+ "“installation of package ‘readr’ had non-zero exit status”"
+ ]
+ }
+ ],
"source": [
"install.packages(\"tidyverse\")"
]
@@ -1398,7 +1631,7 @@
"mimetype": "text/x-r-source",
"name": "R",
"pygments_lexer": "r",
- "version": "3.4.3"
+ "version": "3.4.4"
}
},
"nbformat": 4,
diff --git a/R_S3_Estructuras_de_control/Estructuras_de_control_PARTE1.ipynb b/R_S3_Estructuras_de_control/Estructuras_de_control_PARTE1.ipynb
index 5535359..276c756 100644
--- a/R_S3_Estructuras_de_control/Estructuras_de_control_PARTE1.ipynb
+++ b/R_S3_Estructuras_de_control/Estructuras_de_control_PARTE1.ipynb
@@ -323,7 +323,7 @@
},
{
"cell_type": "code",
- "execution_count": 60,
+ "execution_count": 1,
"metadata": {},
"outputs": [
{
@@ -502,7 +502,7 @@
},
{
"cell_type": "code",
- "execution_count": 7,
+ "execution_count": 2,
"metadata": {},
"outputs": [
{
@@ -563,23 +563,73 @@
},
{
"cell_type": "code",
- "execution_count": 1,
+ "execution_count": 4,
"metadata": {},
- "outputs": [],
- "source": []
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Le toca el turno a:Paco\n",
+ "Me puede decir su apellido por favor:Castillo\n"
+ ]
+ },
+ {
+ "data": {
+ "text/html": [
+ "'Lo siento yo estoy buscando a otro Paco'"
+ ],
+ "text/latex": [
+ "'Lo siento yo estoy buscando a otro Paco'"
+ ],
+ "text/markdown": [
+ "'Lo siento yo estoy buscando a otro Paco'"
+ ],
+ "text/plain": [
+ "[1] \"Lo siento yo estoy buscando a otro Paco\""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "my_list = list(\"nombre\" = c(\"Paco\",\"Álvaro\",\"Juan\"), \n",
+ " \"apellido\" = c(\"López\",\"Castillo\",\"Robles\")\n",
+ " ) \n",
+ "\n",
+ "nom <- readline(prompt=\"Le toca el turno a:\")\n",
+ "\n",
+ "if (any(my_list$nombre == nom)) {\n",
+ " #::GMG::Obtenemos la posición del nombre que hemos encontrado\n",
+ " pos <- which(my_list$nombre == nom)\n",
+ " apell <- readline(prompt=\"Me puede decir su apellido por favor:\")\n",
+ " #::GMG:: el error es usar any() y hay que usar which() que nos dice el índice del valor encontrado como\n",
+ " # nombre y que tiene que corresponder con el índice a comprobar en el apellido\n",
+ " #if (any(my_list$apellido == apell)) {\n",
+ " if (which(my_list$apellido == apell) == pos) {\n",
+ " paste(\"Muy bien\",nom,apell,\"pase a la sala\")\n",
+ " }\n",
+ " else {\n",
+ " paste(\"Lo siento yo estoy buscando a otro\",nom)\n",
+ " }\n",
+ "}else {\n",
+ " paste(\"No hay nadie con ese nombre en la sala\")\n",
+ "} "
+ ]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
- "EJERCICIO PROPUESTO: En la siguiente celda tienes un vector de datos. Tienes que hacer lo siguiente:\n",
+ "# EJERCICIO PROPUESTO: En la siguiente celda tienes un vector de datos. Tienes que hacer lo siguiente:\n",
"- Identifica los valores menores que 1 y asignales el valor 0.\n",
"- Identifica los valores mayores que 0 y multiplicalos por 2."
