A number of charms that money could buy. A premium fertility rite, perhaps.\n\nI can't wait to tell Mama we sold the iguana paw. Perhaps it'll buy me a moment's peace.\n\n[img[zcm_happy_ending_jasper_sm]]

Take care. What you now hold in your hands is the claw of Leviathan, the dragon of the deep. Great and ancient, fearing nothing except...<<timedcontinue 2s>>\n<<if $diplomacy > 2>>\s\n\nBut there can be no knowledge my lord does not possess.\n\nMy concern is that, should you come to harm as a result of using this object, it would be my head on the pike. Any of your guards can attest to that. See? Even now, that one writes down my name.\n\nIt isn't that I doubt your skill. It is only that, of all objects in this store, this is the most powerful and treacherous. It will take months of practice to get even a puff of sulfur out of it. Your eye for ancient power is quite uncanny.\n<<timedcontinue 2s>>\nFor you, serene and ineffable majesty of the Delta, a very fair [[price]]...<<endif>>\s\n<<if $intimidation > 2>>\s\n\n...innate ability such as that you seem to possess.\n\nMy concern is that, should you come to harm as a result of using this object, it would be my head on the pike. Any of your guards can attest to that. Even now, that worm of a guard writes down my name.\n\nIt isn't that I doubt your skill. It is only that, of all objects in this store, this is the most powerful and treacherous. It will take months of practice to get even a puff of sulfur out of it. Your eye for ancient power is quite uncanny.\n<<timedcontinue 2s>>\nThere can be only one [[price]] for such an artifact...\n<<endif>>\s\n<<if $diplomacy <=2 and $intimidation <=2>>\s\n<<timedcontinue 2s>>\n...ah...\n<<timedcontinue 2s>>\n...fear.\n<<timedcontinue 2s>>\n(Cough) As my mother often says, fear is a bewildered beast. It can't be saddled. It must be led.\n\nWhich reminds me that, should you come to harm as a result of using this object, it would be my head on the pike. Any of your guards can attest to that. Even now, that one writes down my name.\n<<timedcontinue 4s>>\nMy asking [[price]]?<<endif>>

<<updatevolume $march 0.15>>A prince? And he's got half the palace with him. What under heaven could he possibly want in this tired old bazaar?\n<<timedcontinue 4s>>\n<<set $diplomacy to 0; $intimidation to 0; $esteem to 0>>\s\nOh, Creator, they're coming this way.\n\n<<if $escapes is 0>>\s\nAvi, do your poor mother a favor. Here--why don't you take a lemon candy to your Bubbe? You can have one, too, if you go now. \n\nOne quick hug, my star, my treasure. Now run along!\n<<endif>>\s\n<<if $escapes is 1>>\s\nMama! Grant me a grace and stay in the back, all right? \n\nYes, of course I want you here. I'm not starting an argument. I'm asking, please, give me five minutes alone out here. I'll explain as soon as I can.\n\nThank you, Mama.\n<<endif>>\s\n\n<<timedcontinue 4s>>Pull yourself together, Ziva. There's time to do just one thing before they get here.\n<<timedcontinue 2s>>\n-> A [[prayer][$diplomacy += 1]] to the Creator might charm my tongue.\n-> This [[cup of tea]] might steady my nerves.\n-> These [[heeled slippers][$intimidation += 1]] might raise my profile.

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

Avi! Avi, get in here and take these dentures back to your poor Bubbe. Three hundred shekels these cost me, and you think it's funny to hide them? Those guards nearly laughed out loud. Do you want me hauled off to the gallows?\n\nCome here. Shush, shush. You know I love you every moment I'm breathing. But no games in the store, do you hear?\n\nAll right. Now go on. Tell your Bubbe we sold the iguana paw.\n\n[img[zcm_happy_ending_avi_sm]]

<<if $sound eq "yes">>\s\n<<playsound $meow_warmup 0.8>>\s\n<<endif>>\s\n<<timedcontinue 2s>>\s\nGood morning, Jasper. You're a good kitty.\n<<if $sound eq "yes">>\s\n<<playsound $meow_inquiry 0.8>>\s\n<<endif>>\s\n<<timedcontinue 2s>>\s\n\n<<if $escapes eq 0>>Avi<<else>>Mama<<endif>>, would you set some cream out for Jasper? Sometimes I think he means to trip me.\n<<timedcontinue 2s>>\s\n\nThank you, <<if $escapes eq 0>>Avi<<else>>Mama<<endif>>.\n\nNow if I can just straighten this [[table]]...

<<set $escapes to 0>>\s\n<<set $intimidation to 0>>\s\n<<set $diplomacy to 0>>\s\n<<set $esteem to 0>>\s\n<<set $sound = "no">>\s\n<<set $commentary = "no">>\s\n<<set $cat_hiss = "audio/cat_hiss.mp3">>\s\n<<set $meow_warmup = "audio/meow_warmup.mp3">>\s\n<<set $meow_inquiry = "audio/meow_inquiry.mp3">>\s\n<<set $bazaar = "audio/bazaar.mp3">>\n<<set $march = "audio/soldiers_march.mp3">>\s\n<<set $suspense_oboe = "audio/suspense_oboe.mp3">>\s\n<<set $rumble = "audio/rumble.mp3">>\s\n<<set $epic_explorer = "audio/epic_explorer.mp3">>\s\n<<set $currentLoops = []>>\s\n<<display "Style Changer">><<typical>>\s\n[img[zcm_cover_art_sm]]\nAlmost time to open up shop.\n<table><tr><td class="align-right">Sound?</td><td></td><td><<radiobutton "$sound" "yes" checked>> On\n<<radiobutton "$sound" "no">> Off\n</td></tr>\n<tr><td colspan="3">(iOS/Android may play only partial sound.)</td></tr>\n<tr><td colspan="3"></td></tr>\n<tr><td class="align-right">Estimated Duration?</td><td></td><td>First ending &lt; 5 min\nAll endings &lt; 10 min\n</td></tr></table>\n<div class="startButton"><center><<button [[Open the Store|Open]]>><<playsound $meow_warmup 0.01>><</button>></center></div>\n\n[[Credits and How-Tos]]\n\n<h6>Text and images appear under a Creative Commons Attribution-NonCommercial-ShareAlike License.\nSound acquired from <a href="http://www.audiojungle.net" target="_blank">AudioJungle</a> for single-use license only.</h6>

<<if $sound eq "yes">>\s\n<<fadeinsound $suspense_oboe 0.25 2000>>\s\n<<set $currentLoops.push($suspense_oboe)>>\s\n<<timedcontinue 2s>>\s\n<<fadeoutsound $bazaar>>\s\n<<set $currentLoops.splice($currentLoops.indexOf($bazaar),1)>>\s\n<<endif>>\s\n<<if $escapes is 0>>Oh, that's... Ah... Those are the Teeth of Kasadya, the Watcher. Yes, they are very like a human's. Wet? That doesn't surprise me. Kasadya is a river angel, predictable and merciful.<<endif>>\n<<if $escapes > 0>>That is the feather of Asbeel, a lesser fallen angel. He's temperamental, but useful for moving small objects a distance of up to a cubit.<<endif>>\n<<timedcontinue 4s>>\n-> An [[excellent]] choice for a novice.\n-> An excellent choice for a [[novice]].\n-> An [[interesting choice]].\n-> I'd [[recommend]] an item more fitting.

<<updatevolume $march 0.25>>Dear Creator, please grant me the power of diplomacy, that I might survive this day.\n\nThere. That should make me a bit more ingratiating.\n\n<<timedcontinue 2s>><<updatevolume $march 0.35>>[[Here they are...]]

There. We're ready for customers...\n<<if $sound eq "yes">>\s\n<<fadeinsound $march 0.05 1000>>\s\n<<set $currentLoops.push($march)>>\n<<endif>>\s\n<<timedcontinue 2s>><<updatevolume $march 0.10>>\s\n\nWhat's that [[commotion]] coming down the plaza? Sounds like a nine-flag parade out there.

// Replace macros created by Glorious Trainwrecks\n// http://www.glorioustrainwrecks.com/blog/584\n\n\n\n(function() {\n version.extensions.replaceMacrosCombined = {\n major: 1,\n minor: 1,\n revision: 4\n };\n var nullobj = {\n handler: function() {}\n };\n\n function showVer(n, notrans) {\n if (!n) {\n return\n }\n n.innerHTML = "";\n new Wikifier(n, n.tweecode);\n n.setAttribute("data-enabled", "true");\n n.style.display = "inline";\n n.classList.remove("revision-span-out");\n if (!notrans) {\n n.classList.add("revision-span-in");\n if (n.timeout) {\n clearTimeout(n.timeout)\n }\n n.timeout = setTimeout(function() {\n n.classList.remove("revision-span-in");\n n = null\n }, 1)\n }\n }\n\n function hideVer(n, notrans) {\n if (!n) {\n return\n }\n n.setAttribute("data-enabled", "false");\n n.classList.remove("revision-span-in");\n if (n.timeout) {\n clearTimeout(n.timeout)\n }\n if (!notrans) {\n n.classList.add("revision-span-out");\n n.timeout = setTimeout(function() {\n if (n.getAttribute("data-enabled") == "false") {\n n.classList.remove("revision-span-out");\n n.style.display = "none";\n n.innerHTML = ""\n }\n n = null\n }, 1000)\n } else {\n n.style.display = "none";\n n.innerHTML = "";\n n = null\n }\n }\n\n function tagcontents(b, starttags, desttags, endtags, k) {\n var l = 0,\n c = "",\n tg, a, i;\n\n function tagfound(i, e) {\n for (var j = 0; j < e.length; j++) {\n if (a.indexOf("<<" + e[j], i) == i) {\n return e[j]\n }\n }\n }\n a = b.source.slice(k);\n for (i = 0; i < a.length; i++) {\n if (tg = tagfound(i, starttags)) {\n l++\n } else {\n if ((tg = tagfound(i, desttags)) && l == 0) {\n b.nextMatch = k + i + tg.length + 4;\n return [c, tg]\n } else {\n if (tg = tagfound(i, endtags)) {\n l--;\n if (l < 0) {\n return null\n }\n }\n }\n }\n c += a.charAt(i)\n }\n return null\n }\n var begintags = [];\n var endtags = [];\n\n function revisionSpanHandler(g, e, f, b) {\n var k = b.source.indexOf(">>", b.matchStart) + 2,\n vsns = [],\n vtype = e,\n flen = f.length,\n becomes, c, cn, m, h, vsn;\n\n function mkspan(vtype) {\n h = insertElement(m, "span", null, "revision-span " + vtype);\n h.setAttribute("data-enabled", false);\n h.style.display = "none";\n h.tweecode = "";\n return h\n }\n if (this.shorthand && flen) {\n while (f.length > 0) {\n vsns.push([f.shift(), (this.flavour == "insert" ? "gains" : "becomes")])\n }\n } else {\n if (this.flavour == "insert" || (this.flavour == "continue" && this.trigger == "time")) {\n vsns.push(["", "becomes"])\n }\n } if (this.flavour == "continue" && flen) {\n b.nextMatch = k + b.source.slice(k).length;\n vsns.push([b.source.slice(k), vtype])\n } else {\n becomes = ["becomes", "gains"];\n c = tagcontents(b, begintags, becomes.concat(endtags), endtags, k);\n if (c && endtags.indexOf(c[1]) == -1) {\n while (c) {\n vsns.push(c);\n c = tagcontents(b, begintags, becomes, endtags, b.nextMatch)\n }\n c = tagcontents(b, begintags, ["end" + e], endtags, b.nextMatch)\n }\n if (!c) {\n throwError(g, "can't find matching end" + e);\n return\n }\n vsns.push(c);\n if (this.flavour == "continue") {\n k = b.nextMatch;\n b.nextMatch = k + b.source.slice(k).length;\n vsns.push([b.source.slice(k), ""])\n }\n } if (this.flavour == "remove") {\n vsns.push(["", "becomes"])\n }\n cn = 0;\n m = insertElement(g, "span", null, e);\n m.setAttribute("data-flavour", this.flavour);\n h = mkspan("initial");\n vsn = vsns.shift();\n h.tweecode = vsn[0];\n showVer(h, true);\n while (vsns.length > 0) {\n if (vsn) {\n vtype = vsn[1]\n }\n vsn = vsns.shift();\n h = mkspan(vtype);\n h.tweecode = vsn[0]\n }\n if (typeof this.setup == "function") {\n this.setup(m, g, f)\n }\n }\n\n function quantity(m) {\n return (m.children.length - 1) + (m.getAttribute("data-flavour") == "remove")\n }\n\n function revisionSetup(m, g, f) {\n m.className += " " + f[0].replace(" ", "_")\n }\n\n function keySetup(m, g, f) {\n var key = f[0];\n m.setEventListener("keydown", function l(e) {\n var done = !revise("revise", m);\n if (done) {\n m.removeEventListener("keydown", l)\n }\n })\n }\n\n function timeSetup(m, g, f) {\n function cssTimeUnit(s) {\n if (typeof s == "string") {\n if (s.slice(-2).toLowerCase() == "ms") {\n return Number(s.slice(0, -2)) || 0\n } else {\n if (s.slice(-1).toLowerCase() == "s") {\n return Number(s.slice(0, -1)) * 1000 || 0\n }\n }\n }\n throwError(g, s + " isn't a CSS time unit");\n return 0\n }\n var tm = cssTimeUnit(f[0]);\n setTimeout(function timefn() {\n var done = !revise("revise", m);\n if (!done) {\n setTimeout(timefn, tm)\n }\n }, tm)\n }\n\n function hoverSetup(m) {\n var fn, noMouseEnter = (document.head.onmouseenter !== null),\n m1 = m.children[0],\n m2 = m.children[1];\n if (!m1 || !m2) {\n return\n }\n m1.onmouseenter = function(e) {\n if (this.getAttribute("data-enabled") != "false") {\n revise("revise", this.parentNode)\n }\n };\n m2.onmouseleave = function(e) {\n if (this.getAttribute("data-enabled") != "false") {\n revise("revert", this.parentNode)\n }\n };\n if (noMouseEnter) {\n fn = function(n) {\n return function(e) {\n if (!event.relatedTarget || (event.relatedTarget != this && !(this.compareDocumentPosition(event.relatedTarget) & Node.DOCUMENT_POSITION_CONTAINED_BY))) {\n this[n]()\n }\n }\n };\n m1.onmouseover = fn("onmouseenter");\n m2.onmouseout = fn("onmouseleave")\n }\n m = null\n }\n\n function mouseSetup(m) {\n var evt = (document.head.onmouseenter === null ? "onmouseenter" : "onmouseover");\n m[evt] = function() {\n var done = !revise("revise", this);\n if (done) {\n this[evt] = null\n }\n };\n m = null\n }\n\n function linkSetup(m, g, f) {\n var l = Wikifier.createInternalLink(),\n p = m.parentNode;\n l.className = "internalLink replaceLink";\n p.insertBefore(l, m);\n l.insertBefore(m, null);\n l.onclick = function() {\n var p, done = false;\n if (m && m.parentNode == this) {\n done = !revise("revise", m);\n scrollWindowTo(m)\n }\n if (done) {\n this.parentNode.insertBefore(m, this);\n this.parentNode.removeChild(this)\n }\n };\n l = null\n }\n\n function visitedSetup(m, g, f) {\n var i, done, shv = state.history[0].variables,\n os = "once seen",\n d = (m.firstChild && (this.flavour == "insert" ? m.firstChild.nextSibling : m.firstChild).tweecode);\n shv[os] = shv[os] || {};\n if (d && !shv[os].hasOwnProperty(d)) {\n shv[os][d] = 1\n } else {\n for (i = shv[os][d]; i > 0 && !done; i--) {\n done = !revise("revise", m, true)\n }\n if (shv[os].hasOwnProperty(d)) {\n shv[os][d] += 1\n }\n }\n }[{\n name: "insert",\n flavour: "insert",\n trigger: "link",\n setup: linkSetup\n }, {\n name: "timedinsert",\n flavour: "insert",\n trigger: "time",\n setup: timeSetup\n }, {\n name: "insertion",\n flavour: "insert",\n trigger: "revisemacro",\n setup: revisionSetup\n }, {\n name: "later",\n flavour: "insert",\n trigger: "visited",\n setup: visitedSetup\n }, {\n name: "keyinsert",\n flavour: "insert",\n trigger: "key",\n setup: keySetup\n }, {\n name: "replace",\n flavour: "replace",\n trigger: "link",\n setup: linkSetup\n }, {\n name: "timedreplace",\n flavour: "replace",\n trigger: "time",\n setup: timeSetup\n }, {\n name: "mousereplace",\n flavour: "replace",\n trigger: "mouse",\n setup: mouseSetup\n }, {\n name: "hoverreplace",\n flavour: "replace",\n trigger: "hover",\n setup: hoverSetup\n }, {\n name: "revision",\n flavour: "replace",\n trigger: "revisemacro",\n setup: revisionSetup\n }, {\n name: "keyreplace",\n flavour: "replace",\n trigger: "key",\n setup: keySetup\n }, {\n name: "timedremove",\n flavour: "remove",\n trigger: "time",\n setup: timeSetup\n }, {\n name: "mouseremove",\n flavour: "remove",\n trigger: "mouse",\n setup: mouseSetup\n }, {\n name: "hoverremove",\n flavour: "remove",\n trigger: "hover",\n setup: hoverSetup\n }, {\n name: "removal",\n flavour: "remove",\n trigger: "revisemacro",\n setup: revisionSetup\n }, {\n name: "once",\n flavour: "remove",\n trigger: "visited",\n setup: visitedSetup\n }, {\n name: "keyremove",\n flavour: "remove",\n trigger: "key",\n setup: keySetup\n }, {\n name: "continue",\n flavour: "continue",\n trigger: "link",\n setup: linkSetup\n }, {\n name: "timedcontinue",\n flavour: "continue",\n trigger: "time",\n setup: timeSetup\n }, {\n name: "mousecontinue",\n flavour: "continue",\n trigger: "mouse",\n setup: mouseSetup\n }, {\n name: "keycontinue",\n flavour: "continue",\n trigger: "key",\n setup: keySetup\n }, {\n name: "cycle",\n flavour: "cycle",\n trigger: "revisemacro",\n setup: revisionSetup\n }, {\n name: "mousecycle",\n flavour: "cycle",\n trigger: "mouse",\n setup: mouseSetup\n }, {\n name: "timedcycle",\n flavour: "cycle",\n trigger: "time",\n setup: timeSetup\n }, {\n name: "keycycle",\n flavour: "replace",\n trigger: "key",\n setup: keySetup\n }].forEach(function(e) {\n e.handler = revisionSpanHandler;\n e.shorthand = (["link", "mouse", "hover"].indexOf(e.trigger) > -1);\n macros[e.name] = e;\n macros["end" + e.name] = nullobj;\n begintags.push(e.name);\n endtags.push("end" + e.name)\n });\n\n function insideDepartingSpan(elem) {\n var r = elem.parentNode;\n while (!r.classList.contains("passage")) {\n if (r.classList.contains("revision-span-out")) {\n return true\n }\n r = r.parentNode\n }\n }\n\n function reviseAll(rt, rname) {\n var rall = document.querySelectorAll(".passage [data-flavour]." + rname),\n ret = false;\n for (var i = 0; i < rall.length; i++) {\n if (!insideDepartingSpan(rall[i])) {\n ret = revise(rt, rall[i]) || ret\n }\n }\n return ret\n }\n\n function revise(rt, r, notrans) {\n var ind2, curr, next, ind = -1,\n rev = (rt == "revert"),\n rnd = (rt.indexOf("random") > -1),\n fl = r.getAttribute("data-flavour"),\n rc = r.childNodes,\n cyc = (fl == "cycle"),\n rcl = rc.length - 1;\n\n function doToGainerSpans(n, fn) {\n for (var k = n - 1; k >= 0; k--) {\n if (rc[k + 1].classList.contains("gains")) {\n fn(rc[k], notrans)\n } else {\n break\n }\n }\n }\n for (var k = 0; k <= rcl; k++) {\n if (rc[k].getAttribute("data-enabled") == "true") {\n ind = k\n }\n }\n if (rev) {\n ind -= 1\n }\n curr = (ind >= 0 ? rc[ind] : (cyc ? rc[rcl] : null));\n ind2 = ind;\n if (rnd) {\n ind2 = (ind + (Math.floor(Math.random() * rcl))) % rcl\n }\n next = ((ind2 < rcl) ? rc[ind2 + 1] : (cyc ? rc[0] : null));\n var docurr = (rev ? showVer : hideVer);\n var donext = (rev ? hideVer : showVer);\n var currfn = function() {\n if (!(next && next.classList.contains("gains")) || rnd) {\n docurr(curr, notrans);\n doToGainerSpans(ind, docurr, notrans)\n }\n };\n var nextfn = function() {\n donext(next, notrans);\n if (rnd) {\n doToGainerSpans(ind2 + 1, donext, notrans)\n }\n };\n if (!rev) {\n currfn();\n nextfn()\n } else {\n nextfn();\n currfn()\n }\n return (cyc ? true : (rev ? (ind > 0) : (ind2 < rcl - 1)))\n }\n macros.revert = macros.revise = macros.randomise = macros.randomize = {\n handler: function(a, b, c) {\n var l, rev, rname;\n\n function disableLink(l) {\n l.style.display = "none"\n }\n\n function enableLink(l) {\n l.style.display = "inline"\n }\n\n function updateLink(l) {\n if (l.className.indexOf("random") > -1) {\n enableLink(l);\n return\n }\n var rall = document.querySelectorAll(".passage [data-flavour]." + rname),\n cannext, canprev, i, ind, r, fl;\n for (i = 0; i < rall.length; i++) {\n r = rall[i], fl = r.getAttribute("data-flavour");\n if (insideDepartingSpan(r)) {\n continue\n }\n if (fl == "cycle") {\n cannext = canprev = true\n } else {\n if (r.firstChild.getAttribute("data-enabled") == !1 + "") {\n canprev = true\n }\n if (r.lastChild.getAttribute("data-enabled") == !1 + "") {\n cannext = true\n }\n }\n }\n var can = (l.classList.contains("revert") ? canprev : cannext);\n (can ? enableLink : disableLink)(l)\n }\n\n function toggleText(w) {\n w.classList.toggle(rl + "Enabled");\n w.classList.toggle(rl + "Disabled");\n w.style.display = ((w.style.display == "none") ? "inline" : "none")\n }\n var rl = "reviseLink";\n if (c.length < 2) {\n throwError(a, b + " macro needs 2 parameters");\n return\n }\n rname = c.shift().replace(" ", "_");\n l = Wikifier.createInternalLink(a, null);\n l.className = "internalLink " + rl + " " + rl + "_" + rname + " " + b;\n var v = "";\n var end = false;\n var out = false;\n if (c.length > 1 && c[0][0] == "$") {\n v = c[0].slice(1);\n c.shift()\n }\n switch (c[c.length - 1]) {\n case "end":\n end = true;\n c.pop();\n break;\n case "out":\n out = true;\n c.pop();\n break\n }\n var h = state.history[0].variables;\n for (var i = 0; i < c.length; i++) {\n var on = (i == Math.max(c.indexOf(h[v]), 0));\n var d = insertElement(null, "span", null, rl + ((on) ? "En" : "Dis") + "abled");\n if (on) {\n h[v] = c[i];\n l.setAttribute("data-cycle", i)\n } else {\n d.style.display = "none"\n }\n insertText(d, c[i]);\n l.appendChild(d)\n }\n l.onclick = function() {\n reviseAll(b, rname);\n var t = this.childNodes,\n u = this.getAttribute("data-cycle") - 0,\n m = t.length,\n n, lall, i;\n if ((end || out) && u == m - (end ? 2 : 1)) {\n if (end) {\n n = this.removeChild(t[u + 1]);\n n.className = rl + "End";\n n.style.display = "inline";\n this.parentNode.replaceChild(n, this)\n } else {\n this.parentNode.removeChild(this);\n return\n }\n } else {\n toggleText(t[u]);\n u = (u + 1) % m;\n if (v) {\n h[v] = c[u]\n }\n toggleText(t[u]);\n this.setAttribute("data-cycle", u)\n }\n lall = document.getElementsByClassName(rl + "_" + rname);\n for (i = 0; i < lall.length; i++) {\n updateLink(lall[i])\n }\n };\n l = null\n }\n };\n macros.mouserevise = macros.hoverrevise = {\n handler: function(a, b, c, d) {\n var endtags = ["end" + b],\n evt = (window.onmouseenter === null ? "onmouseenter" : "onmouseover"),\n t = tagcontents(d, [b], endtags, endtags, d.source.indexOf(">>", d.matchStart) + 2);\n if (t) {\n var rname = c[0].replace(" ", "_"),\n h = insertElement(a, "span", null, "hoverrevise hoverrevise_" + rname),\n f = function() {\n var done = !reviseAll("revise", rname);\n if (b != "hoverrevise" && done) {\n this[evt] = null\n }\n };\n new Wikifier(h, t[0]);\n if (b == "hoverrevise") {\n h.onmouseover = f;\n h.onmouseout = function() {\n reviseAll("revert", rname)\n }\n } else {\n h[evt] = f\n }\n h = null\n }\n }\n };\n macros.instantrevise = {\n handler: function(a, b, c, d) {\n reviseAll("revise", c[0].replace(" ", "_"))\n }\n };\n macros.endmouserevise = nullobj;\n macros.endhoverrevise = nullobj\n}());