]
},
{
"cell_type": "code",
- "execution_count": 9,
+ "execution_count": 1,
"metadata": {},
"outputs": [
{
@@ -592,100 +642,6 @@
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@@ -696,100 +652,6 @@
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@@ -799,110 +661,50 @@
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"\n",
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],
"text/plain": [
- " [1] -63 40 14 -67 85 84 -75 61 -10 5 91 -55 43 97 -25 58 80 -59\n",
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- " [73] -95 -77 27 -5 30 7 -51 79 -58 -20 78 59 26 -1 11 64 -18 -62\n",
- " [91] 99 -57 83 -40 22 -80 -56 -91 -89 65"
+ "[1] -63 40 14 -67 85 84"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\t- 0
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+ "\\begin{enumerate*}\n",
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+ "1. 0\n",
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+ ],
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+ "[1] 0 80 28 0 170 168"
]
},
"metadata": {},
@@ -911,7 +713,20 @@
],
"source": [
"set.seed(2)\n",
- "vec <- sample(-100:100,size = 100)"
+ "#::GMG::10102018\n",
+ "vec <- sample(-100:100,size = 100)\n",
+ "head(vec)\n",
+ "if (any(vec < 1)) {\n",
+ " ind <- which(vec < 1)\n",
+ " vec[ind] <- 0\n",
+ "} \n",
+ "\n",
+ "if (any(vec > 0)) {\n",
+ " ind <- which(vec > 0)\n",
+ " vec[ind] <- 2*vec[ind]\n",
+ "}\n",
+ "\n",
+ "head(vec)"
]
},
{
@@ -997,7 +812,7 @@
},
{
"cell_type": "code",
- "execution_count": 99,
+ "execution_count": 6,
"metadata": {},
"outputs": [
{
@@ -1044,7 +859,7 @@
"x <- 1:500\n",
"y <- x^2\n",
"z <- c()\n",
- "for (i in 1:500) z[i] <- x[i]*y[i]\n",
+ "for (i in x) z[i] <- x[i]*y[i]\n",
"head(z)"
]
},
@@ -1057,7 +872,7 @@
},
{
"cell_type": "code",
- "execution_count": 102,
+ "execution_count": 7,
"metadata": {},
"outputs": [
{
@@ -1072,7 +887,7 @@
"source": [
"x <- 1:500\n",
"y <- x^2\n",
- "for (i in 1:500) zz[i] <- x[i]*y[i]\n",
+ "for (i in x) zz[i] <- x[i]*y[i]\n",
"head(z)"
]
},
@@ -1228,6 +1043,8 @@
"source": [
"x <- matrix(data = 1:6, ncol = 2, nrow = 3)\n",
"y <- x-1\n",
+ "#::GMG:: también se puede hacer\n",
+ "#z <- matrix(ncol = 2, nrow = 3)\n",
"z <- matrix(data = NA, ncol = 2, nrow = 3)\n",
"for (i in 1:nrow(x)) {\n",
" z[i,] <- x[i,]*y[i,] \n",
@@ -1250,7 +1067,7 @@
},
{
"cell_type": "code",
- "execution_count": 6,
+ "execution_count": 8,
"metadata": {},
"outputs": [
{
@@ -1341,9 +1158,11 @@
"x <- matrix(data = 1:6, ncol = 2, nrow = 3)\n",
"z <- matrix(data = NA, ncol = 3, nrow = 2)\n",
"for (i in 1:ncol(x)){\n",
- " for (j in 1:nrow(x)){\n",
- " z[i,j]= x[j,i]\n",
- " }\n",
+ " #::GMG::hay que usar la indexación por {filas, columnas}\n",
+ " #for (j in 1:nrow(x)){\n",
+ " # z[i,j]= x[j,i]\n",
+ " #}\n",
+ " z[i,]= x[,i]\n",
"}\n",
"print(\"La matriz x contiene:\") \n",
"x\n",
@@ -1452,18 +1271,29 @@
},
{
"cell_type": "code",
- "execution_count": 14,
+ "execution_count": 5,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
- "[1] \"Se han utilizado 205 números, cuya suma es igual a 100.068509225966\"\n"
+ "[1] \"Se han utilizado 191 numeros, cuya suma es igual a 100.11335678352\"\n"
]
}
],
- "source": []
+ "source": [
+ "#::GMG::11102018\n",
+ "numeros <- runif(1000, max = 1, min = 0)\n",
+ "n <- 0\n",
+ "suma <- 0\n",
+ "while (suma < 100) {\n",
+ " n <- n+1\n",
+ " suma <- suma + numeros[n]\n",
+ "}\n",
+ "\n",
+ "print(paste(\"Se han utilizado \",n,\" numeros, cuya suma es igual a \", suma))"
+ ]
},
{
"cell_type": "markdown",
@@ -1542,18 +1372,30 @@
},
{
"cell_type": "code",
- "execution_count": 16,
+ "execution_count": 21,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
- "[1] \"Se han utilizado 197 números, cuya suma es igual a 100.242720729439\"\n"
+ "[1] \"Se han utilizado 207 numeros, cuya suma es igual a 100.346778178355\"\n"
]
}
],
- "source": []
+ "source": [
+ "#::GMG::11102018\n",
+ "numeros <- runif(1000, max = 1, min = 0)\n",
+ "n <-0\n",
+ "suma <- 0\n",
+ "repeat {\n",
+ " n <- n+1 \n",
+ " suma <- suma + numeros[n]\n",
+ " if ( suma >= 100) break\n",
+ "}\n",
+ "\n",
+ "print(paste(\"Se han utilizado \",n,\" numeros, cuya suma es igual a \", suma))"
+ ]
}
],
"metadata": {
diff --git a/R_S3_Estructuras_de_control/R_S3_PARTE2_la_familia_apply.ipynb b/R_S3_Estructuras_de_control/R_S3_PARTE2_la_familia_apply.ipynb
index ef84c18..c7fb89d 100644
--- a/R_S3_Estructuras_de_control/R_S3_PARTE2_la_familia_apply.ipynb
+++ b/R_S3_Estructuras_de_control/R_S3_PARTE2_la_familia_apply.ipynb
@@ -229,7 +229,7 @@
},
{
"cell_type": "code",
- "execution_count": 4,
+ "execution_count": 1,
"metadata": {},
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{
@@ -410,7 +410,7 @@
},
{
"cell_type": "code",
- "execution_count": 7,
+ "execution_count": 5,
"metadata": {},
"outputs": [
{
@@ -684,10 +684,53 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 6,
"metadata": {},
- "outputs": [],
- "source": []
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
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+ "
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+ ],
+ "text/latex": [
+ "\\begin{enumerate*}\n",
+ "\\item \n",
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+ "\\item \n",
+ "\\item \n",
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+ "\\item 6.66666666666667\n",
+ "\\end{enumerate*}\n"
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+ "text/markdown": [
+ "1. <NA>\n",
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+ "#::GMG::11102018\n",
+ "apply(X = A, MARGIN = 1, FUN = mean)"
+ ]
},
{
"cell_type": "markdown",
@@ -698,10 +741,53 @@
},
{
"cell_type": "code",
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+ "execution_count": 14,
"metadata": {},
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+ "\\begin{enumerate*}\n",
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+ "text/markdown": [
+ "1. 0\n",
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+ "[1] 0 2 0 0 0 1"
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+ "metadata": {},
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+ "source": [
+ "#::GMG::11102018\n",
+ "apply(X = A, MARGIN = 2, FUN = function(x) sum(is.na(x)))"
+ ]
},
{
"cell_type": "markdown",
@@ -712,11 +798,62 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 16,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
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+ "\t 15 & 8 & 16 & 8 & 10 & 19\\\\\n",