<<display "hundred">>

[img[zcm_dark_ending_sm]]\n\nAch, my joints. This cold wash-water's brutal on my rheumatism. Wouldn't I love to work up to Mistress of Laundry? Look at her, swanning about like the sovereign's own consort.\n\nCould be, for all I know.\n\nI don't know how I'll finish this heap. It's a bleak road that unwinds, sometimes.\n<<timedcontinue 4s>>\nThere goes the Mistress again. A little pour from a kettle now and then wouldn't bankrupt the palace, I'd think.\n<<timedcontinue 2s>>\nWhy has the Creator chosen this life for me? Didn't I do everything asked of me? Didn't I honor his will?\n<<timedcontinue 2s>>\n"No time for philosophy," Mama would say. This shirt won't scrub itself. Call it a blessing that I haven't dragged another generation into this world.\n<<timedcontinue 2s>>\nI hope Mama weathers that coughing sickness. When Mistress lets us go, I should bring home some tea.\n<<timedcontinue 4s>><<playsound $meow_inquiry 0.8>><<timedcontinue 2s>>\nIt's nice that you visit, Jasper. You're good company.\n<<timedcontinue 2s>>\nCreator bless us.\n<<timedcontinue 2s>>\nEND\n\n[[Credits and How-Tos]]

/*\nsqTwineSound HTML5 Sound Macro Suite\nCopyright 2014 Tory Hoke\n\nProgram URI: http://www.sub-q.com/plugins/sqTwineSound/\nDescription: Sound macros for Twine creations, including controls for volume, fade interval, and playing multiple tracks at once.\nVersion: 0.8.0\nAuthor: Tory Hoke\nAuthor URI: http://www.toryhoke.com\nLicense: GNU General Public License\nLicense URI: http://www.opensource.org/licenses/gpl-license.php\nRepository: https://github.com/AteYourLembas/sqTwineSound\nFAQ / Q & A: http://sub-q.com/questions (password: ThinkVast)\nBug Reports/Feature Requests: http://sub-q.com/forums/topic/what-would-you-like-to-see-sqtwinesound-do-that-its-not-doing/ (password: ThinkVast)\n\n sub-Q.com is password-protected while it's in beta (until January 2015.)\n Please kick the tires and report any issues with the website\n via the sub-Q.com Contact form.\n\n\nThis program based on:\nTwine: HTML5 sound macros by Leon Arnott of Glorious Trainwrecks\nthe source and influence of which appear under a Creative Commons CC0 1.0 Universal License\n\nThis program uses\n\n easeInOutSine()\n Copyright © 2001 Robert Penner\n All rights reserved.\n \n As distributed by Kirupa\n http://www.kirupa.com/forum/showthread.php?378287-Robert-Penner-s-Easing-Equations-in-Pure-JS-(no-jQuery)\n \n Open source under the BSD License. \n \n \n Redistribution and use in source and binary forms, with or without modification, \n are permitted provided that the following conditions are met:\n \n Redistributions of source code must retain the above copyright notice, this list of \n conditions and the following disclaimer.\n Redistributions in binary form must reproduce the above copyright notice, this list \n of conditions and the following disclaimer in the documentation and/or other materials \n provided with the distribution.\n \n Neither the name of the author nor the names of contributors may be used to endorse \n or promote products derived from this software without specific prior written permission.\n \n THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY \n EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF\n MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE\n COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL,\n EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE\n GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED \n AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING\n NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED \n OF THE POSSIBILITY OF SUCH DAMAGE. \n\nThis program is free software: you can redistribute it and/or modify\nit under the terms of the GNU General Public License as published by\nthe Free Software Foundation, either version 3 of the License, or\n(at your option) any later version.\n \nThis program is distributed in the hope that it will be useful,\nbut WITHOUT ANY WARRANTY; without even the implied warranty of\nMERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the\nGNU General Public License for more details.\n\n*/\n\n(function () {\n version.extensions.soundMacros = {\n major: 0,\n minor: 8,\n revision: 0\n };\n\n var globalVolume = 1.0;\n var updateInterval = 10; //Update sound volume, etc. once every 10 ms\n var defaultOverlap = 1000; //Default track overlap is 1000 ms\n var minVolume = 0.01; // Minimum possible volume -- 0 is mute, so we want somethings slightly above that\n var soundInterval = 0.1; // Creates an interval of 1/10 creates ten stages of loudness. Used by quieter/louder. Feel free to tweak\n var fileExtensions = ["ogg", "mp3", "wav", "webm"]; // Acceptable file extensions for audio\n var clips = {};\n\n // Convenience vars\n var clipNameLabel = "Clip Name";\n var overlapLabel = "Overlap";\n var volumeProportionLabel = "Volume Proportion";\n var loopLabel = "Loop?";\n\n\n //------------ Robert Penner via Kirupa math methods ----------\n //-------------------------------------------------------------\n\n function easeInOutSine(currentIteration, startValue, changeInValue, totalIterations) {\n return changeInValue / 2 * (1 - Math.cos(Math.PI * currentIteration / totalIterations)) + startValue;\n }\n\n\n //------------ End Math methods -------------------------------\n //-------------------------------------------------------------\n\n //------------- pausableTimeout ---------\n //--------------------------------------\n function pausableTimeout(func, params) {\n\n this.funcToRun = func;\n this.waitStartTime = -1;\n this.waitEndTime = -1;\n this.waitDuration = -1;\n\n this.activate = function(waitDuration) {\n\n if (this.pausedAt !== undefined) { this.waitDuration = this.timeRemaining(); }\n else if (waitDuration !== undefined) this.waitDuration = waitDuration;\n else if (this.waitDuration > -1 ) { console.log("Warning: No wait duration given to pausableTimeout. Using last specified one."); }\n else return; // Don't bother to start a loop with no wait duration\n\n this.waitStartTime = new Date().getTime();\n this.waitEndTime = new Date().getTime() + this.waitDuration;\n this.timeout = setTimeout(this.funcToRun, this.waitDuration, params);\n };\n\n this.deactivate = function() {\n this.pausedAt = this.timeElapsed();\n if (this.timeout !== undefined) clearTimeout(this.timeout);\n };\n\n this.stopAndClear = function() {\n if (this.pausedAt !== undefined) delete this.pausedAt;\n if (this.timeout !== undefined) { clearTimeout(this.timeout); delete this.timeout; }\n };\n\n this.timeElapsed = function() {\n return new Date().getTime() - this.waitStartTime;\n };\n\n this.timeRemaining = function() {\n if (this.pausedAt !== undefined) return this.waitDuration - this.pausedAt;\n return this.waitEndTime - new Date().getTime();\n };\n }\n //------------- /pausableTimeout --------\n //--------------------------------------\n\n\n //------------- sqAudio ----------------\n //--------------------------------------\n function sqAudio(fullPath, clipName, fileExt) {\n\n this.fullPath = fullPath;\n this.clipName = clipName; // Let a clip know its own name\n this.fileExt = fileExt;\n\n // Defaults\n this.volumeProportion = 1.0; // By default, full volume\n this.overlap = defaultOverlap; // By default, defaultOverlap ms\n this.isPlayable = false; // Assume audio is not playable\n this.looping = false; // Assume audio not looping\n this.alternate = false;\n this.mainAudio = new Audio();\n this.partnerAudio = new Audio();\n\n this.mainAudio.setAttribute("src", this.fullPath);\n if (this.mainAudio.canPlayType) {\n for (var i = -1; i < fileExtensions.length; i += 1) {\n if (i >= 0) fileExt = fileExtensions[i];\n if (this.mainAudio.canPlayType("audio/" + fileExt)) break;\n }\n if (i < fileExtensions.length) {\n this.mainAudio.interval = null;\n this.partnerAudio.setAttribute("src", this.fullPath);\n this.partnerAudio.interval = null;\n this.isPlayable = true;\n\n } else {\n console.log("Browser can't play '" + this.clipName + "'");\n }\n } \n\n // Convenience method for getting duration\n // TODO : protect this against audio not being loaded yet\n //\n this.getDuration = function () {\n\n return this.mainAudio.duration;\n };\n\n // Get what we consider the current audio track\n //\n this._getActiveAudio = function() {\n return (this.alternate) ? this.partnerAudio : this.mainAudio;\n };\n\n // Get what we consider the idle audio track\n //\n this._getIdleAudio = function() {\n return (this.alternate) ? this.mainAudio : this.partnerAudio;\n };\n\n\n\n // Perform fade on specified audio\n // Use ease\n //\n this.__fadeSound = function(audioObj, fadeIn) {\n\n var startVolume = fadeIn ? 0 : globalVolume * this.volumeProportion;\n var deltaVolume = globalVolume * this.volumeProportion * (fadeIn ? 1 : -1);\n\n //alert("__fadeSound! fadeIn " + fadeIn + ", globalVolume " + globalVolume + ", volProp " + this.volumeProportion + " startVol " + startVolume + " deltaVolume " + deltaVolume);\n\n // Handy vars for easing\n var totalIterations = this.overlap/updateInterval;\n var currentIteration = 1;\n\n audioObj.interval = setInterval(function() {\n\n //Use easing to prevent sound popping in or out\n //\n var desiredVolume = easeInOutSine(currentIteration, startVolume, deltaVolume, totalIterations);\n \n //alert("Well desiredVol is " + desiredVolume + " cos currIter " + currentIteration + " startVol " + startVolume + " delta vol " + deltaVolume + " total iter " + totalIterations);\n //This should never happen, but if it does, skip the fade\n if (isNaN(desiredVolume)) {\n audioObj.volume = startVolume + deltaVolume;\n console.log("There was a problem with the fade. Possibly overlap " + this.overlap + " is shorter than updateInterval " + updateInterval + "? ");\n } else {\n audioObj.volume = desiredVolume;\n }\n currentIteration += 1;\n \n if (audioObj.volume === (startVolume + deltaVolume)) { \n //alert("Grats! You reached your destination of " + audioObj.volume); \n clearInterval(audioObj.interval); \n }\n\n //This effectively stops the loop and poises the volume to be played again\n //That way the clip isn't needlessly looping when no one can hear it.\n if (audioObj.volume === 0) {\n audioObj.pause();\n audioObj.currentTime = 0;\n }\n }, updateInterval);\n\n };\n\n\n // Manages starting one loop before the last play has ended\n // and cross-fading the ends\n //\n this._crossfadeLoop = function(params) {\n\n var sqAudioObj = params[0];\n var currAudioObj = params[1];\n\n // Let loop expire if no longer looping\n //\n if (!sqAudioObj.looping) { return; }\n\n var nextAudioObj = sqAudioObj.alternate ? sqAudioObj.mainAudio : sqAudioObj.partnerAudio;\n sqAudioObj.alternate = !sqAudioObj.alternate;\n\n // Don't even bother with crossfade if there's no overlap\n if (sqAudioObj.overlap !== undefined && sqAudioObj.overlap > 1) {\n\n // fade out current sound\n //\n sqAudioObj._fadeSound(currAudioObj, false);\n\n // And fade in our partner\n //\n //nextAudioObj.volume = 0; \n //if (nextAudioObj.currentTime > 0) nextAudioObj.currentTime = 0;\n //nextAudioObj.play();\n sqAudioObj._fadeSound(nextAudioObj, true);\n\n }\n else {\n sqAudioObj.updateVolume(); \n nextAudioObj.currentTime = 0;\n nextAudioObj.play();\n }\n\n // Kick off the next timer to crossfade\n // Might as well garbage collect the old crossfadeTimeout, too.\n //\n //if (sqAudioObj.crossfadeTimeout !== undefined) { sqAudioObj.crossfadeTimeout.stopAndClear(); delete sqAudioObj.crossfadeTimeout; }\n //if (isNaN(sqAudioObj.getDuration())) { throwError("Can't loop because duration is not known (audio not loaded, probably not found.)"); return; }\n //sqAudioObj.crossfadeTimeout = new pausableTimeout(sqAudioObj._crossfadeLoop, [sqAudioObj, nextAudioObj]); \n //sqAudioObj.crossfadeTimeout.activate(sqAudioObj.getDuration()*1000-sqAudioObj.overlap);\n\n };\n\n\n this._fadeSound = function(activeAudioObj, fadeIn) {\n\n // Set the goal volume as a proportion of the global volume\n // (e.g. if global volume is 0.4, and volume proportion is 0.25, overall the goal volume is 0.1)\n //\n var goalVolume = globalVolume * this.volumeProportion;\n if (activeAudioObj.interval) clearInterval(activeAudioObj.interval);\n if (fadeIn) {\n if (activeAudioObj.currentTime > 0) activeAudioObj.currentTime = 0;\n activeAudioObj.volume = 0; \n this.loop();\n\n } else {\n\n if (!activeAudioObj.currentTime) return;\n activeAudioObj.volume = goalVolume;\n activeAudioObj.play();\n }\n this.__fadeSound(activeAudioObj, fadeIn);\n\n };\n\n\n // Fade sound on whatever the active audio is\n //\n this.fadeSound = function(fadeIn) {\n if (fadeIn) {\n this.stopAndClear();\n this.looping = true;\n }\n else this.looping = false;\n this._fadeSound(this._getActiveAudio(), fadeIn);\n };\n\n // Update volume proportion and volume of both audio clips\n //\n this.setVolumeProportion = function(volumeProportion) {\n this.volumeProportion = volumeProportion;\n };\n\n // Update volume of active audio clips (assumes vol proportion and global vol already set)\n //\n this.updateVolume = function() {\n\n //alert("about to set vol to " + globalVolume + " x " + this.volumeProportion);\n this._getActiveAudio().volume = globalVolume * this.volumeProportion;\n };\n\n // Play the current audio object and reactivate any paused timer\n //\n this.play = function(loop) {\n\n //If it's a loop we want, just loop and don't make a big deal out of it\n if (loop) this.loop();\n\n else {\n\n var activeAudioObj = this._getActiveAudio();\n if (activeAudioObj) { \n activeAudioObj.play();\n }\n }\n };\n\n // Pause whatever audio is currently playing and pause the timer, too\n //\n this.pause = function() {\n if (this.crossfadeTimeout !== undefined) this.crossfadeTimeout.deactivate();\n this._getActiveAudio().pause();\n };\n\n // Stop whatever audio is currently playing and dump the timer\n //\n this.stopAndClear = function() {\n var activeAudioObj = this._getActiveAudio();\n activeAudioObj.pause();\n if (activeAudioObj.currentTime > 0) activeAudioObj.currentTime = 0;\n if (this.crossfadeTimeout !== undefined) { this.crossfadeTimeout.stopAndClear(); delete this.crossfadeTimeout; }\n };\n\n\n // Loop the track\n //\n this.loop = function() {\n\n this.looping = true;\n var activeAudioObj = this._getActiveAudio();\n\n // Create new timeout if one does not already exist; otherwise just reuse the existing one\n //\n this.crossfadeTimeout = (this.crossfadeTimeout === undefined) ? new pausableTimeout(this._crossfadeLoop, [this, activeAudioObj]) : this.crossfadeTimeout; \n if (isNaN(this.getDuration())) { return throwError("Can't loop because duration is not known (audio not loaded, probably not found.)"); }\n this.crossfadeTimeout.activate((this.getDuration()*1000)-this.overlap);\n activeAudioObj.play();\n };\n\n\n }\n //------------ /sqAudio ----------------\n //--------------------------------------\n\n\n\n /***********************************************************\n * MAIN METHOD\n /***********************************************************\n /\n / Here be monsters. Proceed with caution.