+ "\\end{tabular}\n"
+ ],
+ "text/markdown": [
+ "\n",
+ "| 5 | NA | 12 | 7 | 6 | 9 | \n",
+ "| 8 | 12 | 8 | 13 | 8 | 11 | \n",
+ "| 11 | NA | 18 | 16 | 4 | 10 | \n",
+ "| 15 | 5 | 18 | 7 | 19 | NA | \n",
+ "| 8 | 8 | 13 | 13 | 15 | 15 | \n",
+ "| 15 | 8 | 16 | 8 | 10 | 19 | \n",
+ "\n",
+ "\n"
+ ],
+ "text/plain": [
+ " [,1] [,2] [,3] [,4] [,5] [,6]\n",
+ "[1,] 5 NA 12 7 6 9 \n",
+ "[2,] 8 12 8 13 8 11 \n",
+ "[3,] 11 NA 18 16 4 10 \n",
+ "[4,] 15 5 18 7 19 NA \n",
+ "[5,] 8 8 13 13 15 15 \n",
+ "[6,] 15 8 16 8 10 19 "
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
- "y <- seq(1,5)\n"
+ "#::GMG::11102018\n",
+ "y <- seq(1,6)\n",
+ "apply(X = A, MARGIN = 2, FUN = function(x) return (x+y))"
]
},
{
@@ -735,15 +872,99 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 21,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "| fisica | matematicas | biologia |
\n",
+ "\n",
+ "\t| juan | joaquin | ana |
\n",
+ "\t| rodrigo | maialen | daniel |
\n",
+ "\t| maria | jose | markel |
\n",
+ "\t| jose | NA | adriana |
\n",
+ "\n",
+ "
\n"
+ ],
+ "text/latex": [
+ "\\begin{tabular}{r|lll}\n",
+ " fisica & matematicas & biologia\\\\\n",
+ "\\hline\n",
+ "\t juan & joaquin & ana \\\\\n",
+ "\t rodrigo & maialen & daniel \\\\\n",
+ "\t maria & jose & markel \\\\\n",
+ "\t jose & NA & adriana\\\\\n",
+ "\\end{tabular}\n"
+ ],
+ "text/markdown": [
+ "\n",
+ "fisica | matematicas | biologia | \n",
+ "|---|---|---|---|\n",
+ "| juan | joaquin | ana | \n",
+ "| rodrigo | maialen | daniel | \n",
+ "| maria | jose | markel | \n",
+ "| jose | NA | adriana | \n",
+ "\n",
+ "\n"
+ ],
+ "text/plain": [
+ " fisica matematicas biologia\n",
+ "1 juan joaquin ana \n",
+ "2 rodrigo maialen daniel \n",
+ "3 maria jose markel \n",
+ "4 jose NA adriana "
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\t- fisica
\n",
+ "\t\t- TRUE
\n",
+ "\t- matematicas
\n",
+ "\t\t- TRUE
\n",
+ "\t- biologia
\n",
+ "\t\t- FALSE
\n",
+ "
\n"
+ ],
+ "text/latex": [
+ "\\begin{description*}\n",
+ "\\item[fisica] TRUE\n",
+ "\\item[matematicas] TRUE\n",
+ "\\item[biologia] FALSE\n",
+ "\\end{description*}\n"
+ ],
+ "text/markdown": [
+ "fisica\n",
+ ": TRUEmatematicas\n",
+ ": TRUEbiologia\n",
+ ": FALSE\n",
+ "\n"
+ ],
+ "text/plain": [
+ " fisica matematicas biologia \n",
+ " TRUE TRUE FALSE "
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
+ "#::GMG::11102018\n",
+ "\n",
"alumnos <-\n",
"data.frame(fisica = c(\"juan\", \"rodrigo\", \"maria\", \"jose\"),\n",
" matematicas = c(\"joaquin\", \"maialen\", \"jose\", NA),\n",
" biologia = c(\"ana\", \"daniel\", \"markel\", \"adriana\"))\n",
- "\n"
+ "alumnos\n",
+ "\n",
+ "apply (X = alumnos, MARGIN = 2, FUN = function(x) is.element(el = \"jose\", set = x))"
]
},
{
@@ -804,13 +1025,55 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 24,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\t- 7.5
\n",
+ "\t- 7.5
\n",
+ "\t- 4.75
\n",
+ "
\n"
+ ],
+ "text/latex": [
+ "\\begin{enumerate}\n",
+ "\\item 7.5\n",
+ "\\item 7.5\n",
+ "\\item 4.75\n",
+ "\\end{enumerate}\n"
+ ],
+ "text/markdown": [
+ "1. 7.5\n",
+ "2. 7.5\n",
+ "3. 4.75\n",
+ "\n",
+ "\n"
+ ],
+ "text/plain": [
+ "[[1]]\n",
+ "[1] 7.5\n",
+ "\n",
+ "[[2]]\n",