\n /\n */\n\n // Verify that the audio can be played in browser\n //\n function parseAudio(c) {\n\n var d = c.exec(div.innerHTML); // returns list of form ["url/to/audio.fileType",/to/audio,fileType]\n\n while(d) {\n if (d) {\n if (!clips.hasOwnProperty(d[1])) {\n\n var parser = document.createElement('a');\n parser.href = d[1].toString();\n var pathnameSubstrings = parser.pathname.split("/");\n var clipName = pathnameSubstrings[pathnameSubstrings.length-1];\n var sqAudioObj = new sqAudio(parser.href + "." + d[2].toString(), clipName, d[2].toString());\n if (sqAudioObj.isPlayable) { clips[clipName] = sqAudioObj;}\n }\n }\n d = c.exec(div.innerHTML); // yes, we could just do a do/while, but some envs don't like that\n }\n }\n\n // Parse all used audio file names\n // Use whatever store area element is available in the story format\n //\n var storeElement = (document.getElementById("store-area") ? document.getElementById("store-area") : document.getElementById("storeArea"));\n var div = storeElement.firstChild;\n while (div) {\n var b = String.fromCharCode(92);\n var q = '"';\n var re = "['" + q + "]([^" + q + "']*?)" + b + ".(" + fileExtensions.join("|") + ")['" + q + "]";\n parseAudio(new RegExp(re, "gi"));\n div = div.nextSibling;\n }\n /***********************************************************\n * END MAIN METHOD\n /***********************************************************/\n\n\n\n /***********************************************************\n * SUPPORTING FUNCTIONS FOR THE MACROS\n /***********************************************************\n /\n / Here be monsters.\n /\n */\n\n // Given the clipName, get the active soundtrack\n //\n function getSoundTrack(clipName) {\n clipName = cleanClipName(clipName.toString());\n if (!clips.hasOwnProperty(clipName)) { return throwError("Given clipName " + clipName + " does not exist in this project. Please check your variable names."); }\n return clips[clipName];\n\n }\n\n\n // Centralized function for sound fading\n //\n function fadeSound(clipName, fadeIn) {\n\n var soundtrack = getSoundTrack(clipName);\n if (soundtrack === "undefined") { return throwError("audio clip " + clipName + " not found"); } \n soundtrack.fadeSound(fadeIn);\n \n }\n\n\n // Adjust the volume of ALL audio in the page\n //\n function adjustVolume(direction) {\n\n // Note soundInterval and minVolume are declared globally (at top of the script)\n var maxVolume = 1.0; // This is native to JavaScript. Changing will cause unexpected behavior\n globalVolume = Math.max(minVolume, Math.min(maxVolume, globalVolume + (soundInterval * direction)));\n for (var soundIndex in clips) {\n if (clips.hasOwnProperty(soundIndex)) {\n clips[soundIndex].updateVolume();\n }\n }\n }\n\n // Common argument management\n // Because of the total expected arguments (one string, one float, one int, one boolean)\n // This method attempts to be forgiving of sequence. \n // Be advised if there were even one more argument, it probably couldn't be so forgiving anymore!\n //\n function manageCommonArgs(func, requiredArgs) {\n\n // Look at the list of available arguments, clean them up, and take the first one of each desired type:\n // Recreate the arguments as a list in required sequence [clipName, volumeProportion, overlap, loop]\n\n var clipName;\n var volumeProportion;\n var overlap;\n var loop;\n\n for (var i = 0; i < func.args.length; i++) {\n switch (typeof func.args[i]) {\n case "string" :\n if (clipName === undefined) clipName = func.args[i].toString();\n break;\n case "number" :\n var tempNum = parseFloat(func.args[i]);\n if (volumeProportion === undefined && tempNum <= 1.0) volumeProportion = tempNum;\n else if (overlap === undefined && tempNum >=updateInterval) overlap = tempNum; \n break;\n case "boolean" :\n if (loop === undefined) loop = func.args[i];\n break;\n }\n }\n\n for (var requiredArg in requiredArgs) {\n if (requiredArgs.hasOwnProperty(requiredArg)) {\n switch (requiredArg) {\n case clipNameLabel :\n if (clipName === undefined) { return throwError("No audio clip name specified."); } \n break;\n case volumeProportionLabel :\n if (volumeProportion === undefined || volumeProportion > 1.0 || volumeProportion < 0.0) { return throwError("No volume proportion specified (must be a decimal number no smaller than 0.0 and no bigger than 1.0.)"); }\n break;\n case overlapLabel :\n if (overlap === undefined) { return throwError("No fade duration specified (must be a number in milliseconds greater than + " + updateInterval + " ms.)"); }\n break;\n case loopLabel :\n if (loop === undefined) { return throwError("No loop flag provided (must be a boolean, aka true or false.)"); }\n break;\n }\n }\n }\n return [clipName, volumeProportion, overlap, loop];\n }\n\n // Get the clipName up to the . if a . exists, otherwise do no harm\n //\n function cleanClipName(clipName) {\n\n var parser = document.createElement('a');\n parser.href = clipName.toString();\n var pathnameSubstrings = parser.pathname.split("/");\n clipName = pathnameSubstrings[pathnameSubstrings.length-1];\n return clipName.lastIndexOf(".") > -1 ? clipName.slice(0, clipName.lastIndexOf(".")) : clipName;\n }\n\n\n /***********************************************************\n * END SUPPORTING FUNCTIONS FOR THE MACROS\n /***********************************************************/\n\n\n\n /***********************************************************\n /***********************************************************\n * MACROS\n /***********************************************************\n /***********************************************************\n */\n\n /* updatevolume\n \n Given a decimal between 0.0 and 1.0, \n updates the clip's volume proportion and the clip's actual volume\n \n */\n macros.add("updatevolume", {\n handler: function () {\n \n var args = manageCommonArgs(this, [clipNameLabel, volumeProportionLabel]);\n var soundtrack = getSoundTrack(this.args[0]);\n soundtrack.setVolumeProportion(args[1]);\n soundtrack.updateVolume();\n }\n });\n\n /** playsound \n\n This version of the macro lets you do a little bit of sound mixing.\n \n Parameters:\n\n REQUIRED: clipName \n OPTIONAL: decimal proportion of volume (0.0 being minimum/mute, and 1.0 being maximum/default)\n OPTIONAL: number of milliseconds to overlap/crossfade the loop (0 ms by default)\n OPTIONAL: true if you'd like to loop, false if no\n \n \n */\n macros.add("playsound", {\n handler : function () {\n\n var args = manageCommonArgs(this, [clipNameLabel]);\n\n var soundtrack = getSoundTrack(this.args[0]);\n var volumeProportion = args[1] !== undefined ? args[1] : soundtrack.volumeProportion;\n soundtrack.overlap = args[2] !== undefined ? args[2] : defaultOverlap;\n var loop = args[3] !== undefined ? args[3] : false;\n soundtrack.setVolumeProportion(volumeProportion);\n soundtrack.updateVolume();\n soundtrack.play(loop); \n }\n });\n\n\n /* playsounds\n \n Play multiple sounds at once (picking up where we left off)\n If you give it no sounds to play, it quietly ignores the command.\n\n Parameters:\n\n OPTIONAL: clipName\n OPTIONAL: decimal proportion of volume (0.0 being minimum/mute, and 1.0 being maximum/default)\n OPTIONAL: number of milliseconds to overlap/crossfade (0 ms by default)\n OPTIONAL: true if you'd like to loop, false if no\n \n /\n */\n macros.add("playsounds", {\n handler: function () {\n\n var clipNameString = this.args[0];\n if (this.args[0] === undefined || this.args[0] == "") return;\n clipNameString = this.args[0].toString();\n if (clipNameString == "[]") return;\n var clipNames = clipNameString.split(",");\n if (clipNames.length < 1) return;\n var args = manageCommonArgs(this);\n for (var index = 0; index < clipNames.length; index++) {\n var soundtrack = getSoundTrack(cleanClipName(clipNames[index]));\n var volumeProportion = args[1] !== undefined ? args[1] : soundtrack.volumeProportion;\n soundtrack.overlap = args[2] !== undefined ? args[2] : defaultOverlap;\n var loop = args[3] !== undefined ? args[3] : false;\n soundtrack.setVolumeProportion(volumeProportion);\n soundtrack.updateVolume();\n soundtrack.play(loop); \n }\n }\n });\n\n\n\n /* pausesound\n \n Pauses clip at its current location. \n Use playsound to resume it.\n\n Parameters:\n\n REQUIRED: clipName\n\n */ \n macros.add("pausesound", {\n handler: function() {\n var args = manageCommonArgs(this, [clipNameLabel]); \n getSoundTrack(this.args[0]).pause();\n }\n });\n\n\n /* <<pauseallsound>> \n \n Pauses all sounds at their current location. \n \n If you'd like the option to start multiple sounds,\n take a look at <<playsounds>> and <<fadeinsounds>>\n */ \n macros.add("pauseallsound", {\n handler: function () {\n for (var clipName in clips) {\n if (clips.hasOwnProperty(clipName)) {\n getSoundTrack(clipName).pause();\n }\n }\n }\n });\n\n /* stopsound\n \n Stop the given sound immediately\n If the sound is played again, it will play from the beginning\n \n Parameters:\n\n REQUIRED: clipName \n */ \n macros.add("stopsound", {\n handler: function() {\n var args = manageCommonArgs(this, [clipNameLabel]); \n getSoundTrack(this.args[0]).stopAndClear();\n }\n });\n\n\n /* <<stopallsound>>\n \n Stops all sounds immediately.\n If any stopped sound is played again, it will play from the beginning\n \n If you'd like the option to start multiple sounds,\n take a look at <<playsounds>> and <<fadeinsounds>>\n */ \n macros.add("stopallsound", {\n handler: function () {\n for (var clipName in clips) {\n if (clips.hasOwnProperty(clipName)) {\n if (clips[clipName] !== undefined) clips[clipName].stopAndClear();\n }\n }\n }\n });\n\n /* loopsound\n \n Starts playing the given clip on repeat.\n Note that browsers will not necessarily play looping audio seamlessly.\n For seamless audio, use a fade duration/overlap (third parameter) greater than 1 millisecond\n (Well, you probably want something more perceptibe than 1 millisecond!)\n \n Parameters:\n\n REQUIRED: clipName \n OPTIONAL: decimal proportion of volume (0.0 being minimum/mute, and 1.0 being maximum/default)\n OPTIONAL: number of milliseconds to overlap/crossfade the loop (0 ms by default)\n */ \n macros.add("loopsound", {\n handler: function () {\n \n var args = manageCommonArgs(this, [clipNameLabel]);\n var soundtrack = getSoundTrack(this.args[0]);\n var volumeProportion = args[1] !== undefined ? args[1] : soundtrack.volumeProportion;\n soundtrack.overlap = args[2] !== undefined ? args[2] : defaultOverlap;\n soundtrack.setVolumeProportion(volumeProportion);\n soundtrack.updateVolume();\n soundtrack.loop();\n }\n });\n\n\n /* unloopsound \n \n Let the given sound stop when it finishes its current loop\n (so the sound no longer repeats.)\n\n Parameters:\n\n REQUIRED: clipName \n\n */ \n macros.add("unloopsound", {\n handler: function () {\n var args = manageCommonArgs(this, [clipNameLabel]); \n getSoundTrack(this.args[0]).looping = false;\n }\n });\n\n\n /* fadeinsound\n \n Identical to loopsound, but fades in the sound over 2 seconds.\n\n Parameters:\n\n REQUIRED: clipName\n OPTIONAL: decimal proportion of volume (0.0 being minimum/mute, and 1.0 being maximum/default)\n OPTIONAL: number of milliseconds to overlap/crossfade the loop (defaults to clip's last set overlap)\n\n */\n macros.add("fadeinsound", {\n handler: function () {\n\n var args = manageCommonArgs(this, [clipNameLabel]);\n \n var soundtrack = getSoundTrack(this.args[0]);\n var volumeProportion = args[1] !== undefined ? args[1] : soundtrack.volumeProportion; \n soundtrack.overlap = args[2] !== undefined ? args[2] : soundtrack.overlap;\n soundtrack.volumeProportion=volumeProportion;\n soundtrack.fadeSound(true);\n }\n });\n\n /* fadeinsounds\n\n Fade in multiple sounds at once.\n \n Parameters:\n\n REQUIRED: clipNames as list \n OPTIONAL: decimal proportion of volume (0.0 being minimum/mute, and 1.0 being maximum/default)\n OPTIONAL: number of milliseconds to overlap/crossfade the loop (defaults to clip's last set overlap)\n \n */\n macros.add("fadeinsounds", {\n handler: function () {\n\n var clipNameString = this.args[0];\n if (this.args[0] === undefined || this.args[0] == "") return;\n clipNameString = this.args[0].toString();\n if (clipNameString == "[]") return;\n var clipNames = clipNameString.split(",");\n if (clipNames.length < 1) return;\n\n var args = manageCommonArgs(this);\n\n for (var index = 0; index < clipNames.length; index++) {\n var soundtrack = getSoundTrack(this.args[0]);\n var volumeProportion = args[1] !== undefined ? args[1] : soundtrack.volumeProportion; \n soundtrack.overlap = args[2] !== undefined ? args[2] : soundtrack.overlap;\n soundtrack.volumeProportion=volumeProportion;\n soundtrack.fadeSound(true); \n }\n }\n });\n\n /* fadeoutsound\n \n Identical to stopsound, but fades out the sound over the stored fade duration (overlap).\n \n Parameters:\n\n REQUIRED: clipName \n\n */\n macros.add("fadeoutsound", {\n handler: function () {\n var args = manageCommonArgs(this, [clipNameLabel]); \n fadeSound(this.args[0].toString(), false);\n }\n });\n\n\n /* fadeoutsounds\n \n Fade out multiple sounds at once.\n If you give it no sounds to play, it quietly ignores the command.\n\n Parameters:\n\n REQUIRED: clipNames as list \n \n */\n macros.add("fadeoutsounds", {\n handler: function () {\n\n var clipNameString = this.args[0];\n if (this.args[0] === undefined) return;\n clipNameString = this.args[0].toString();\n if (clipNameString == "[]") return;\n var clipNames = clipNameString.split(",");\n if (clipNames.length < 1) return;\n\n for (var index = 0; index < clipNames.length; index++) {\n fadeSound(cleanClipName(clipNames[index]), false);\n }\n }\n });\n\n\n /* <<quieter>>\n \n Reduces the story's globalVolume by 1/10th of the reader's system volume.\n Thus creates a 10-unit volume range for the story\n \n */\n macros.add("quieter", {\n handler: function () {\n adjustVolume(-1);\n }\n });\n\n /* <<louder>>\n \n Increases the story's globalVolume by 1/10th of the reader's system volume.\n Thus creates a 10-unit volume range for the story\n \n */\n macros.add("louder", {\n handler: function () {\n adjustVolume(1);\n }\n });\n\n\n /* jumpscare\n \n Play the clip at maximum story volume\n Don't affect any stored volume options\n PLEASE GIVE THE READER A STARTLE WARNING BEFORE USING THIS.\n \n */\n macros.add("jumpscare", {\n handler: function () {\n var args = manageCommonArgs(this, [clipNameLabel]);\n var soundtrack = getSoundTrack(this.args[0]);\n soundtrack.setVolumeProportion(1.0);\n soundtrack.updateVolume();\n soundtrack.play();\n }\n });\n\n /***********************************************************\n * END MACROS\n /***********************************************************/\n\n\n\n}());\n\n// You read the whole thing! THAT'S PRETTY RAD. Keep up the good work, and happy Twining.\n\n

<<updatevolume $bazaar 0.15>>\s\n<<if $diplomacy > 0>>Summoning? A prodigious choice. Divination is so common, don't you think? It's power over the underworld that marks nobility.\n\nNo, not that my lord needs marking, of course.<<endif>><<if $intimidation > 0>>Summoning has its virtues. Some say divination is a finer pursuit, but we all must use our strengths.<<endif>><<if $intimidation is 0 and $diplomacy is 0>>Summoning is a suitable choice. Its uses are many.<<endif>>\n\n<<timedcontinue 2s>>I see your guards have found the potions rack.\n<<timedcontinue 2s>>\n-> Beg pardon, but could your guards not handle the glassware? It is quite [[fragile][$diplomacy += 1; $intimidation -= 1]].\n-> Might your guards idle [[elsewhere]]?\n-> [[(Meaningful silence)][$intimidation += 1; $diplomacy -= 1]]