+ "[1] 7.5\n",
+ "\n",
+ "[[3]]\n",
+ "[1] 4.75\n"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
+ "#::GMG::11102018\n",
"lista.vec <- list(c(9,10,5,6), \n",
" c(9,9,8,4),\n",
- " c(4,3,6,6))\n"
+ " c(4,3,6,6))\n",
+ "#::GMG::simplificado::lapply(lista.vec,mean)\n",
+ "mean_vec <- lapply(X = lista.vec ,FUN = mean)\n",
+ "mean_vec"
]
},
{
@@ -822,12 +1085,158 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 36,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\t\n",
+ "\t- 9
\n",
+ "\t- 8.5
\n",
+ "\t- 8.16666666666667
\n",
+ "\t- 9.16666666666667
\n",
+ "\t- 7.33333333333333
\n",
+ "\t- 6.66666666666667
\n",
+ "
\n",
+ " \n",
+ "\t\n",
+ "\t- 11
\n",
+ "\t- 7.83333333333333
\n",
+ "\t- 8
\n",
+ "\t- 7.5
\n",
+ "\t- 6.5
\n",
+ "\t- 9.33333333333333
\n",
+ "
\n",
+ " \n",
+ "\t\n",
+ "\t- 8.33333333333333
\n",
+ "\t- 9.66666666666667
\n",
+ "\t- 6.66666666666667
\n",
+ "\t- 7.66666666666667
\n",
+ "\t- 8.83333333333333
\n",
+ "\t- 9.5
\n",
+ "
\n",
+ " \n",
+ "\t\n",
+ "\t- 9.66666666666667
\n",
+ "\t- 8.16666666666667
\n",
+ "\t- 7.83333333333333
\n",
+ "\t- 6.33333333333333
\n",
+ "\t- 5.66666666666667
\n",
+ "\t- 8.66666666666667
\n",
+ "
\n",
+ " \n",
+ "
\n"
+ ],
+ "text/latex": [
+ "\\begin{enumerate}\n",
+ "\\item \\begin{enumerate*}\n",
+ "\\item 9\n",
+ "\\item 8.5\n",
+ "\\item 8.16666666666667\n",
+ "\\item 9.16666666666667\n",
+ "\\item 7.33333333333333\n",
+ "\\item 6.66666666666667\n",
+ "\\end{enumerate*}\n",
+ "\n",
+ "\\item \\begin{enumerate*}\n",
+ "\\item 11\n",
+ "\\item 7.83333333333333\n",
+ "\\item 8\n",
+ "\\item 7.5\n",
+ "\\item 6.5\n",
+ "\\item 9.33333333333333\n",
+ "\\end{enumerate*}\n",
+ "\n",
+ "\\item \\begin{enumerate*}\n",
+ "\\item 8.33333333333333\n",
+ "\\item 9.66666666666667\n",
+ "\\item 6.66666666666667\n",
+ "\\item 7.66666666666667\n",
+ "\\item 8.83333333333333\n",
+ "\\item 9.5\n",
+ "\\end{enumerate*}\n",
+ "\n",
+ "\\item \\begin{enumerate*}\n",
+ "\\item 9.66666666666667\n",
+ "\\item 8.16666666666667\n",
+ "\\item 7.83333333333333\n",
+ "\\item 6.33333333333333\n",
+ "\\item 5.66666666666667\n",
+ "\\item 8.66666666666667\n",
+ "\\end{enumerate*}\n",
+ "\n",
+ "\\end{enumerate}\n"
+ ],
+ "text/markdown": [
+ "1. 1. 9\n",
+ "2. 8.5\n",
+ "3. 8.16666666666667\n",
+ "4. 9.16666666666667\n",
+ "5. 7.33333333333333\n",
+ "6. 6.66666666666667\n",
+ "\n",
+ "\n",
+ "\n",
+ "2. 1. 11\n",
+ "2. 7.83333333333333\n",
+ "3. 8\n",
+ "4. 7.5\n",
+ "5. 6.5\n",
+ "6. 9.33333333333333\n",
+ "\n",
+ "\n",
+ "\n",
+ "3. 1. 8.33333333333333\n",
+ "2. 9.66666666666667\n",
+ "3. 6.66666666666667\n",
+ "4. 7.66666666666667\n",
+ "5. 8.83333333333333\n",
+ "6. 9.5\n",
+ "\n",
+ "\n",
+ "\n",
+ "4. 1. 9.66666666666667\n",
+ "2. 8.16666666666667\n",
+ "3. 7.83333333333333\n",
+ "4. 6.33333333333333\n",
+ "5. 5.66666666666667\n",
+ "6. 8.66666666666667\n",
+ "\n",
+ "\n",
+ "\n",
+ "\n",
+ "\n"
+ ],
+ "text/plain": [
+ "[[1]]\n",
+ "[1] 9.000000 8.500000 8.166667 9.166667 7.333333 6.666667\n",
+ "\n",
+ "[[2]]\n",
+ "[1] 11.000000 7.833333 8.000000 7.500000 6.500000 9.333333\n",
+ "\n",
+ "[[3]]\n",
+ "[1] 8.333333 9.666667 6.666667 7.666667 8.833333 9.500000\n",
+ "\n",
+ "[[4]]\n",
+ "[1] 9.666667 8.166667 7.833333 6.333333 5.666667 8.666667\n"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
+ "#::GMG::11102018\n",
"lista.mat <- replicate(replicate(expr = sample(1:15, size = 6),n = 6,), n = 4 , simplify = F) # simplify = FALSE no simplifica en un array\n",
- "\n"
+ "#::GMG::Es una lista de matricas\n",
+ "#lista.mat\n",
+ "#lista.mat[[4]]\n",
+ "#colMeans(x = lista.mat,na.rm = FALSE,dims = 2)\n",
+ "#class(lapply(X = lista.mat ,FUN = colMeans)) ==> list (!))\n",
+ "lapply(X = lista.mat ,FUN = colMeans)"
]
},
{
@@ -1139,25 +1548,79 @@
},
{
"cell_type": "code",
- "execution_count": null,
- "metadata": {},
- "outputs": [],
- "source": []
- },
- {
- "cell_type": "markdown",
+ "execution_count": 49,
"metadata": {},
- "source": [
- "**Ejercicio:** La lista siguiente no es homogénea. Verifica elemento a elemento si el segundo elemento de la sublista es un `data.frame`. Si no lo es, conviértelo en uno y marca la primera variable de cada lista como `\"ndf\"`. Si lo es, márcala como `\"df\"`."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": null,
- "metadata": {
- "scrolled": false
- },
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\t- 'df'
\n",
+ "\t\n",
+ "| V1 | V2 | V3 | V4 | V5 | V6 |
\n",
+ "\n",
+ "\t| 9 | 14 | 7 | 13 | 6 | 8 |
\n",
+ "\t| 13 | 8 | 11 | 12 | 10 | 10 |
\n",
+ "\t| 12 | 12 | 13 | 10 | 2 | 15 |
\n",
+ "\t| 8 | 13 | 9 | 6 | 14 | 11 |
\n",
+ "\t| 1 | 4 | 6 | 5 | 1 | 4 |
\n",
+ "\t| 4 | 1 | 8 | 9 | 13 | 6 |
\n",
+ "\n",
+ "
\n",
+ " \n",
+ "
\n"
+ ],
+ "text/latex": [
+ "\\begin{enumerate}\n",
+ "\\item 'df'\n",
+ "\\item \\begin{tabular}{r|llllll}\n",
+ " V1 & V2 & V3 & V4 & V5 & V6\\\\\n",
+ "\\hline\n",
+ "\t 9 & 14 & 7 & 13 & 6 & 8\\\\\n",
+ "\t 13 & 8 & 11 & 12 & 10 & 10\\\\\n",
+ "\t 12 & 12 & 13 & 10 & 2 & 15\\\\\n",
+ "\t 8 & 13 & 9 & 6 & 14 & 11\\\\\n",
+ "\t 1 & 4 & 6 & 5 & 1 & 4\\\\\n",
+ "\t 4 & 1 & 8 & 9 & 13 & 6\\\\\n",
+ "\\end{tabular}\n",
+ "\n",
+ "\\end{enumerate}\n"
+ ],
+ "text/markdown": [
+ "1. 'df'\n",
+ "2. \n",
+ "V1 | V2 | V3 | V4 | V5 | V6 | \n",
+ "|---|---|---|---|---|---|\n",
+ "| 9 | 14 | 7 | 13 | 6 | 8 | \n",
+ "| 13 | 8 | 11 | 12 | 10 | 10 | \n",
+ "| 12 | 12 | 13 | 10 | 2 | 15 | \n",
+ "| 8 | 13 | 9 | 6 | 14 | 11 | \n",
+ "| 1 | 4 | 6 | 5 | 1 | 4 | \n",
+ "| 4 | 1 | 8 | 9 | 13 | 6 | \n",
+ "\n",
+ "\n",
+ "\n",
+ "\n",
+ "\n"
+ ],
+ "text/plain": [
+ "[[1]]\n",
+ "[1] \"df\"\n",
+ "\n",
+ "[[2]]\n",
+ " V1 V2 V3 V4 V5 V6\n",
+ "1 9 14 7 13 6 8\n",
+ "2 13 8 11 12 10 10\n",
+ "3 12 12 13 10 2 15\n",
+ "4 8 13 9 6 14 11\n",
+ "5 1 4 6 5 1 4\n",
+ "6 4 1 8 9 13 6\n"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"lista.vars <-list(\n",
" list(\"df\", as.data.frame(replicate(sample(1:15, 6),n = 6))),\n",
@@ -1165,7 +1628,14 @@
" list(\"t\", as.data.frame(replicate(sample(1:15, 6),n = 6))),\n",
" list(\"loc\", replicate(sample(1:15, 6),n = 6))\n",
" )\n",
- "\n"
+ "lista.vars[[1]]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "**Ejercicio:** La lista siguiente no es homogénea. Verifica elemento a elemento si el segundo elemento de la sublista es un `data.frame`. Si no lo es, conviértelo en uno y marca la primera variable de cada lista como `\"ndf\"`. Si lo es, márcala como `\"df\"`."
]
},
{