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pCUdQNd05Y+ixvb399WFZ0fM6H0xzKrqcbacc6lgsa4tFwH59nuXlDjt0III0g8rrv8Wgsb1LqVj3usc+oWW32HcS8v+k93+cuV6jZXbn5L6rDdW617mWkQXguJ9Qt/N3qLlYHHky474q4ZGX9aW7HjJgZRO+n2tfkwpBzi7ZWw2ETv2idoaN7nu/kp2CNVt/Ug13dZzun5IAoycW3c6PcRtaCN37v56s5J8EDKr4dV5JhHi6lwm6mSr5rvwenvt1bbe4MDh2aRuKF0/EblW7C72s1J8U31rzHNdThV6NYPULgfHRqhyZLywxAXrxZB/ViifpxylddAf60nOss2iBqUAboJOp5MIIyHdxPmnF1h37Rptg+QVqWQVY3aI31ROcXO3FHquJ9pVdTq+mFDMWDaYkgulRaGNO8w0arPyLnXWFxMj80eAU8hwiJR+iYjcvqdFD/AKLnCU2JMYkkmgNl85ylUL0tN0bpGbl27q6XOaODC3x9SeqPbvLQCey9BwsGjEqZVSwNaBqQj35VVG32l24xos2fN5JyuAAHS2aMBEUXy3J+o/WA0uDNwHYLm8vEvxLjTe0seOxXvGhtG4wwjgrg/wDGD0J1dJ6gQAS6BHgrHLZ8hNTAo9mLJGPR89WnhADHe48gaLMWlh2NbWWvEtcFbntowWARe1sK37mlSZbDCxwlrkwa1u7bwUwre4EgaBNNWqOx4daJa7xEhXMMMvqOO8wTq0nxQG0OtMN7J66nboboQiSK3TUtDTC6l9TjW7kJ2s3sLBz2Unl73e4yRopelZWWngnhLi031RUr0+UNcAgbSIISaIKsXNJguEPUDXA1CQkCmYNUGej6IPLeEJvwRiyGCFKtgP3IA7okPlHVr7kpSfo6FEmE6lut0SyPCTXFjg5uhCkfoAqCQWzsEEbujXY26uRz3HgUmktMFUarXVP3D5jxCv6PaHt1BUgNuhhze7G/8pDf+sO67xIkIaIx3ZRc2NeyLLMAjiH1YpJJJMakkkklLzHCQMFMkkoGmTwOQoqQdpB4SbHB7pLjUiK0v82KSdwgpklpFGipJJJJSlIAdyopJKB8LZQxSBrHghpapLxOv0Qk3tHCY2HsFDXxTbfGSko5JHw8mRf4mEwc09/wKQa0cBJJZffVkNnxSLj+bAUUzntYJcYSXcZ6UFnM3fTJd5E6fgoubQwS4AIb8knRgjzPKESSZJkpLCfqu8guJaIHYKKSSS1SSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJItdQI9Sw7ax37nyapfaKv9EPD+z/AOSSXcJq/wCVd3//08bpVmIz6qZzGFxsfkVFlLidoaf+1Q/N9d3pOq/4pYNu6zODS7YWD9GfE8roLundUw/qz02y7024WQTbW1pixz3gua+9sf4Olu2v9z/ri5u97DnHd7Ro3d4Hs7/OTMdESIN3I/8Aeuga4I+Mg363hzd0Q7hzfAhaA6e2vojuoZH08m0U4lZ7hhFmTf8A2IbQz+us6ll2Q5jKgftDntrLB+c4nYG/2ty1PrTY+rq1fTWu24/T6GUVM7kkeo9//XN3rf20Zn1RiDv6j/diySmBQPX8nofqRa3E6F1vqJE+kCP+26vUY3/PtXFVtMAldjhj7L/i1yXPd6b8+1wrPczY2of+B0vXF25dNLgx0k94HCi5fWeafefD/iMcKMpTloL6pyYCj07qX2HqzMgOIIaajHMWssrd/wBWgnKpe3c1wIHbvPhCD6V1uZTXjt35Li1rWtGpscfY1TyAMSD1C7LLi0B0ejdXi9N6e+u64Mfex0O7k7fzVy3Uc4517bS3aW1tr+O0RuWv9d7C3rb8NrvbjtYH1tMtbaWtdexkfuWO2LnlW5fHp7kjc56/a18+biPDHSIUjUP2V2nTURB80FGbTOO6wg7pG34KaVVr3DFG7sdAUKkww4KKSK1JaDu14KudMyW4PUKMjs0glU3PDg0Hkd0rgARCaRY4T1BXeL7d0/qdGXiMuqcHbgNArptqrr9SwaeC8i+rGR1vc5uA4uDeW9lazPrJ1+u003WFrgYhZx5URnQkNNfFnEyY33fUcmlll1NrbAxr+QVxX+MfrMUnp8h2sgjwWZjW/WTOtpYbXQ/6J8AVtfWD6qWP6Y1pabcnk2lWROEDEEfVjMTrq+YBXqv5sKrfS+i51L/pMMFWqdWBWTtbWy7JGkA68K5W2v7I4+aqtotImFOxz6qCx3BUcqNC+q7Fxxs1pRZ4gYHu2+CliNrNr5GsFV8e0AkjuFKlz2vJaJQMN1Ryy9PmxOz1OO6PlbS+st4hBNVhJO1Q9X3gHkI8IJBHRXuTAIPXwSZTR6o+ClktGxh8k2Qdzmu8lG1+4DyCAj8vgo5D69fJe1gFbCmqElM+wOYG+CekS5GqiVCRlkj20amRo8/FQJ4RL/5w/FDd2CfHYJl8w+qR24ATwoozmzW1CLSEAWPIKI8llYxLtrvTd9F3HkVXSTgaViyHHMSHR0XCDIUwQ4flQse0W1wfpDQ/3qWrSpHVjMUJx1hNZzYKZF0c1DIIMJInCtRsVkkkklikkkklKTjQpkklM3AFshMGyPNMCQnaQDqkvsEixvoViCOUyk/nXhItI8wktMaJroxSSSSQpJJJJSkkkklKTOe1glxhNZY2sSeewVV73Pdud9ySCUj8hx0aIHj3QiSTJ1PimSSQpJJJJCkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKRWVtDfUt+j+a3u5O1ja2iy3k/RZ4/1kg11x9W07WDv/wB9YkvEa6We3/fK997pd7a2/cAn9TF/0Z/d+X739ZQst3AMYNtbeB/EoaSrF76/veP/AHr/AP/Uo/XN99XU8HBtOx9WGx1lAfvZWf5ttdHtZt9le9+5cp1KqHNsHB9p+K6L6udQ6FkX3s69i25eXmvl/Ut+6xrnHawV1Db6bf6m9Q+tPQndIzn4D3+rXY0WU2dywktbvH5r2uaosUuGsUhUgLB/Rn+9wugNcZhLQ7x7f4Lj9Lz/AELWZBLvUxy10MMOcGnc3a781/5u5Evzbup9Rsz74+0ZtkMa3RoH0Q1v7rGrOxiWXFh03As+att20Mc8gOGO3YB2LuXqWhd9aq1sLlRP6O73f1tx8fE6JjdPsfPoMrpwa2mJLNrs3NfH7/8AR6v+urznNEZT/l+Rdx9cDj2swMoO2X5FFT24o0FGOKx6dEfvW3Pe/wDqLkcnEN7jZXo7uDwVDyw/VDuSSUmN4wALJNucCQZHI4K1+gPtx7resmCzpe26XHV1zpZiVfyt13vf/wAFVYsp7H1uLHgtcOQVv10sZ9Qr8lrZfd1Ftdh8A2rdXP8Aac9PymogfvEQ/wAb5mDUX03efttsusfda4vtscXveeS5x3OcopJIsSlctynCv0y0teW6lVGgFwBMCdT4KdzmufLSSAAJPOiaQCRY21XxkRE0d9GBM9oTJKVdb7HhjBuceAE5YpglwR8ljNrXM+a6Dpf1I6pksbY5vptdrqug/wCYM0Fu4B5Cq5ObxRkPVddmeGImJ6OX/i3yKW5dlLyN7h7ZWr9eOhucWZ1DNB/OQFz2X9WOs9Af9upO4VmZar//AI4OTdgOx7ccPcRtc4qOUDPMM2KQlE6SUJcMeGQ1Gz0H1Jq9fLD3gubWwBp7Suh6+6zDwb7LbAK9pLR3XmXTPr5n9MYWU1NgmSUP6wfXrP63jiixoYO5HdWI4hRtjMjdh57Nu9fLtt/ecSrGMQ3aTwDqqC0MWs2ANHJUhoDwDFOzVb29BeQ7HbbQxrmR7vGVz+deXnZEBadFluJVZVY07XjRZF1Ye4mYUGMASOtjo2CZGAFUTukrgAK70x9TckC36JWfS1w0KtU49th3MExzClnRibNNSIInoLILY6mX03EDRvI+Cyd5fdIWr1IbqgAC58alZDJrdrzKbhqrbOYmqrpbpNcAGgiZ0Rbaa627i2QqgDnAQrNhf9k9xO4dk2YoiirCbu46VoXNvLTYdhgHsrFBc2FSeHh+5W63HYD3UtemmGZqQNVqxvZ7yhlhkKy9wf21UIaEBxBRlA9SxBOg8FIgFNLQnRAWTO2myN1fgoEQjpi0FFYjrsNbw4fMeS0AW2MDm9+FQcwhTx7zU6D9A8+SdE02uVz8B4JfJL/mybbXFpUiNw/IUzmgjcEzXRoeE9v/AC+k6xOzFJTcJ+IUEmOUeEqSSSSQpJJJJSkkkklLqTXCIKgkkmMiDbNzQdWqCeUiZ5SSTE67FZJJJJapL4JJJKaTi4uJdz3TI2QyHbhw78qCksUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSnXW6x0N+Z7BJIF6BjqTA5KI6ks2t+laTJaOwUvTY14a10bBudYf++o+HiWZX2uyglrcaoWF5kyS9lLG7vzXWvsSJAFldQG/khc1rDvvO+w8MH8UKy19hl3A4A4CieTPKZJBleg0H8t3b+qXQaeudT+z3vLaawH2sYYsc0n0yaif9Fu9Sz+Qul/8as/9yz/SY4H9G/0n/hhV/wDF1i04+P1Hrx2X3YlTmspBh7IHqvd7vZ+mrb7Fb/8AHWb/ANwP8DP0/wDC/d/R/wDwRVfdl94Mb/V6Q/6pXGsvV//V4zoGEcvruBiOtNbbr2Nc5phwE7vb/mra+tD8+zr2X9uBbcHkNbMgV/4FrD+56a5yuy2m1t1biyysh1b2mC0jXc0rovrPm2Z2H0l97rH5bcVv268wHOa8ufT/AJjPz/5ajNjLE7gxMfGP6XE3oijoLDzec1jbpY4GdXAdiruFi1ZTsfBNo3X2NDjI7n3bifzGN971X9XHrMVVNcOzjqSnbllljba2sY9hDmu2gwQZb9JSHbTdcAAZEEerp0en+uF1NnUaqsbHdTRVU1td9jS1+QI/pLi73Pa7/BrJpYN7REtkbltYv1h6x1LoubZ1ssycEtNOHdYxof8AauW/Z3Vtbu2M917/AMxAqFeP0h9zyBuh0+cjaq3unFiESNQfbFHi4vqvw/KSdwN/Jw/rIxrM5tbSIZWAGjkCT9Ja/wBWcnDzfqr1j6vWg/anNfnYpAnc6lrbNv8AX/Rf5i5nOyLMrMuvsILnuOo4ge1sf2VqfV3FGM9nXsvJOFiYln6MsAddfY36WNi0uPv9rv09j/0VadKFYYiR9UaI/wBoGtkkJSkehLhjUSkpWOa6x7mja1ziWt8ATIb/AGVFSsCkkkklKXYf4vOl0Zea+65u70vogrj11n+L7qbMTqZqsMNt0E+Kh5m/Znw70vx1xC31UVBrdNANAAn2MZHqu27uFJr2uDSDoU9tgDmtDPUnv4LLx4oGWuv1bEpSAamXjMvx7azFjSCI8AvGs6MLqORjgSzcRC9l6lm14GLdY4gDaZK8P6nk/as+68fnOJCvYMcOKQj8tC624mGcpUCd+nkjvMnQIKLY9r2iBBHKErcdlkt1K/jPLA1zeQqCu0/zYSLFkNAU7pzas7G9NzItaOR3XP5Dy15A8V0PQcVsW3v12tMNWJ1BjH3vLRGqrwMRkMR0ZxxnGDLdVZBaCFaxMyzFt3M1B0IVLGnYFe6dQ3IzGVuMAnVSzqjeoawvjoGjbPPz3tG4Njdqspu65+93C2uv1Y7Ca6z9HQLFxyQS1Nw8JjYFM+fjGhN6N3HtFVjXRIHZWcrLxXVb2gg9wqTWlxgKxbjEYuo1OsoZIxsE7o5ec9QPlpzgfWsnhoVgCGwqQLq3QrtZBaCVLVBjyWZea7K3PMBO4NYYGp7ymsvLPazSUKsCxx3GD2TdTqdAzQhGI7yVamrJmFGyGkhQFp7BOGyJ0QQ2UkD1LPBLdb4JMHt/1gnTOYCgufY0SQiVl5ieEkGFC7Dp4PT8t+I+5o3MZqB3jvCE9vcLe6Tnej0h20AvB08Qse8sfY5zY9xkt8EzDmJlKEh19JdPDRxxgT00tC13Y/JJze4+aZzYPkkH+KsL7/Rl9rFJScO44UUlhFGlJJJJIUkkkkpSSSSSlJJJJKUkkkkpSSSSSmNjN7CO/IVNXlWvZtfI4dqkgokkkklqkkkklKSSSSUpJJJJSkkkklKSSSSUpJO1rnna0SUf0a6WF1hBfHtb5pLhEnXp3YVU72l7jtrbye+iILa6q4AlztS3sPAOQTa70xWNGjnzUEkiQFcI17snuc9xc7kra6Jk1V9B67S+A6yvHNZ7lzbfo/8ASWGrddFzOnuvPtqvfsAP53p+5zm/1XvamzAkK8Yn/FlxLav82qeSmTnkpk5D3n+L+91/R+q4L2Ma0sFNV4EP3Xi1rKbHD6TPU/m9/wDpFwfo2/unn0/7f7i7D/FtdQ/qGb0zIdDM6iG/16zuG0/vta7exVP2Rnef/LP2b/rn+lVQR/pEhX6Ucn/jc/V/jI6v/9bgX/QPwW3k2m70LCZ3Y1H/AEamVf8AVVrEd9E/BbfWMR/SsPBn6d2FTb8DZvP/AEU0kcce5unRgQJ2f3S4t4q+0OFYLWgwY7u7o2H0/JzXvqxGeraxheawQHFrfp+m1x/SbW/msQArnSMg4vVsLJDgz0r63Fx4ADhun+yjKxEkb1otrc93teiV43XPqQ2raGX9FLxsbw4EF/qPb+9Yx3/bi47P6o89PZhhwh7WOIb2gv3tf/0F2H1Pvrwvrj1npJAFOSbtjB9Ga3Oe1v8A2y964HqeKcTPuo1gEOYSIlrwLa3f5j1VxQByyB+X05YD+/8A+hLJTMRwjY/lJBTU+62umsTZa5rGD+U47W/lWv8AWvEwOn59XSsC43twKhXkWEyDkkuflen+7/g2e39xWPqJ0t/UOtm4ML24FNmT/wBcaIxf/B9r/wDra5zc53ueSXu1cTySfpSpybyVfyDUeM2CR6KSSSTlqkkkklKU67H1PFlZ2ubqCFCQOUduFmuZ6jca41gSXitxbH9baka6qejwvr/1TGxxS4B5AgOKg7/GD1vdO8AeC5hT2tLZ7qL7viBvgGq/jmeuzr9T+t/U+pUehdZ7DzCxN48UtoSgJ8YRiKiKHgtJJ3NrykkknIUr1X0AqKt45liBWZNnY6VlubZ6ZMBwhZnU3bcl7e8qxh0W22j0xxygdSxrBa5xChAiMnmGXHKRx12LDHbDB5q3hWmrKY8eKq0GWAIkEuAHKkkLsFg1Er622+vNH2guZq0iZWTj6vJWvmtc7EY0Eb+6x2E0uLSmYflrsz5gTr3DcY4sIcOy08vINvTw8t1Gmiy2kFs+Kszb9ifWWmD9FLJEGj2K3BIgkdw5ABssVrexrQJ4VZpdU/3CPirQDXNkBSFbIniBKO++s8dlX9WToYRrWg1zGqhU6kaPbKQ20ZZWTuvc5oa0g6kapqXtB1KZ/pl2g0T11scYCI2Wy8WxvZ4hPvZ4hD+ztTfZx4pMFR/eVe4ECCiMcNo1QLKdomUWphA11SSQOHfZuYWXZj3BzPd/JPC1cSpmZnOsfDGhsuA4Wb0/aLw90QOxXR5OZifYi3FaGX2CHuCq55VKgNT+k2uXB4bvq4N4qFrmMO5oOiAWkKzT0nLueTWZA9zimtofXo7jxVjFmjKok3L820PXodJDYtcGPgkRCdzY+CipkGxoeikkkklqkkkklKSSSSUpJJJJSkkkklKSSSSUpQuZvYfEahTSSU0Uka+rad7fonkeCCktUkkkkhSSSSSlJJJJKUkn5SiOUlKAJMDUnsjDHDRuvdtH7o5KjXf6bIY33nl5Q3Oc4y4yfEpLhwgfvH/mpPW2ucahtB0B7whkkmTqT3TJJIJJUkkkkhSvX5JvwcNkmMVr6SzsCXuva8f8Z6n/AIGqKudJxTndRx8Ebj9qeK/bEgn6L9f3Pz/+DQlW5/R1U1dp4+5PsCLdW2q6yprxYK3FosAIDoO3c0O9ygil1Pqn1R/SeuVZmzfQ0FuSAJLaTHqXf9Z/nF6t+zumf6Zn9J/anI4/0v8AxX8teNdPzcjBz68vGG+ysmayJD2EbbaXt/Ortr3Meus3/V//ALmWf0P1+R/Qf/KT/jf+GUXB+uE/6tfijq//1+CIkR4rV6xn25nRcGu+w25GOLGuc7kVh+yird+6zY/assfSHxCLdW4W5dR5Zun+y5yaQDKJ6xs/9y35DsgCLjbBk0+oNzPUZvb4t3DcEIKdYJsYByXCPvTjsUu907OtZ9easufc/PLXR+697qXN/wAxyx/rCyynrWXiWGfsdjsesnQ+nWSymf8ArWxadFUfXSulgjb1EAD4Wqr9dnVO+tnVDV9H1yDH7wa1tn/gm5QRr3I6b4x+BYcuhBW+qPV7OlddxLTY5mNZaxuSxpgObJa3ePzvTc/egfWXp/7N+sHUMICG13vNY/kPPq1f9B6zR+K2uvZLur4mN1s63tazD6h/xjB+rX/+hNDf+3aU4xrIJDaQ4T/eHyf90xnUW4iSS0fq/wBJPWesY3Tg/wBJtzibbP3a2A2Wv/zGpxIAJOwFrGhXXZa8Mqa6x54awFxP9lqv4PQOrZudXgsxrKbH6vfcxzGVs/Pvuc9o2VVtXSZH1zr6UThfVXFqwcWs7TkvaLLrtvt9V7nfvrM6n9dfrH1TGfh5eXOM/wDnWMY1m4D8xzmDft/eamA5ZbQEQf3j6v8AFj/3zL7R6lT+pdK6S8V9Dx2ZFjdD1LLYLLHOH0n42NZuoxq/3PZZci4314+tNFrbft77QOa7QHMI/dLNoWA3UyfuUk/2oEeoCXjL1FmEQBs9f9Yej431h6G3629LqZjZDAW9Rw2DRzmnabKtv+F927/ha1zNH1b6/k0i6jp+Q+p30XbCJ/qb9u5WOl/WbrPR6MnG6fd6deSBu0ktd/paf3LNvtVX9oZdgJud6z3O3my0b3z/AMY73qOEMkbiCOEH0XqeD91j9oEnohzuk9U6cAc/DuxWu4daxzWn+2RtVRdd9X/rvm9JrOHnV/tLp1hANNp3Fg/4L1Nzdv8Awb0R1X1U+tHUvQxcazoubkSKHMLHY77I/RssqDW+k63/AIJLjnEnjh6Rrxw1j/i/MsOIi61eNSU7arKbX02t221OLLG+Dmna9v8AnKClY1K3jfQVRW8f6CBWZPldnpr3NrcG6Sg9QL4LhqI1VrpTHek4ke3xIVfqTHtY4yIKq2Pd+raiP1Q3qnJxnHcZ4laOI1rrfdqFnYx5C2ekUvdfuAkKbKaiS18YvKBS+V6I1A+Sw8st9SWrps6CHbm8eC5fKH6cwICZgNlsZokAW2scksErZa0mkD1BAGgWPijdtaNT4Latoy68cH027COe6WYiwx8uD6iHBz2u3kujnlNjmWEJ85xOhEGUPFJBIUsPlWZWVv8ANqswEuVt7ZqPxVYNcG7+yIXHp5LW6OKJjfSQ3ukgp2Wlh4R6LZCwW4kq/wBq8k/2oeCVMPBJlf8ARBRGfRCr2XNeIRKrmwGnlKkmJ4QmBI4VrCt/Sw48qonaS0gjkJso8QIRCZjIHs9PW/KwsZ9rWaWthpVQ05l2J61tW2tky7xVnp2Vd1LGZiEiWcEp8+y6hv2EPNhI1rb2VEExlVDiB/B0gQQJA1bhssa+R3HITObHwVgdDz3NdkVs2tbqgteHS0/SHIV/FlE9L1ZIyExUvm7o06dzI1HCipVhiQaKkk4jv96csPI1SVwk7asUk6ZJCkkkklKSSSSUpJJJJSkkkklKIkQeFVtrLHfyTwVaS55SQQ0ZSlXtrfAfcltb4D7klU0ZSlXSGgSQAEJ99Y0a0E+MaJIpA1rnfRE+fZPDG8ncfAcf5yTnufydPAcKKSGRceBoPAKKSSSlJJJJKUkkkkpSSSSSlLc+qzhiWZvWHaDAxnCo/wDD3/q+O0f51j1hrazGnB6Dg4MRZnE9Qv8A6pmjCZ/22227/rqZk1Aj++a/wf0lOUoOJmFNQd9JPSyx77cbIqyKTttpe19Z59zTuavQPs13/wA6n5n2v6TP6T/n/wDJ/wDwC4bpnS8zquWMPCYH2kFx3ENa1rfp2WPd9FjV1/7N6h/88+N/RPsP84fpf9x+P5r/ALsfziZY9wCxfCfNHV//0OC4IPgrJeX5mSSNbN5Pxmf4qs4wCfBXel1UuyybXAVta8bzoJLXFn/UJs5CIMuwdAbimi3hTY7ZYx/O1wdHwMqI0EeCScp6LpD6cv6+UW1P31W5xtY8CARudaNHLn+sODusZ7gdwOTcQeZ/SPWn9Tntr+sfT7HGGstLifINe5YVjzZY+wmS9xcT47juUQFZK7QiPxkwZv0fJitz6qve7Jy8E1C/Gy8S/wC0VnhoqY7IqyP69NrGbViLUxr83o+DR1DDtdj5Oc61jXt/0FYbXY33S39Lc/8A8BTpi4kdZaDzWDQNHp2KM3NxsQ2to+0WNr9az6Ldx273ruem9K+rn1P6tfd1Lqwysmqp9TcWmlwePUbDnO/nGtfs9rF5/GkLV6n1s9TqwnZFZObjVGi/In+dY0/qznf8NWz2Pf8AnpmSEpkCyIEESAq0Qq9Wm+S53pgtrk7A7V22fbu2+1RNbncu/BSDiexCUulTNmge5Y+mf3in2H94pAunUaeKkkkAdmIrAMyZS2u/eKkTHaVHef3SkqgHX6Xd9V2Y/p9Wxcu7IJM3U2ta0T9HbSQ36P8AKcreBifVU5lNtfWMjD9Oxrwb8eCNp3e26h9jGv0/cXO+oPP7kvUb5/co5Y7v1SF+Nj7J8SNO7031l+p/ULMjJ610gs6p03JsfdvxTuezcTY5tlLfd7J/wf8A4GuRW10P609R6C7J+wxGTWayHTDX/mZDW/R9StYxJJJJknUk8klCAnG4yIIFcMup/vNaYANA2sr+CzeWtVBXcLIbQ4FydK6NbrKsi9r1epaPRxWtZw7lUs6vfQ7yUHdcxPRDRJKr29Yx31loBkqjHHku+E7t8zx8JFjZx3NfW/TQSuo6a3bjCzuAuZuuDyABoDMroOn9Rw20hlj49v4qbOJGA06sGDhEydtGzZ7munuubzq4cXDsVtu6hi6gPWRlWssLw3WeE3AJA7FkzmJjoVujy7MYOV1OU1zCGE6RwuX6VfVi5LbLfojla+X17Dst3NmEs8JSnoCRSMEoxjRIGrm9VxwLDt+Kza7HVlaWT1Ci23d2hZbiC4uHE6KfDxcNSDDmESdNW47+YLvFCqe0t2OE+CAXvI2zonYS2CnUttlpuIjhSaxp5EITnS4kd1PHqysrIrxcWt12Re7ZVU3lzij0RYS+jV4q507oHUuqujpuLZlQYLmCGA/y7n7amf562KML6tdCDPtjR13qYEvra6MKp37mnuynN/7bTZ31r6xl1fZq7G4OJrGNht9FgB7TX+kd/noAZJ/JGh+/PQf4MfnW0epZs+pfSemHf9ZuqMqsGv7Pwv0tv9Wy2PZ/23/1xXsTB/xa9SL6yzI6VshtdltpBeT+dtnJY3+3sXKgAcD4p048qSPVlnxd4+iI/wAFdb2N/wDiy31ev0XqNeVUdWNsjX4X072f9Bc51P6tdc6WC/NxHsqHNzffX/25Xua3+0h9P6n1DptvrYN78d/fafaf69Z9j11nTv8AGZktAr6niNvbwbKTscf61T91blDLFzWP5eHPHx9GT/vVphE+BeX6HkirIA5Lvo/FaL23UZpvePf3XQGv6h9ftZbjW/s3qNjgGNA9Nznnhvoe6m7/AK0sL6w5Gd0XKf03MY2wxuqyAIFjD+e3/qXKtMmU64TCZHqjP0n6fvM+HSPDI3Wzbq6rW2p1ZrkHlc/1P7M+31MIbdn0yfFVz1R5YWjQnuh4P2d923JeW1nkp0MZgeLUMpI6JarRY3wPcJPb3CLmWdOprFeL73gz6iDTc2waH3DkK5iycY1FH82aMhMcJ+ZinDiE7mxqOFFSMZBiUm5p5TFg7KCcEhJd7gPzC1FpCZSD3JS08hJFROxrzYpKUDsU0FJBiVkkkkkKSTgSn2lJIBOwYpEwJ5+CfafBKCkqj2QnJYOAfyKByXdmgI7q2v8ApCfPuguxjywz5FJabROc5xlxlRTuaWmHCCmSWqSSTwUlLJJ4PgmSUpJJJJSkkkklKSSSSUpdH9Yg3I6Z0PqTAQy3E+yuHID8Z3pn/O3LnF0XSz+0Pql1LpxE3dNe3qGP47D+iym/5vvUeXQwl2lR/uz9Ci4Sg8ayppESFIludByG09Trqta5+PmfquQ1k7zXaQw+nt/wjHbHrsf/ABtuo/8Acuv+f9P6P+A/0/8Ax/8AwH0FQ/xbdNxX52X1TKG4dOrDqp4DnB5dZ/Yrr9qj/wA8Opfvu/pn2zn8z/uP/wAWq/ufrzHoAIn/AGhucf8AxtGuvax9r//R4I6ghGxWOfj3kCRWxtju8AObXMH/AI1BWh0IhzOoVESbcC8N+LA2/wD9EpszUSe1N6XXyc1hloUlBkAfNTOoKcmOzd6E99WZ6jBL2UZDmfH0bYcskiCR4LpcLOoyuvnJrbtqGLYza6B/NYjqXcfvOrXMzOqjBuRsUeGP/dMOXYLtaTwui+sgxB0T6u1U3NdkVYjjbQ3VzfVf6we9w9rd37n01zzZ1A+aKxm13MyE6UbMTfym/wAOFUYcQCGCp1ACXHsphw1aBMEqPvmWtjx8E6kiABsasw1x1cfkE4ACjvd+6ZTemT7nHVJkvsL8UiSGCR9B27yKm124SkkG10ikkklgTYO2ik1wPfVORIhQ9MjUHX4JLTY8UVgIefNMBPeEVw3tP7zUAuAQLBkjRvoUzWtHeVKWqtv80vUQpbYDZlqUtVb1EvUSpXE2fanlqqep4JeoUqVxBtyPFKR4qr6iXqJUriDakJtrVX9QJeolSuJsbWpvTagep5rrOjf4uPrH1THZlWeng02NDq/XJ3uB+ifRrDnM/wCuJk5wgLlIR81XfR5g1eCayBAK753+LbpeAw3dY64yqtv0gxrWn+qPUe927/rSl0zqn+L3o1lj8PCyM3Ir+hkZDGu3Ef6L1nN9H+t6CYM4lrjjLL/dGn+NJX4PnnkdCun6Vhjpn1as6w4xmdWc7Fw40LKGH9cta7969zfR/wCK/rrb6jj1/wCMKtxw2V9O6rgulgcZFuO+B73tb9Ol/wDIVL6+5OHiX4vScN36v0jHFED9/mz+3ozd/LRjMznHHIcMgeLJH5uGMdY+r+v6EV1ebfZHtbqVMaDU/EoFBJZ6lg2nwQn5D7XFtQmOXH6I/wDJK7aG0bWjjVRN3gEJgcGw87j4xCdJTI2P8YRKi4glxkdkEEHgynDiOCkpt03XY9rLqHuqtrO5j2GHAju0hdB1b6x9M6/0BuD1e30OtY+6zFynMArsI/wO+v8Am/VZ7Hb/APCfpFywseO8qGfUbcUmPcz3AfDn/oqLNhjkonSUDcZDfyVZDU3O8UtzvFDpdurHloppirZb3eKdlr63h7TDgoJJJBI1t2cfIZkMkaOH0m+CdzY+Cz+nva3IAcNXCGnzWongt/Efdx2fmGiFJTczuPuUElkokHVSSSeCkhZJJJJS6ZJJJSkkkklL7j4p97lFJJPFLuVWXPZrt3N766qAzWd2EfcpoNtE+5nPdqSfcn3S/a6DyD9ycZOOe8fJUUkle9LsG/8AaaB+d+BTfaqPH8CqKXeO6Svel2DYyMhr27GTB+lKrq7gdLfl3Bll9WJXG51tzoAA/daze97/AOQrWT0nBDyzButyms+nc5ramk/8HW5zrNv9dAyF1/vfagiczZH7HIXRYn1Nvd09nUep5tPS6bhuoZdLrHt/eFTfd7lW6JX03F6rRf1Kr7Vhsd76vP8ANe4f4Rtf0vT/AD1Y6x1K7qnUbsy06OcW1N7NrGldbP7KZLjMhGPpFWZ/9zFUcUiaOg7uPbhOaf0TvUb4kbT93uVdzXNMOEHwWk7cBI7dvJDuqbc0GYI4KkXyxD9HfsWgktm/6v41WG3Ib1XGsuc3eMZrbN39Qv2bW2f11kPrfWYeIPZCMgdvyphII3BDFbf1OyLqvrBj01NbYMwPxba3khrmWtIdvifo/TWItr6oQzrP2w/Rwce/KJ82VuDP/BHsTcv83P8AulB2ctzdj3MBkNcWgjuAdqZITyeTymJgJ6XrOh5jcT6sdWNZg214+Pu/4S1177W/2aHLDhadVRr+pOM86faOoWPPmGV+m3/vyzFWoXxf67/ufaXf5O/6z//S4Au7AGfhwuk+q/R8+h2ZmZdP2XCbh31vyMkGsTdW9lfoept9V7n/ALqxjmlx3Ox6HOOpJYdfjtcGonUOr5nUbfWy9j3hrWiGwA1g2Maxn0GbWqOYnIcIoA7nf7G8YktSrCynYRzDWfs+4ML5H0j+bt3b/wDorRwvq5n5eOchtuNTWCQftF7KnafyLPequL1LPwt32O445fo51YaHEeG/bv8A+kqrml7i5xLnHUknVEiZvUDsatQBAdPKxcj6uuD/ALRjXZV7HtaypwvDa7Gurfc5zf0TXe7bU3+2sThHDQDAOvxS9JqMRW+suppZKBkemiMvbEAdoTGxx8vgiek3wS9Jickxl4MW2NaI1804tB7x5J/SanFbRwkkCfguHtPcKLnOn2kR5pyxp51T7REFJdqwdEQ6Ae0JVOAbBKnsZ4BPtb4BJHCbvRbe3xS3tTpJLtU1GLbfUbWGtrA7ad9jGGfJljmvVmvpFrxJysOvyfkMB/6Jcs5zgHARqVJAiXQ19EfV1aOg0uyGMyOp4NNVjgLLBdvLR3OxrVdyPqb9W3Wubi/WfHg6sFrO0e7fax4ZuXOpJhhM/wCUI8hH/ulsoCW7o9S+q/TsXAfk4nXMTNuqJL8doNbi0f6EvJ9V/wDIXPLovq3mMo6vXW+ttlWTOLbuEkNvHoudX+49u5c85pYSw8tJaflolHiBIJ4qo8Xn/dYMkBEiuqySSSexqSSSSUpJJJJSkkkklOp9V8RmZ9Yun49sekb2vtnjZX+ms3fydla7f65fXHLycu3p/TbwzAaAHW1SHWEiX/pD/gv+L/nFyX1FDT9asFrtQ71RBAMzVb7dtnsdu/lq/wDWV7Hdby7GvFge4PJa8WQS1pcw21/o3Or+g7YohCM+ZHEL4IcUb24jJcDo5VryDp9I8k8qrkX+jWX/AJx0b8UPKvuFjW1CXH3O0nRRGU1w231keIiQrZKLbuL1PqXTgMvp+Q6rJrEC1sEw72v7FqqPybcu+MgkvYS+5zjO537x/rO9yEDigzVa6o+Uwhvc0WB77fVadHBuhMcSmmrvS9j5IttOebuDsoHLuC7+r/JSF7f5vHZvjw0aP7Sqtc+50u2OH5rC6AP7KttblCAPTA8gUQbUvsyH/TsDB4MH/fnJHGrI95c/4kpFuX+8wfIpRlfvM+4o/RLKumuqdjYnlTQduWebGD4NTelkl2t2nkEr8FNlgBdrwjxOh4Krc6d1YAgAeCKnEc00XvqOkHT/AL6pbirfU8Yvb67eWiHDy8VSYZaFDIUUMtxS3FMkgp0ektY5z3OEvbG3yBWi58GPvWV0t4bk7f32kfdqtN4hyI2b2GX6kVpRoqqt3Esfo8aeRjwUy0FBLQfie/wRGvI5180WQTBFSYlpHKQJCKSI8lEsB4SUcZGsSsQHajQ+CgpFjgmSWSvqKPVZJJJJapJJJJSkkkklKSSSSUjtpD9Ro7xVdzHt+kI81cSSQQ0V0PRbqen9DycxrGuzsy37NS57Q4MqY0WZD2Nfubue57K1Uw8HpljX35lj2trc0DHpA9R8zrvf+jqrbt+n/wBBaj+veniMwcDCx8XFrcXsDmC+zeRtda+3I3fpHR/o1HO5VERsWOL9GK6ECSDVgFzQzKynl9dbrjM2FjS6J8fTHtQnOa1xa6A5uhB0IK0Gdd6zXpVmW1A/m1H0x/m1bGqndbZkWuvvcbLbDL7HauJ8XOTxxXqAB0otj1eDWc5slwskAcBOy+vYNzoMayiwEoHgigRIN2jN9X7yh6rN0A6O5PgUba3wCWxngElES7j7FmP0EkEnuFHJYHUun833BOaaj+aPlopNbtEcjz1SVRIILmLc6K30ug9cyx9I10YrT5W2b7P+jSszM9IbWtaA86mOVo4teXX9VMu5rmjHuzKa7a9p3yxj7GO3/Raz3JmTYDvKP/Saso0a3cpDJkokF3tHJ0CIMJ3L3gDyT0iJOwegpvF/1Hx64g4me9nxFjHW/wDfllLUwXUj6oZtFbtzmZ1LyefpMe3/AL4suR/BV6/Rr/LX/wCpF/D+r4dPmf/T4FrtzQU6GXOrca3fmmJ+CIDIBKTfBvTqN1JJJJJYuYCZGh8U297fpiR4hTSSRXUaLBwIkKL2OcZBiEjXrLTtKcOcPpD5hJHhJYGwfSE+YUt4+HxTykkkDxVuHiklA8EoHgklSSY7e/KjtJ4G3zSRbMkDlRlzvo6eZThgHmfEpnPAMDU+CSj46KAazUnU9ypKDWSdztT+AU0lBSZ7trZ+5OgWO3O04CSJSoNrpRIz8d3cXVGf7bVW6pX6XVMyoGQzItbPwe8K105m3MxwNSba9P7QS+s4j6x9U/8ADd//AJ8emE+sDwYcoqMfq5aSSScwqSSSSUpJFx8bIyrm4+LU++5+jK62lzj8GtXc9J/xbU4mOOpfWzKbh4zYP2Vrvcf5Ftzfou/4KjfYmZMsIfMdTtEayl/dikAl4jDwM7Ot9LCx7cmzu2pheR/W2D2rbZ9QPrUafXvxWYdX7+TdXVz/AFnrsc769dF6V077B9WaPs7y8V1ONUVlse+7V251n7nrLjczP6jn5Drs/Ifkk/R3mdviAPooY/fya8IxRv8AT9WT/F9KSAufqX9Z8Rrc3ErZkupIe12Fcy57S0yHBlbvU9v8hYVeTfiZNjb2uBLj6tbhtcHfnew/RctdrnMduYS1w4c0wfvCDkUU3Odbe3e9xlzyTuJ/lO/OU0ccwbMgfpw/98gjswY2m6wX1ukFu0j5yndW4eYVG6ljLYqBZLHOAaTyFapws1zKrKMia7Ggu3a7T4a/STjMR3TESkaAta6yqoD1dJ4ESfuVW/OqcwsrpbqI3OAn8FsV9NxQ13qN9ax4h1r9Tr+4PosVHK6GGtdZTbDWgktf4D+UEz3gTWy+WDIBeiLonSf2lc8PcWU1D3uHJJ+i0SpO6efTtyKN32dgca3bvd7Tth0fv7UToV9mBk1WW6Y2ZNZPgQfa7/OWx0vAyaHvx8lkVVOJrskEPBMtG1RSmYkm9NK/anHjjIAEG9b/AO5cHCwur5R/QCxrD+e8kMHzd9JbLegZwA3ZjSe4Nc/xC257JKM559NGQYIjey4T+i9Sb9F1Fv8AnMP/AH5Bf07qbZnFDvOuxp/By3cx2U3He7Ea194+i1/B8fBZ2J9YKt3odRYcTIHO4Haf+/MT45stWKl+aJY8YNEmP/RaDcbPYZdh2k9og/8Afkz7LmfTxr29/wCbPZdM17XtD2ODmnUOBkfgsX60ZVtWJWyp7meo8h20xIA4KdDmJkgUFssIjEys6OXkZVVmFY9hIDvYJESVnViGBJrNBu18uykpZStgUkkkmqSY7/Tvrf4OC3bBwueXQbt1THeIB+8IhtcufRMeRYpJJIr1w6Ph4KWo1bwoJwSCkujKtD9v7rIv8PmkH+ISIDtW8+CjqElxlIG70P2M/YfJLY3sofBKUkcQ6xDL0/NNscm3O8U+9ySrx9iFtrvBKCpeoUvU8klVDufsYJKe8eCW5vcJI4Y/vMElPczwTyxJPAP3gwBcJgkSIMJMNpbyOY1Cd72tENALjoAl/NMA0J7yYSXRjROtjrS/6bxb9xS22H88fIIYHrQTLfgEVrNvB08ICS4a9681w1w5cT9ydJJJes5u4RJA8kwYAIk/gpEgCSYCG7IrHn8EkExGpKiWgRJb5wmLntYXtdvCI17XtluoUC1tZc7hpGo80lp7g6d19wjcYAPcrXwrK8n6q9aoa7caH42QP881OXPtxnvMkQPNEay6uu1jLC2t8CxgJAeG+9u8fnbXJs48QrsYy/xZcTHIzkKr7fBAoPe9x9ziVNQf9JOYnb6Pr9X+ptHIuxnn+qPWZ/1T2qrH5ZVno9ZPRuo2g+1opafi62f++KH2Z/iP5r1v7P7v9ZRfpf4f/qJkoe3Xjf8AzeJ//9TgLhv1/OcfyoXqP8eEdom2vv7pPwSfjj07Tw6t33gpNyd2SFJIFcl4hHSXRlYtSSSSS5SSSSSmJYORoUt5Bhw+fZSSSRXbRbdPGqUE8lOABwkSByknzUABwmc5reU0udxoPEpBgGvJ8Skiz0W97+PaPHupNYG8fenSSVXXcqSSSJAElJLCx+0QOSgj6QCd7i4yo90mCc7l9XQ6c/b1DGc0wW3V6+Ye1F+uLAPrR1UAQPtVmg8zKrYBH2ul/wDwrD9zmqz9bdfrP1U/92rf+qUZ/nB/dl+cVZtRE+biJJzypU03X3MooY626w7a62Auc4n81rWp7AwXT/Vb6hdW6+W5DwcPpx1OS8avH/das/zn/GfzS6L6uf4vqum0P6r1+r7TkY9ZuHTmkENAG79LJ232/wAn+j1/8Mg2/wCMPrT89mTU1leLUCGYQ+g4EQ31bI3u2/yVAcmTLxR5ejw7zl8t/uwXAVu7A6p9VPqth5eD0IMOfTUZyHQS9/EPyHfz1jHf9p6/0a43L691rLovpuyjc3Je19osAdJbw2vT9A3/AIlU7Mi7KutyMhrWXWvc+wViGS47v0bf3EJ1rRoNVPh5aEBZ9c5UTKfqlxDxUSyLQ5sOHnCdCaXPdqdBqUSdJHu8IVhC6Fc7hvzKRuc36VT48Ww78hQvWqsedjpPdp0I+RQtSG/230v7SWn5q/0l5NL8fl1Dy0DvB9zVRzB+h3d2EO+4rQ6BYB1S9h/wtQe0/CP/ACShz/KT21X4ZVkHjo6VeHc/U+wefP3Kn1qttFApNmt5DQAJeRPv2Vj6S3FU+rtVOZ1TqOdmS4YW8NDR7hXU19jmU/8AC27FU4yAZH9HoO5+VtTJPp24r1/qj5mjf9Xs6/pVmVkFmDj0t/Vcd/uute0eytrW/nfvbP5v/CLP6X1bqVWVTh5LiK3ENcbBLhu1Z7nfvfRXVftAdRazKaW+mWxU2v6LG/6Fk+72fy03VMDBxel9Zy9n6zbgYTmPOpD7LLd7q/3fZjsSGQ1wzFkn/F4jwsUxREwT/Ebo+8qN9j20Wvbo5rHFp8wCQmx7PVort53sa6fiJRA0OkHgiD80D4tg6j6PN4+T9YKqMfNybbKcDJLm1ZT2B7CWna7d+d9JX67783JdiXU4+dVUGl949oAd+7/Oe/8AqojW9ev6JX0M3txOn0OsbY2JdaDY65rnOj+bbPs96o4ODbg3+p07LryWtgZVZ9rdvju9zfappcBuqv8Al+k1IcYoSuvP/uW+egYNVouofbRtMljHkNP3+5YfXMxmbmgVO3U0Da0jgu/PKn1brd+a99FB9PGBILhy8D/vqzQABARhEjWRsoyTjRjAUL18VJJJKRiUkkkkpS28Z27DqP8AJj7tFiLY6eZwm/ySR+KIbHLHWQ/qpkkkkWVSSSSSlxyFMwSQVAcqf548wkyY9vqGJaR8E3xSteaw5w7DhRZbXboPa790pIlEXQ/xVzoknII0KiWkfQMeR1H/AJiktI+i6Sh6m0xYNp8eR/nKY11HCSFJJJJKUkr3TGVV+pnZGO3KoxyxvoucWNL7N3p79g3PZ+jf7PYtFvWujCXHoOMbJlp9SzZ86iUyUyDQgZeRj/3SRGR2FuBUJsc467dAnqaHj1HiXHx7LXzOodIyXBzOm/ZSBEU3EN/zLK7FTe7EP83XYz4vDv8A0U1ESJ3iY/YzRjQFhAGtHAiU6SY7u0fNOX7LpKP6Ty/FNut/dB+aSr80RcHWkEF5B9reyKJ13taB2QmtuY4uDZ3KRYHHVjp7kn+5Jije5Gt9WRp13VnYfwTGiTL3knsndY9sAMJ+CjY+yPog+WpSSeDXT82QreBo8z4nUKAtAY9r9HydPih+pcJAkDwhRdve6SCT8Elhn+6D+xPcxp40hpIhVba3NdB5RALRwHDtwk8WvMuaZiOElsqlrRBdTojj+x+rVyOKH7SQDAs9zms/O27lU+0XeJ59L+x+5/VQsbfTcy4Na4sdPp2Alrh3a8fuOW9+0/qp/wCVVv0d38+7+c/c4/o//gqZw+u/Hj/5vt8KqPDVdbf/1eHx2gvM9mg/j/sRrgPSs8wVGuBkWtHDQ1v3BTt/mn/1Sl0bxHzfVygTKJU4zB1lCTgkahAFghKi2UlCt+7Q8qaLYBsWFJJJJJUkklAKSltxP0fvKQb3Op8U6SSqUkkkkpSSSSSlINr5MDgKVr49o57oKTFln+iFJJJJrAnocWw791wP3K99ao/5ydSI75Dz9/u/iqFOshX+oVZHV/rLk04TfWuyshzagODB27p/ca1u970JaSB7Rl/3LJk+WLW6P0LqXXM1uH06r1LDq950Yxv+ktf+a1ek9L6R0X6sYWZR0zMxbPrBRUHZGZlGGsB+myvltW3/AEX0/wDTqORfifUPobOnYAZf1jLG+6x0xMR61myH+nX9DGrXB3Go5FjanPtY06W2N2l8j3WbZf8ASf8AylDGEuYs2YYv0NP53h34/wCp/VY9B5pW9bzbsm7MrzbDk3BzLbmvIcWu9rm/1FWkMaJPGnxQ7AxpIaACfpEDlRc4uMlXgANgPohdz3O8h4KKSSKltXv9FpjcJee+3w/tqx7WANAgcABV8Yt+0XD86G/ciPfLj4cfJIKTIGVQ2xu8aWN+i8com7a0E8uUvpN+KW6mg13rYhJ5LSD8Qi9DzcajP9fJsFbW07JIJk+391BH6J2Qw6R7x8CFRqbPuPAUWQWKPXRQJBB7Paft3pH/AHJb9zv/ACKpdO+sFPQusHMxrftGLkP9VzWfTY8Hwdt9rv8AqFgPve9oaWsgcAMaPyNQHVg8aKD2YkEGyJaEMhzS0Iqw9Nl309Vzxk9KyW4V/Ush3qYlUsZXWN36az9622N+2tF6zdbj9Ep6Gcn7ZmW2De4S5+wH2NeSXv2V+1lTP+MWL0H7C/IOJm1Nf6v808yCHD83cP311OLgYmICMeoMJ5dy4/F7vco5xETEWeGPqArevl9f9Vkx+qJNCz6b/d71BemoVVMpbqK2ho+QhGAgKvn0XXYd1WO4Mte2GuOn4/mqph9T9NrMTPH2fLYA33/RfGgeyz+Um0ZCwymVEA6Dv0T5Tun5N7MK/wDSP1d6bSYH/G7D/wBWg9Xsrw+lXNoaK2xsaGCAC729lW6vkNwLm5uM9rb7YbbSdRY0cP8Ab+c399V+uZgu6VV6rfRvfYD6Mg+0A+/T/Bu/NT4x+XelkpgCf7wH4ebhtENATpJKw1FJJJ0lKhKCn3eSff5JKW2lavTP6K4Hs4rL3rS6U7dVYPMfiEhuz8t/OV3BDZSSSTmZSSSSSlIh+kChonIakyY+v0QZh9gHifyKorOafcweRKrJMeX5ynrynNG143jx7qw3ZYNzDPkqCdrnNO5pg+ISUJ9Jaj8W6R2I0PYoRpLdanbf5PZSry2nS0R/KHCNtBEtMgpLjAEXE34dWsLy07bWwfEIrXNcJaZTuYCIcJ+KA7HI1rPySWah3sZpH1Zynxo7NpaD/Vrud/35ZdNm9uvI0Kv497W/VhuO8n1rc11m09mV1NZP+dasep/pvnsdCmQ/S8ZH/vWSEuERvYktxJJJPZ1iSBoJ8kzLGv40I5B5TWPczUCW9/EJba7AHD5OHKSL10+xmkoTY3kbx4jlSa9ruOfA8pKtdJJIlJKkk0u7N/FL3+Q/FJVrpi5reSAomt7vpP08AISbTW3WJPidUkXLoPtZykovsYzk6+HdQ/TWf8G38UlGVabllZc1mnLuwCb1Lf8AR9p57p2VMZwJPiVNJHr30/uv/9bicU7vVf8AvPKLb/NP/qlQxGxjtP7xJ/FTu/mn/wBUo9G9+j9L+1yUkkkxqMmO2mUZjw74qupMdDgU5lxzrRsJJmuDuE6TYUkkkkpSSSSSlJJJJKUoWWbdBypPcGiSq5JJJKSzJPhFDcqJ8UySSDWJUkkkghJUQHGfBejfVrp2H9Uvq+/6wdSrD+oZrQMak8hrvdVUP3XW/wA9f/wf6Ncz9RPq+zrXWN+SP1DBAuyp4d/oqT/xjm7rP+CrWr9Z/rRnZ+fY0Mjp+wjDouZ7SHNdUzO9M7d73bnvx93sYocgOWYwx+UerLrw3H9HH/hMhl6R4OV1rreV1i2m/IpqGQ3cL72SHPGnot2fRaymFnPftE9+yax0N29yhOcXHVXYxjEcMRQGwY1c6lMkkipSSSSSms1o+1Wv9b0YAAOmsjj3fBWGNcBDnF5Pc/7EJvpjLex7Q71GAtkCJCK1jWCG6DwQCgkfq+Ow0RWmfkgAwjMENHjyUVOd1OQ8PaY3AtPmBCq1fQ+a0cmrFfmUNzLHU40OL3MG55jX062/R9Sz6Hv9i6L63dC6R+xOn9e+r9fp4e0Y+XVu3OZYfcx+Q6Xfpf8AB2/9aUGWYjMRIPqNX+jf/oSK38HjkkkklLOBIkaOGoK3sD601CltWa13qN0NrRIP8pzfpLCTFrTyE2URIUV0Jyibi9PldZq215OJc22uon16ZhxadNzQ7/Rqv1PqvR8zFNbt9lhE1w2C13m5ywA1o4CdAY4it9F5zyNihruxDNQSSY8VMkmJMxoJTJJ7EpJJJJSkkkklKSSSSUpaXRz/ADo/qn8qzVodHP6SwfyR+VIbsvL/AM7H6t88pk7vpFMnNg7lSSSSSlIg+g34Iam36DUl+Pr5NXMP6UDwaEBHy/575BASWZPnl5qSSSSWKU67X1mWn4jsoLW6D9XM3rWYaGEU49Q35WU76FbPH+VY7/BsQlIRBlI0Aq61Q49gyniqtpda7itoJJ/q7fpLVyvqt1fDwDn5bGY1Q1DLXgWO/qVe5d3VT0L6q4wp6dQHZb2gl7tbHT+ffb9Jrf8Ag2rzb61/WjL6h1UYzL3OqrcG3FvDjPvrb/wdf0VUhzU82QRxxqA+aUv3WSUzwCUxQOkT+lNI6tw6bjWHh9lwb/Z9KVn5DQC1w7iD8ltZAr/5u9Mex24vtyj8pqb/AN9WLdYCxrnDgnT4K1A2D/ekPskvNe3R8f8ApM8ezc3aeW/kRlRY8hwcOeYV1rg5ocOCnLsUrFdQuoGqHbmHae47FTSSZCAWIceHCD49k7mNdyJTpoI4+5JXnqttcODPkf704JPIgpwUklUpJJJJSiQFA73aD2DxPKmkkqmLamN1iT4nUqSSSSgANlJJJJKf/9fj6m7KK2ns38qjf/Mv/qlGI0aPkhXD9G8eRRLo5I1flX4OSkkkmNFSSSSSkjHhsyOUYEESFWB0j7kWuwQG8JzYxz6WkSSSSZVJJJJKUkSAJKSBY/cfIJLZS4Raz3Fx1+SikkgWqTZNqSSSQQpHwsLJz8ynCxWepkZDwytvmf3v5LfzkKuuy2xtVTHWWWENYxolxJ4a1oXo/R/qfl/V7ph6nkXMxMyxjjl5hIJw6I99eIz6FufkfzXqu9lKjy5RAb+qWkR4pAZdUxsb6sfVXI6L0+1lmV7H9YyJAIFp9Nrdf9L/ADVFP0/s/wCkXFOvuyH+rda+1wa1g3uLoYwba2N3fR2tQ+o5mHmZmQyit9dRedrLjusc0fRtusMutvs/nLHodEMho44EqXl8XBHU8UpHilKvVxSUSs4y4lMpP0cfioqdCkkkklKSSSSUiPpfa2C0AhzSBPjOiLG3Tw0UXNi6mwxG4t18wiPEOMcHVIdVMVYaZaD5KujVH2/BJTV6o2WVu/df+VdL9U+o4tVl/SepFo6V1MGvJlokPI20W+p/g/Tcud6j/MAdy9oH3otXLgmZMYmJRPXr+6eklDdD13o2V0Pql3TsnV1RmuwcWVn+aub/AF2rPXWG131gwq+i5RnqeKCej5LubWDV/TLnfv8A/cV//W1yjmua4tcC1zTDmnQgjkEKGJl8svnj83j/AFh/eUVkkkk5CkkkklKSSSSUpJJJJSkkkklKSSSSUpXukH9YePFn8QqKv9LgZBHctKQ3ZMH87DzdB30imUn/AEiopzal8x81JJJJIUpt/mwoKbf5sf690l+Pc+TVy/575BAR8v8AnvkEBJZP5j5qSSSSWMqxue0c6r2PptGD9Xfq9Uy4MbZ6Yuua4gOfa4A+4fyXexedfUfpI6p1+pjxNGP+mu+DD7W/27NrV0H1/wAgv6sKp0ZU1sfP1P8Avyoc9LilHEDX6cv+5XQjxyEenzS8kHWc3I+xZmbvm/032B3PujT/ADV5viFvq7nmXHRvcknuuxdef2ZluuO4XMsZr5Me8u/zi1cx0igEOvcJ/NbP/STuRjQmPEJ5oXkxgdBs9CXz0Xplf7v2h3+db/5gsshjnlr3bWyYK1rmNb03p+3QFl2n/XXLFe1ziSBIB1hW4bfWX/SK46Qh13Z2UvrEjUEQCFPGtj2ng/gUBlr2ERwDIafFHYW3h7y2CB+KciNcVx0PYtpJCosJaGu5jQ+IRUmwCCLCkkkkkqSSSSUpJJJJSkkkklKSSSSUpJJKUlP/0OUPIQ7PzvgUU/SChZGqLqZBofNxUk55KZMc5SSSSSlJxqQEySIXRNFshwPHblOhVvEkuMFFRbUTYtSSShY/aIHJSUTQssbbNdo47oSSSBa0pEm1JJJILFJJLt/ql9VOl19NH1m+sbtuC0zj4zhpZBhj3t+lb6jv5qj/AAiZkyCEbNm9AB80pdgoB3P8Wv1TrxMWvr+Y3dl5LT9kYf8AB1O09X/jb/8Azyuf+sf1g6lf1u77TY2yjBveKsd7QaYrcWj1aXeyz6P0rF0XTv8AGXgHPdR1CsYeHY5teCWiSNdn6y4HYxu33+z+bXLfXPpr8XrmYy1hbRlvdbQ/s9r/AHEsd/JeVDy0J/eJ+/EcUo3C/wB392K41WjztjbRkucWNNbi41kfmtJ3enr+6pJqS7a7Gs1sq+if3m/muTrQGy1k4yd3jyopJIqUkkkkpSm2su1OgU2Vxq7UpPuqrID3hpPAJhJSLOYHYrhwGwdPAHVRbQ2oAse5zSPaHGQB5Iz3VW1va17XbgRoQeyp4tVxx2vbb7dfY4TBB7aodfojqnRKTqR80MTGvPkpMdtdJ4RSxz/5pn/GNUmO2knyUc7+br/4xiSXUqTe57WvY4stYQ+t45a9plj2/wBVy6D6w9BZ1/o1f1t6RXOSWx1fEZy21g2331sH+fa39z9MuepOhC0vqf8AWXK6H1fItDTd0652zJoBgyPo3Vtd7fUb/wBNV+ZhIiM8fzx6fvw/Sgrz6vLJLv8ArH1AxOqsu6v9VMpl9bybHdPOjmk+51dX7n8mq3/PXBPY+t7q3tLXsJa5p0II0c0puPJGd1uPmidJR8woimKSSSehSSSSSlJJJJKUkkkkpSSSSSlK50s/rY/qlU1a6b/TGfA/kSZMP85DzDrP+kVFSf8ASUU5tz+Y+akkkklqkRv0B/r3Q1Nv0f8AXxSX49z5NTL/AJ75BBRckze7ygISTHP5peakklZ6bg29R6hj4FX08mxtYPgCfe/+wz3JEgAk7DVa+gf4vcT9ldByutZDCftTgKwOTWw7N39uxzlS+sAb1LMycwN2gtHpDv7J5/rtXW9XdiYnQrcLGDW14raqwyQ3Yz27X6/yf89cUcwXSKdIfUA7x3Hc4f5qxJzlPJLJ3P8AzejY5aIoyO+30cDrtdmH0d7rBFuVYK2t/db/ADr/APP2Kpj1elQyvu0Cfj3Vr62Z9N12Jjj6FW6+w+U7GN/tbFSw7LrajbbADzLGgcNWnygIxAkayJLFkkDml1oCP/fN517n41dR4pD4P9Y71UpHPmJRXEil5ChV9EFWAF0tojwXcxrvpCUqqgwugmC3hOpMEn5JIh8waTXEPkHjUK9VaLGyOe4VA6PI8ynrsNcOGmqSoTMT4Oiko1vFjdw+YUkmyDeoUkkkkpSSSSSlJJJJKUkko2PDGl3KSia1VY4sYXDkKnvd495+aT7HE6nnsoz+WEmH3RxX0p//0eW7oVugJ8kUFQtbLHHyKLrzFxNOP6bkvScipwVG53CEPpuS9NyKTCj6jUUUGHpuTem5T9YJvV8krKtGJaRyi1ElvwUC/dA80ngsdI0HIRGzJjNa9NkrnbR59gq5BnXnuiMdus18NFG36ZRKchsX4sEkkk1gUkkna173tYwFz3kNa0ckkw0JKdj6qfV276w9XrxBLcav9Jl2j82sH6I/4S3+brXSfXzqgu6izpGMBXhdMArZW36O/aJMf8Ez9Ez+2ut+rnSMX6o/Vt9mTAyAw5GdYO7wPbS0/wDB/wA0xeb9b6jjdS6zl5eLU6mq1weGO5JLW+o/+1bvVfl5+9zBnV48QIgf0eP95cRQ83JzWB5paRO55b/nNIVmrrmbZ0L9m2NbkMY4PodaSX0vb7bfQfP+GZ9JjvYgZTSRVGkWN/igVtNdtlZ0BIePn9JXpRBOo2/NZ1ZlwyWCyo7b6/oz4/nVuSZa22SBtcNHtPIKHbW9rvWq+l+e394f+SUT7wMij6Y+k3x/ku/lI3qpsJKNVjbWBzfmO4KkilSkzVwUVJn0wkpOsl9gvy3vc3exvtaDxC0cm30sd7+4GnxOizMU7a+NSZKZkNaK6rvppcDtYWO7EEx+Kngvydj6qw1wbyxxg6+BUt58ED13Y+V6oEyNR4pkTqg0G+3cWjcId3A1TqLLXPdrW5gOsmI1Uipkoc5zvs0eDgQfBPjWG2kOd9Lg/JRdVddFL4DSdXjnT+SnpaKrbaBw0hzfgUOt9EdWzUYf8UDbfTY5hEVWWbzY3UgH83+SiIgtO4E8cFGkur0LrGR0XqVWdTqGnbdX2fWfps/8h/LW1176qfV/6wC7O+quUx/U3ON1+C98F+/3v2V2++q3d/1pck6wN05KsdLz6cPqePmup9e3GmytswA8Aio2O/Or3+701BnwmR9yBMcgFf1cn9Wab6ODZXZTa6m1prtrJa9jhDgRy1zSor0hv136L1Zpq+sPR6spwhpyamif5W31D6u5v8i5Bu+pn1U6vUcnoPU/sRLtn2fLHt3kbhW179ln0f8Aj1Ccso/zuOUP6w/WQ+2KuHs+epLqOp/4v/rN0+XfZPtdPItxT6gjx2aW/wDga56yt1TyyxhreNC1wLSP7Lk+OSMhcZCXkUUgTgSjDZ3CcemOyeqvFDsKWwo25hMDnwUR6ltzMfGrdbfYQ1jGgkkn81rR9JBSPYn2Fdh0/wCpXTK20n6xdapwr7yGswcfbbbJO0Me8eo3fu/creutH+LjoeBa2zGw39QsLdGZlwFQP72ytrPUf/4GoJ81jia1P09P+NJIiT/a+Puc1o5BPgtDEwszGuxLcml1TcphsoLxG9nubvZ/JXoePnZBy8jp1nQMfpVeG31L7/SYNzT7KMfHhjmO+02f4b1P5j1UTrPSsrrf1fxrqK3X5vT8lwYGxJqeJtH9VnsTfvYGSETEREtzxcW/ysuPGdMl+mMoh4h/0lFTs5UFcbE/mKkkkklqkRv0fn/FDRG/RCS/HufJoXGbXnzKgpP+m74n8qikxHc+al0n+LsA/WzFkT7LT/0HLm11X+Lakv8ArNXZ2rqtJ/zdv/f1FzH8zk/uy/JB2dz6+12V5AJBDbdhafHa0h3/AElzWCLHlzWGIiD/ACnfo2u/s73rvfrtTTk04tNnIc58jwgN/iuZpoxaQa69PUJbPeROn9hZEJgQrq3MOsInwr/FeE6y+izrT9xihu1v9lrQAFoNjaNogRoONFjWVOs6o+o6/pnB3wa4/wBy2ltYxUIjsAGlA3LJLvIqeYqcfkkAANFC4naG9iVNOZSbodgupV/SUU7NJPkkmHzBoE+4nzS7AJkkmJNTd6ZHgeVda4OEgyFmnUDyVii7Zo6dp7+aTLiyUaOzbSSBnUJJNhSSSSSlJJJJKUqllznyOAOwU7rbPU2N07ad0H1XVOIbBnQlJhyTvSyBsUbj7vgmk/jKM2+sgNfWDGkjlPuw/wBw/wCvzSYuEVfEH//S5TeFC6wCtx8lW+3U9t33Id2Yx7drAfiUrdCXMaHUI0kP1fJL1vJMathm5s94UdjFF1hIUEUEpdtaW2tClJJF+CUho48lOwSz4aquissP0Tx4ohlxyGoPVase/XSNU7w0v18FKADu50lRe3c4AeCJXSFQI8VtjfFL02+KXpO8U3pu8U1hrwV6Y8V0/wDi86O3P+slNjxupwQcl/hLfbS3/t1y5j03eK9U/wAVnSHY3R7+o2D9Jn2ba/H0qpb/ANO31FBzWTgwyN6n0j/CSBrs2/r9179m9P8A2fWA+3PquDtA4tbt2seGu9vutXl9NgtrbYBBI1Hh+8F1P+MDKw8rrNd2NkC/9Ea31j/Bmp76j/24/cuYa1rZ2iJMn4lS8jiEMMSBRlrK/wB5bI2UOVq1oHIcHfIIVpIfW88A7T8Hf+ZIr53meUOxm9hb3I0+PZWkMkC1hqf69Y0/wjB3H7yMx25gd48/FOlupruYZF+NqXfSb2cP/JKYyaxo+a3eDgfyooAGgSQpSH7XWTDA5/8AVCJXdbMtocT2kgIdzXbp9b0mRqNFBrcUglzrLz3iY/zva1KyhFn3ZDyBZtaydGNcDr/KhSxqv0ILuTqgX2VWPa2qsVtGniT/AFir8Rp4KKZTAWSw9Jqr5dQAYR3MferchAzCDT5ggpo3XSAopscuDXVPMupOw/D81FQZjKa8fRyKwR8QEZThataTXWLgfoPbPwOjk1pY3OaXkBtlZaCfEFTezfjWs8WmPuVLPJsbjHguZ/clI0gt5zHN7aeKiqdOdk0tDHs9QDgnmPiiDqlM+6oj4FLiCrbCcEjUIAzsVx5czyIn/qUQXUOPssafjof+kjY7pTNtgQRp5JMNTQYkk6knUkoaSSnR6d1jrPT3+ti5dtHhS1xLIH71bpre5dGPr+cvHbT1zpmNl1ERe48x3f8ARftdt/cXGSfFQyLXDHs15aR9+iiycvinrKAv94emX+NFVl6XrVv+Lk4d7ul4uQ7LdAwmte9rXudP6TZbvc2qn87e33rV+pP1X6BmYluZl4b8l2Oa2A3PJD7HN327cavaxm3c1lbH2XLicFsdRAHFFIb83af9+Xo/QH2Y/wBTzbjuLLDmFznDnTbt/wCpYqPNXixkRlI6j1GWrNix8QB/elwujm5vSejYVWb0jpuOaH+05DGNaGkf4KzY31W2f11iN6h1v6wve3Dr3NrjeKWtrA3fR32O2v8A+mtcVi9r+qYLQQ/Tq3TSJrtb+dcxh+g/+WuR6mxuHYH4Ysx6LSd1fqE/1WOe3Zu9qq4pRra59JS9X2tiGHcACx3b1/1azw8tz8nDw6mt1quIte4+Oyl36Nv9lWsDF+suF1OvqNF2BnYG2H23Xlza/wB9zbf5xjv7Cxq6hV1MNLAGXMIZJJ0Ledzvzk2Jh+p62Ha6BW9rzHj+cnyymjdEV26SXnl73kdS9Z1vrdfUbG41BPp0QXnUAvcPzZ/Nakzql3SOiVZNTm+pdlkNrd+e0MPqN/6KywABAV/CysWzHd0zqQH2O0+y0wDU88WNcf5SrR4RIWLj1C/JjrEIxF0bI7/vOT9eOj1VHH63itDMfqABsrH5trm+p7Y/0jf+muUXcfXuwYfRemdGseLMms73beNjA6pj/wC3vXDrX5SUjiF67iJ/qD5WsCSFJJJBTpUiNHtCGit+iEmTFufJzTyfiUyc8kpkmBcAkwOTwuu/xfGir6w1V2TNlVlbIMAuI3e4fnbmNeuWx2SS88DQfFaPTst2F1DGzG80Wss+QPu/6KZlhx45x/eBCa0L6X9cDVR0dtxcPXoc1rA46kO9n9r99cRe9oGydXOuc0jxLtjV1/17whlYVGRWNxGjCPP3s/7+uNtw8tlD7j9OthLQOdC+z/qtixsQFDXW2zg/mwd9/o8jj5FYzL7SC+22whjW+DiXOMlaiy+jsBfZYdSAAD8VqLcDUxXw33YWiQD4FTS55SSZFKQ0Y4+R/Iop36UPPkUl0N/IFoKTK3v+iNPE8JMG57R4lXEmMBGyhjdT7j+CTwRWfjKImcJEeaSVsa4bQx39lWFnvGx0dgfwKt0Wbm7T9Jv5EmbFO/SfolSSSSZVIV9hYAG8nuikwCfBVL3ktE/S5gdgUlmSVRKN9jgSTq53fwQykeAmSa12pJJJJD//0/O93kreD0rqHUGvfjUk01fzt7vbW3+tY727v5CDA8F0v1J6rXTnt6RmtFuBnOgMfO1l5Gyq2B+//NPUOWUowMoiyNdWeIFi9vBp4WL9WcZp/aBuzrD2x3enWPg4t3vVl1v1DawNb07Ne7bq92Q1pn+zLf8AoqpV1KjA6s4ZnTaHelYWWVuDtog7XfoXuc3+UvQaup/V99DWnpdTWkBzTWxhbMex35m5VcuX2yDLjlxa3xcMf+YyjHx/LEGtxH5v+c+cvH1ccYZjZFY8Tc1x/wCoao10fV7ePV+1lncNdWD97mldXb9bcOl78cX4mO6pxbLenB4JHwveo9MyMTJrdac3pjySSTlY1jf/AAPeGJ3uSA4iJAf3pf8AeIFaihY7Cy8m/G6I559N2TWw8B3puI+fs3K3V0b6tWY4c7rFtN8S6t+KXNn91rq7F1WblDJZXi4/Uui13TDTXjHdH7jd7MhrVSxOhPzbfZf03Ma0n1BXU5k7fpg2xi+n/Zcj72lmRj+P/Sgjg4v0aecxehdPvO2zq9NBPBfVZHzV6z/F/wBYFIycG3G6pUf+4tku+VdmzctHqnR+i9Oe+7Kya8ep79uPi1sbe+Pzt949u1n771a6Sfq+Mxw6ZjG/HwWnJy8+4OhoA2xg4s+++z6FNl3/AG2kM864oEyj/WiOH/G/VpMIxPY/u7vD203Y7303sdVbXo9jwWuHxa5Vt53T4rQ6v1K7qfUcnqFw9+Q8u2+Dfo1t/sMDWqkxrS0K3Z4RY1rVGS6AX9QJb2pem1L02+CDHqzqa6+1lFQ3WWuDGNHdzjtavcX1M6X0arpmNaynI9A0Ye4xNjK3On/o+ovOP8WvRq83r/2uxs19PZ6o/wCMcdlP+b77Ff8A8Yl+ZZ1ah+4/YxVGJaw+0kmMgte3/CbvaquWPvZ44brgBmf736MVXQt5HaC7efpxBd3KckASUzG7WBsztET8FC53DR31K1FiMmTPimTxpKZBSgAOEkkz3sZ9Ix4Dukpg/wC0FxDNrW9nGSfuUTSSJttcR3A9oUt9z/oN2D95/P8AmJChs7nk2O8XcfJqFIRtFI/mK/UP73b/AD3IoqNhnJdvA4rGjf8AzJTSSpNL2Y9ORXs27dv0XDsqYssof6OR/Zf2KvNs2iAFC5gyW+m8DXg9x5oSiCrbZHooXMDqnNjUjRBm3Fs9G36P5ju0I25/goSCCusFlSPVwa3jV9Jkf2T9H+01FBBEjg6j4IfS3Q22o8sdMfH/AHKTRse+rs0y3+q7UKcbA91gTVcOCz8mfSxHHiI/EK/UdSPJZtjy7p7J/wAHYWg+UShPb6KKb0imNM8gFSbY4tBjkSn3u8FAvoIjitPaPgoOwvAx8UYvfOiW96NooNcV5dP82THlx/mo1XUI9uQz+03Q/wCapeo7wSLw4Q5s/EJwkQih0KZuThuE+rt8nDVDyb8Y0gseHe9sjvA14QtlIP8ANhMaqD+ZHwKPueCqPg3MDJp+0ZmRJLA1rtBrEhn0f7S7D6l/WDFybrPq8+wirqEml5aRsuaNzPpf6VrFw9RrqO6sbDxIJmFbwrg/qGNvdZrdWC6s/pPpNH6I/wCk/wBGoM2MZIyB6sschjEAEaG30S6vM6fe+lxdTZG1xaYDmnz/ADmOWZmdR6Xjgty76mx+YSHHT+QNzl0P1ozKndUZiB430Vj2n6Uu9y4//ml0l2W/JsD7BYd3pF3tBP0uPe73LKxjGf5wmOmnCNS6HFkMIyjGPFLfiLfZZidQNORi3MsbU7cS3UwR9E/nMVbrHUquj1+s2s25GU7bWzsXNAHuV0/UxmLkVdTrrOE2tsvh7a6o4b6+/wCiq9/UOkOsY2x7L7K3zVtaXw/6INcN+kpOACUfTOUP3SOGX920cZMZDijGf7wPEP7znV4P1nz4dm5Ywqjr6VI98Ht7f/Si07MNzOnDEbY54bANlh3OLZlzrHlb+D0LIya/Uue3EbMAWiHHxLWnamyem9GY11ORlPtke4MNdY/z7npksspEChEA/LCNIicUCfUZS6kni/8AQUdePj/W7o32e0ivqWJuGHe7l1bTAa/95rv8J/24vPhbWS4B7TsJa6D3Bheo9Lyfqri2tItoosaQyhr72veSfb9Cs7G8rAzMHrRyrRj19K6Wx7nObsdjteQT7S+2LLd7la5TNKPFE6R3jxnh86a8yOM8OkfHv/VePBkbhqPHskugyfq51W79LldSwrNv5z8tpj4KlndEbh4v2j9o4eQ6QPRotL36+A2/mq7HLA0LBJ7KBDmIo+iEJE/M+RUjJj3Pk0qWbw8eWiGASY7nRHxh7CfEqTaf024CZ+iBqSSkxVoGbGhjQ0dk63en/Ur6xZwDhjfZ63f4S87NP6mtv/ga38X/ABYDbOZnHd+7SzQf27T/AN8UM+aww3mP8H1f9FXEB1SjOf1H6gC+v3ZGAAy3xHp/o9//AGy9r1j2XtfVbWB/gDZPk4OW3XV0H6p4mZiHLdnW5o2uxXFoj2ub79n819L3OeuZ6XcLrvTcPa2kVkeIB/8AMlmTETKco/JxcUenzNjl74SK0J9P1eQ6N9G34t/itFZ2BW6jPycc6bC5pH9V21aK2RqLauL5AO1hSSScchJkUeUrdMd3wSPJTZH9Hd8kl8f0z4FrY4myfAKyg4w0cfHRGSYwpJJJJKDJB0d24UGPLHFwPBVixu5hCqzIJ+CS3Y26FdgsbI0PcKSr1tLGC0GQfpDyRnWNa0OPB4SbUZen1aaWjuvLSWNAPiVTJJlEdMF0aGYQUmvORkdVJJJJLFJJJJKf/9TgE4c5pDmmHAy0jkEcFMkmM71f1j6e/rHT+n/WDHa37Xl0kZlTSJc+o+k65o/fft+in6FZfZ0g1EFl1O+pu7mQJZIP7u5Zl9VtmJ0fENhay6tzxHANl1jN39Zu1avQG5TKLaryXBr5rc4y7aRO1/7vt2qhmsYqJB4ZEwHWMeLh/wAJtcuBxir1jUj/AM5497Xse5tgIe0kOB5nupvMVNb4jVa/1kx6HZrX0NcbXOFd0CGl5Acxu7/SOaVQ6pS+u+XUfZQQA2nyGhdJ/ecrePIJxiariFteeMwMxd8Jq2vjY9uReymgE2PMAD8q7vpvTxjY9eJSNzh9I+J5e8/yVy/1d6gMfKZjClrnZDg03a7gD2/qrq8nq1nTsd7MGl2R1LKY5lJIHp0tkbrnOd9O13+DrVXmjOUxjqo777+LPy/DDHLIPVL5ap576x1evm049cuzGgm5pIFdTXfzFLv+Gd/PX/8AGV0q5dZ/zf6DZissDs7qILCW8hnF93/uvR/15YuLg5WT1LGxLw9tmTcN/qzJLnfpLH7vpJus5bcvqmTaz+ba811D+RX+jr/zmt3qeOOzCF3CA4j4n9FbA3xGXzSOrRIMadkOo6EKe7Q+I7JmgCVZOyzJWi6SSSaxvo/1Aczpv1S6p1YiH7nkO8fSYPTH/bti42zqXULcGvp9lxdi1WG5tZ1hzhDod9Lbr9BdJkXP6b/itx21tmzPu1aNCWl77X/+B0LkarWW1ixhlrkzlIgyyzIsnJpf+q9K2R6MlXcdziUZ5hpQFcWr6ITsioO2g7n/ALrdSiKLKq652NjdqUlMYuf9I+m3wGp/zlJtbGfRGvcnU/epJJUpSSSSSlJJJJKUpMdtJMSVFJJTK2puVWWPEfuu8CqLH2Y7/Qv4/Nd2V9thbpGie6mvJq2u+R7goSiCrxDSx3+lnlva0fjyrWQ0+rW8eBa74cj/AKSy7q7se5rX/mGWO8RPZbF2oDv9dUIbUeiB1RtMEFUxXOBeI1ZYT90K2h4TRbj3s/fe4feif4qKDFtBq2nlunyRd7VUwjttcw8kfiFc2jwUBXxJIW3tS3sT7Qlsb4IJ1Yl7FAv8kXY3wTem1JFFFuPgmU3M10CenHvvtbTRW6212jWMBc4/Brfciggo1s/U2g5H1r6XUBMXtsI/k1g2uP8A0ERn1dxsICz6wZgwz/3BoAuyz/XrB9HF/wCvv/62tHpf14p6FYGdG6VVXh/4U3vc/ItP778lu1tf/Fsq9NRZJmUZDGOIkEXtH7VAPT5PTrc3Nt6h1BrcJnquNVt5hzhO1np0t/TObt/fYsnr/WaenbKujuNuQS4Oynt0aR+bRVHp7/8AjN+xdphYuB1qvH636Vlfr1h/2e0Fvu/l7vd/6LsWJk35GN1Cm37O3Efhgtx6Q2Gta4/pNv73rfn2LLhKMZjjHynbs34ylkjwxPTUfKPL+sx6/wBb6L1vCw+kY2Jf1zqza2v9LFc6uuux7BvsysgfovY//WtZ3TPqP9euhX1dTxaen5mQGn9XtLnGsnuxzvSZ6n8tlq9E6Ln/AG6n1YLQRoCANRo6P3lo2PFbC93AWxHhkBIa+LnyMokx1GuzwfUem/Wn6wY1WP1XHwenVyBa+sC3ILQdzm1fzjaPd/wqz83oNfR2NZTWyxu0+m/aAXOH5r3fvLuLrTa8vOngFyf1ytuwMZ/U7nerRWIZUNIJ0a3v9P8AfVbmYcUNATKxX9rZ5afDPUiMaNuF0a7pfSGtyOpYLb8rID928b9gcfePScdjltU9E+ovVrDazIZVZY0AUVEY4af3m027nOf/AGtiybaaczGZZZWSSwPaJ9wkbtshYJqe6z09hDydu0+PgqsJyNkTlCXWjo2p4ImiCQ9L1T/Ftm1N9bpdzctnPpvhj/7D/wCaf/0FjO+qX1kbYKz0+2SYBG0t0/lh21a/TLcvpWNLL3sc2XvDXEtED6Ib9FW+nf4w8ut5b1KgXUu+i+uG2AdtzfoP/wCgpIc3nFgcOSup0LHLDkjsRL83No/xefWK0A2CmgHnfZJH9b02vVkf4vcljP1vqWLjiDrJOn73v9JLqnWW/WK87d+MytsUs3axp6r3hkN9ywsjCZVca3ONjv8AB1jVxHi781iQ5rOdDIRPYRXQxTq+Lhvwd3F+qH1Wxvbk9ZOUa9X10Bo/6TfW/OTZvWendFd9n+r+Cyi3aJzrx6lv/Wmv3f6/4JYdFL3XMqYNx3AuYzVog/4R/wCctPqGJS9jr3HY8AS86w0fut/eTJ5ZmQE5mQPT9H/Fiujy8a1JLkXZfUMrJGRkZN1+QeHve6R39jQWsr/sMVh+R1bH3UHKtaHNBe0WOgA/v6qDamsc0uaS5xBroH0j4OuP5q1LMFl2T6t2rABDB3d3L0JTAIvZkGOIGgAcIthu6NwJ+kdAT/J/eWh0QTba4/uiPvSysGz1rLrPdWCG1Mb3J+hW39xqP0uva60ghwEMJHBcNXbf5DPooTkDApA1eY+sDHdO69ZeG/oskB/yOln/AE2ojXNe0OaZa4SCtz6z9MfnYHqU/wBIxpewDlzY/SV/2lzHTQTXvY79E4a1n81452/yXLQ5TLx4h3j6T9NmlkiYZZD9GfqH/dNxJJJWErjlRyv6OfiPyqTeVHKE0AeJASXx+WXkxpEVN89fvU0gIEeCSSxSSSSSlnfRPwKpdlcs/m3fAqoOQktLdedmOAO4A+9AG55DZnsFYeCatsToIUaKgCHzOn3FJmlEmUR0oLZLQK2tHABj5BU1ay7AYaO3KqpMeUjiNKSSSSWKSSSSU//V4BJJIkDlMZ3b6q137N6HsO15xDtI01+0X7Vb6MzqeJ9tpygXWBvq1ydxc4gt3B30nbtrFW6sB/ze6HlMOopuqPxruc/cP+3Fdoxuo1Ozsn1fWtvpa7HeImYJa0V/mfyFTzH0UeHUy+bfijkZ8A9V+rTttXDJwsnJ6nd6FmS0tbU4tBAj9IwDe63/AIX6P0lLqzc6x7rcn3vAY55HDQ76DTH0VGerUYhx7GuZjucLLAYn36N9T873uYl1bJy3kUZAa0h28tb4lo27v6rFPEaihChxfL+6sJ9ErMrNfN+8x6Ewv6vjR2cXH5Albn1nOaKaX0j9BU71LSOzgR6W7+SqP1To35d154qZtHxef/ItV36x4+VkurZW8Nx6m78gudDRJO17m/nfRUGSQPNRGlRGtsuOJHLSOvqOlNem7MOfb1HKb6dtVD72AfRADdtfp6u9vvXP7gDIMzyF0OAxtnROsXby99VFbGk/6N1tdbVzzmNaJ8xJVnCNZdOGoabemN/90sNmpA+Jve1WQYcPgU4cNde6Ug8kFO1gBJUpFolGzoVAg8FI8JOaCNND2KjXYA5u/sRP3oELJQMX0X634j8b6ndCqI2+iWbgeznUuP8A35cNXU2su26NcZ2+B7r0b69Z2N1b6oNyul2MyKBkMAvZMMczc3/qv0Tv+MXnVbnOYC8bXjRw8/JM5Ak4jxCpccrYpbsbjoAhKdp93yUdpPAVtCySSSSlJJJJKUkkkkpSSSSSlJJJJKUp1v2nyKgkkpll47ciktP0m6tPmnqd6mIx3faPwU6nSNp5CFh6UvZ2re5vylLqrqso4VbqnPYeC4kHxUkteySmjkD0eoE/muM/JytIHVBJqs8QQfiCi1O31td4jX4qGY1TDqGSSSSYvUkkkkp16+l9Ow6q8jq+TudY0WV4GIWvuLXDcz7ReZoxN3/Xbv8Ag1K76zZLKXYvSaa+lYrtHDHk3PH/AA+a/wDT2f2PTYsZJM4AdZerz+X/ABVK8+SefFdVj9O6f9WMarqPWqxldVuaLMHph1bWCPZfnf8ApL/Wvn+mZjMHPpzH0NyRQ7eKbCQ0uH0N8fuP96jn5+X1HMtzcyw25Fxl7z/0Wt/dYz8xKcZSNbQ/SreX9VTr0fXr6z05n2o5jrQ54sfjvA9I6bfT2f4Ovb/o16F0zrHSvrj04tYRRnVCX0uIL2H99n+lx3Lx5Xui9Us6R1XG6jX/AIB4L2/vMPttZ/aYVDn5aE4+kCMx8vD/ANFMZGJBG4fUut9Qzvqz0rHzcCsX0YdrBnBwLj6DiW3WN2xs22OXXtsovpY9rg6q5oLD2cHDc3b/AGVVx24uZj2VuAuxsusEg6h9b2x/muY5ed9ZxM3Awbvqs+xxyulvHU/q1kHm2qmXWYW786/GrNns/PU+AiWKJHUMMyTIkvoWRjOY572iKxBHzXnX+MjrdFlGT0RrH+rTXXc+z839I9jWV/vbl1GL9eqs3O6Di144fR16iyx1gdrXZWHepVt/O2WMfX9JcR1vAf1b60fWJjHQMV+Mzf8ASAawt3af16ksoAjxHYEE/SS/ESZADcgj/mukwBrGtAgAAAfALKqqFnWHydK3F4Hw/wB61uVnvxL67nfZ/wCcvLi+48MbP0WfylkQPza1Ydgh0ND5rD6hhDHLXNO7eYg8l3LitmmsVVNrBLtoiTyfNUOq13Puq9FpL3gtB8O+iOM1LfRRGibpeOyrHFkfpLPpn4H6KD1YNrYDWNtlx97hyWtHG791XcSk0Y9dTjJaNY8TqqnUa3X5NFH0WzJJ4M/mj953tSibyE33VWiLo1by59pkMaNrRwCTyf5S0chodS8GOJG7iR7gSiAAABogDgBM9u5jmxMgiPHRNlK5XsqtHM6bj2+t9ocYaQSJ+m+dN7v5C1Fm4OPkDJdbY7c0aOd+84CNrf5Fe5aSOQ67qDG0TW74GI54/NVPpjXMDqwIYz6Z/wCEP5n/AFpntVu/1fRd6P8AOEQ3yJ7/ANlKiltNTa28N5Pcn8539pAH0kd1dUjQS4AakmAB4rz1l9lfVsmq6v0TZa9r6gCA14J9u0r0/orw3qVI2by87G6SQT+c1cl/jR6FZ0f6x19Ra39X6iBaSOBcyG3s/wCot/64r/w+Okpd/T9jS53IROA7er7XMSSBBAI4OoSV9C6VokMH8qfuCZTdq0fEpL4/LLyYJJJJLFJJJJKY2/zTvgqjTBCtX/zTlUSWl0ATY2QdC2I81C8vAhvAAJIUcVxhxPGmnmjbQZadQdXfFJsD1R31LQfyoqdrC12ohQSa5UkkkkhSSSSSn//W8/c4NEpm17tX9+yTxpPgp7hEzogG1jANk9HoupCmn6s9GZZWXVWVWuLgfc1/q2fQn2+/9xT6Q0VdGyL67zY5zXBjzoWbW7a64d9H3FUcHqOPn4A6PnP9MV6Ydp4aSS/Y7+29V6G9RxnZfSdhJtY4uZz9Eb/Ub/XY1U5wJEoE0RPj1+WWMy4uIMokIyEh6gQY3H9Gf7rVGZmV7qrHGHsbW9rgD7WmWf2m/voV9jrLCXkuPEnUoSM+sObvbyY0VkADYANayRVk06n1c6nThvsouBi8t2OAn3D27f7Uq79YenZlz7MsFww6q2m4tBIGu1u5stb9J3tWV9X8NuV1Jgf9Ckeo4eMfRH+ctz6x9T9bHq6Dhhz77bhZlAD6RjZi47f3vp+q9VZiuZHBuReS9oxbESfu9S24uGCPBqZX9SeqZFQc1tt1FBc8iXw4WlrQPo7VzZg6HutHrmRXi0VdBx7N7MR5tzLGmRZlOG23b/weK39BX/1xY7HQ4Emeys4RQJ/flxC+3yhYMg+X6JdpHmPxSgctUk3DvIqVkpcEEKJGpHZ35VB4O7mAVFzw0SHGBykslMA6h7f/ABf5fTbcLO+rGZ+i/aTi6q6eXlob6fu9rXt2epUsbL6Tn4mbbg21H7RSSCwcuH5tlbfz2P8A5C5oZmUD6jPbB9rgOCP5S7XC+sOL9a8Cvp3VrG4/XcYRhZriGsv8MfIf/g7Hf9WohxYpmY1hk+f+pL/Of3f32CRiT6XBLP0kntpHmE7gS0gd1e690fJ+r91VXUH1i29u8MqdvcPOxrRub/X/AD1QZbW8S10q1GcZASiQQeoWoS1zeQmVnSFXcQTIEBFSySSSSlJJJJKUkkkkpSSZzg1pcdANSUIXWkbhUSw6iCJj+qkpMkhtyKidpOx3g4QiJKXBIMjlCrtjIup4Fnvb8Y94RE4oZcCHjQcEcg/yUipZORJgaqnUMrc+pto9RhjY/uPFpR205lgix7aW/nbPpH5oX4FVoOoWMeWUN1LDL3dhPZQtqtwbBB3VO4Pj/wCZI+X9loxjTXBe8jvJ0M7nI/UGh2I4n82CE0i7tHiia4OaHN1B1CdBw/5gfEoyhLIDYUkkkklSSSSSlJJJJKUkkkkp9j/xe9SOX9W8R7jL8MuxrP6rfof+BOYtb61fV1nXuntZW/0M/Fd6+BlDmu0fRn/grPo2rzH6hfWqvomU/CzIGDmPBdb/AKN8bG2O/wCCd/hF7Di2NLQ0OkHVhBkEHwKgxT9vJLFLSMyZ4z09XzQWTHV8RbbmfV3q2DR1ZrcW7pnUa8n0WuDmspyg12T6ZbLfTb6C6f6sUMy/rZ9bC5pdjXXNAeOHe+yxu1/9X3LrPrd9S+l/WTEtNtYZ1AV7cfLAlzIO8DbI3sQuhdMd0npON059xyH47NrrSI3GfD91n0GfyFYlVUeq2OhBHR57qLG1597GgNa15DQOAFWVnrjjX1l9QH857yfAbW/9+KrLFyCpy8z+bs4zcInwClXOPY/L9ax36Ov+arHjHue5WQ1zp2iYEn4BMmgkfVepV2Yn6y7JtdvfJFY7Nb/5JWEu8DUngJAkbdVKSIkEcSIlarfq7murD9zGuIB2OkET2cqHUujdfrxn/YaGvyBGzcQWnX3cH91Sexk0uJF9ejH7+PWpA10a1NTKam1M+i0QJ5U1g2dezqrz03NxnYfUmEAtOrXf8Xz9NamBbkOoNuUQ2T7ZG2APFDJinDWX++mGSMxcTbaSVHJ6vj1HbWPVd4j6I/tJYWXmZT2uNYZQJ3O8fANlN4JVZ0811h2Om5z8DNrymCdhhw8Wn6YWj/jaw2Zv1Ndltbudi21XNdGoa8+i7/z6s3p2MzKzK6LHbWOmY5MCdv8AaW39cOrdJxPqxk4XVbfQrzKX4+MQ1z5sDC5n0Gv+i7Yr/IXwy/dvT+9+k0Of4eKP71a/3f0XyDp1vqYjJ5Z7T8uFZRKulNwejdNyw7c7qTLbnjs3ZYaGt/zWIavhbjNwifBcchOT7W/Mpkw4A8Akyg0CO6kkkklqkkkklI8j+bPxCqqzk/zY+KrJLS2sZpiew7eJ7KyBED8UDFAIJ8DoFYhJs4h6Q0sud89jwgKxmH3geSrpME/mPmpJJJJYpJJJJT//1/PXugQFD27e8qXqNPZL1B4JoNM3EjhdP9Wupi61uNk63saW0XHlzOTS4/nbfpMXOeoPBafQmgZDs+z24+GC57/FxEMrb/KcoeYiJY5X29P97/0JfgkY5AQf7391u9b6Bccj18CovY8TYwEaOn81pVCvpfVBW79WskGAI1P9laH7ZznWW9Sh1OE0baqXaix/DGj/AM+W7FSb1vqTWlxyXFztY0MfCQo8XviPD6Tw1vxf4rLP2eIyHEOKzpVf3nV6fjX9H6Y+4477M2//AAYEx+41+3936T1Z+r3RbPsXVOuZry3Ox8a63GZ+cLC1w+0f1q/8H+4sTA+sPUmZ1D7rBfULG76rANjhIndt2rb65fV0b63XVNlnS+p1tNlbNGivIZ+lNf5vte5yYYZAZA1xT9ZI/ShDfGiU4SEQOIRiOEXpUv3niYPJ57pQrvU8Wzp3UL8Gz3Gh5aHfvN+lXZ/1ysteqhfPZXQbAI2OrWqmTLY0OqJuY7uq6SNskcpAo6tmD5FVswtFcRDifwRa7ABBVbOsa4ta3kalFdkkDjJtvg/ZcNjW6vIAaPFzkSrFrbSK3tDzy4nWXHkoNLxYW5NpDKq2xUHGNfznorbMjI0xWQ3vc/Rv9kfnKSwBZYALOgtHmt2v+0eu9t0BrS5xeXADa1nu3OTU5eS64VXNbUTrtcCCR/JV7FwK6Xi57jdf2sd2/qN/NRcnGpym7bRPg7gg/wAlyi94A6D0sw5eVXdHs1bSQ2B35QUPK+24cNe4vo4FoA3f1XSosFd2rar7/M6D/vrVLxxIu2Igg0RqmSU20ZbgAzHDAP3nj/vocg2Nya7RQfT9Vw3AAuMDz0SE4k0DaTGQFkEM0lXttyaRLww6wACZlO23KI/mfvdCNrbTpIG/L/0Tf85SnLidjP8AORtVpUOpjmSzlg+ge4/kqPqZI5qB+Dv70vtJb9Op7fOJCFhSVzGvG1wBHmg4jHta8OcS0OIZ8kvtBtllDHOcdN0QAjtYKwGDUN0lLcqUj1kbBHblAUmO2me3dFSHNw2W21OB2ue9rHEefdXKuj4bB7gbD4uJ/I1Byz+g9RupqcHj+yVq1N9Ut2n6UR89f+pUGewQQaBZsEYkysAkd2lb0THyK3Cmv07GscWFvcjgOVLJs39O3j84NB++CutrrbX9HwA+5cj1cfZ7MnF4AtD2D+S/9J/1SZgyWZDw0VniBRAroixRFDfn+VFQ8cRQweSIiVg2CkkkkkqSSSSUpJJJJSkkkklKXW/VD685XRoxM4uyOmiA3u+qTG6o/nVN/wBD/wBtrklodF6Rf1bKNDHCmipvq5eS/RlNTfp22H/qGpmSMJRIn8v8tlPveFmU5VDLqniyuxofXYOHNIkOQn44vc61nsZ4ngn97+quQxfrR0LpdGF0vpFTsjG2CLJ2ja4F+47m7nWWP+mrfUPrpiM6ZkvY/ZlUiasY7bH2OILms9Fj2P8AS091irYea2x5BI9Iy6kdONUsEwOOqiXF+t+39tUlk72MZuPYnf7f+is7Gz2P2ttIa5zWbfMuB3f9JqqUfXW3rz9+ZhVUDFZutyK3aNA9257LPft9v5iM/EwczHbfS8Brqx6TwdA0e7dtKh5iNZJCQ66SHi3+WkDjjR2Gx8Hqvq106zLvtscyaAwsLjwXOj2f5q0s7oWPc0MFfoWtEMc0eHaPz1w/Xvrln9M6Z0k9MyDU7CtLXsrI9O9m0bvtLf3vb/4KvVsHMx8/DozaCHVZFbbWHnR43hWsGHGcIHzXvY6tPPmyRzE/LW1Ho87b9UK2tqeLHQ2PWHJP/kUWjpGBReL62Q4fRBMgH95srZyOsdJxcgYuTm0UZDhuFVljGPI/e2PcHKVv2AtFz7GNa46P3AA/OVIOWxg3GIYzzGQipSLQSRMvr31apbGV1HErjSHXMB07fSWFmfX36k0u2M6jWYElzG2PHwbsY5qeYlZxJeufVvpfXaDXl1fpwP0OSzS2tw1Y5jx/KXmuLXllmTT1Sx/2rAvGNaHeADoP9Z3pv2L0Af41vqRj1xXfdae4bS6T5/pNi4nO67h9V+uV+VVTZjYPUGVuaL2ivfZS2GXObO33e/8AOTM8P1ZPWPqHfRl5bIRlHaXpP7GxhdNa+prrmwHEn0+/7tc/9JEfmWvccbCr+j7W2fmiPpx/VQczq/ufXjkOZEC1pnXvtKu9PqdViVtdoT7o8N2qzJWPVIb/ACh1BXRtVvfW5r2GHsIId5hS/wAZ9tOb9R+n5jobc3KaGt01Jbc22P8AM3Ks20vtcxgllejnfyoB2hYf+Mb60Mz24vQMdsVdMM32aibtuxzGs/dp93uVnkL45dq2afP1ww73v4NRj7f2B0imz81l76x/Ifc7b/067EFSe1rAytlhtrrrY2txM6bQdP7TlFaSyAqIHgpJJJJcpJJJJSkkkklIcn6Lfiq6s3tLy1rdT4KP2S2J/BJHCTdC2WPYGAk9+3nCssJDJfzyVWpqdIdy2ePgi2lxIHM/mD+KTNAkR16bNW5+95KGiCh54B+5I0WASQUmEiR1pGknII5TJLVJJ9P70ySn/9Dzl0TomTpk1epbfTMzpNnTf2dnl1MWGwWN4J/N3bdyxEk2cBMUSRRsGO9r4TMDYANiiC9nn4GN1jGqZh5LIonYGkObwG+4N+jwssfVPOMTbUD3HuMf9FYVdllTg+pxY8cOaSD+Ctu611Z9fpuyrNvkQD/nj3KAYc0Bw45jh/rDVmObFM8U4Hi/qnR3MT6rPpy2WX2ttqYZLQCCSOG6rW6xi4/UGMd1CyKqCCXEwdrRtFe/8xi4N11zjLrHk+Jcf70xe9whziR5klCXL5JSjKWXWO1RpQ5jHGJiMWh7m3X+snVen9SsxnYlTm2Y9fo23uOljWn9B+j+l+jZ7PUd9NYySZ7gxpJVmEBGIiNh3a8pWTI9ddFOc1okmAh+s57ttTS5xRcLD+0zbcTsmGgd1p11V1N21tDR5KWML3W6uczBzLNXuFY/H/oodnTrhbXU1wstudtY0cnz1WurHQcZt9tnUXidfTx57Bv03/2kMpjCN/YujDiIDPE+r1TCH5J9WzuXa/5rforUrx6axDWj4nVESVKUzLctwREdAKa9mGLLC4uhvZoCcYdAB9u49pKOmc5rBL3Bo8SY/KhZXW5T2ua4teIPcEJlcu6l0oCLcio+W4H/AKmVSdmdMssFeLeHvP5usf2S4BSAk9CgTjtY+1a21lNbrLDDWiSs2n1H+plWD9LdqB4N/NapZNn2vJ9ButFBmw9nP/c/spsu41sFdf8AOW+1vl4uVnDChxFrZ8nEaG0f+k1mj1by86sq9rfN35zkdRrYK2Bg4CkpgxKSSSSUpJJJJS8nhMkkkpSSSJUyTuPHZJTI1zU6s/nAg/MK90B/qUVk8sYWn4tOxVEumZLcHCyspwLq2WuawDSSS32qHmBcQy4TUje1F6Nc19bcaLKMofnA1u+I9zfyrdZnYzsem9zgxuRArDu7nfmLN6zZXmuf0uNuS0NtoceHO1mv+ttVXHYlf2suUCUD47ebjUGaWHyCmq+I+Gmp2j2k6FWFOWAHRSSSSSVJJJJKUkkkkpSSSSSlanQCSeAF2+Zgt6N07B6FY3aMnbldXcOX2un7LiO/4GjZ72LlOj4rszq2FitG43X1tjy3Dd/0V6P1np7+rdVzKx7GA+65w0Y2tobv/wCiqvNTPFCA14rOn+LEsuGIMrl8sRxG3ifrL1FnTooxzOXa42Ej81sbKx/m/QaubNvULw8ucWmz3WPJhzyf33fS/s/QSbbZk5luRY7eZgE+H0W/9AI6nxYhjiBvL9I+KzLkOWRNkR/Rj4ObZVZUYdwe44K6fouPm/s4NIMbgKnAyCy5s7P5OxY17N9Th3iR8lu/VDKyLcd2M0+2kOJ0/eH6P/pJnNE+1YrQi7XcoAMtWdQaV9YumsPRa8hrdl1Tt72cmHQx/wCRj1mdN+sv1k6fQyvA6lfTU0Q2vdua3+S1r9zWroOt4FzunZGQ55c4Uy9nmAA8/guNxzLI8ChykrxnW6l+auciBlH9aK2T9ryb35GRY6+6w7n2PcXOcT3c5yi2mxw2vJAHA5COkrNtagibjMB1JI8OEZrMQDWmfPcUySVpGiun5R6Z1GrJLA9jTq1wmWnR3P569Bx3MzsZtl9TSxx3VtcN3t/Nf7l51eJrnw1Xd/VJuVf9W68qz3VVWuoB7gNDXt3f5+1U+dx3EZIj1R0J/qtrk8gEjjO0tR/eed6xh5HQMttuN78G90trdqARq6o/+SWri9bx+siugTjH89g1IdxXt4/RpvrxU9uBjPeNoFsw4HUOa4t/6lcjjuyca1mTjP2WN1aR2+9KGP3sUZS0yCwJf98mWU4cpjHXHvw+f7r6l0npZse3Fx9APc97uw/OeVkf4z/qy0ZLes4QL7LGTnUsaSQ1kM+3P2+1lbtzKn7vz/8Ariv/AOLjrR6pkXsy3tZm47JbW0R6jHe1z4/4J30l0X+MvNq6Z9TMhjCPW6gWY7XdyHH1LP7PpMsT+Vwyx8XF8xOvkxc1mGQx4T6QNPPq+N0Zd4oY0OgAQNAnOReebD+RCYNrAPAJ1ZYuKXctivNtYId7x56FWq8yiwgSWuPYj+5ZqvYZx6hNpAc8aTxCQLLilIyAJFf1m3tcRIGvgUtlvcD707cih30bGn5qYc08EFObghA7G/qi22/uj70xbbO0QNJlHQ3kNbDjBdyfJJRxxDHHYQC92pPB8kVxAElQ+0VDTX7lJpD/AH9uyS6NAVEhjBgAM+RhM3c54EANbqY11UwN+p47BO4tY0nsOySq63oF0kP7RV4n7lJttbuHBJPFE9QtZSx/Ig+IVK2l1Zg6jsVoJnta5pDuEls8YkOxcxKUf7IX+4HaOxKj9nH+k8uOyGrW4J/u6P8A/9HzhJJJNXqSSSSUpJJJJSkkkklKQchthIgS0IySSk1XUaK6msFbxtERon/arP8ARPQEk/3Cr6pndUgaUujzP+xWOl/WGvBwW4xodY5riQQ4Ae4z4KilATZ+sVLVMSYmwXTf9a8p0+litHm4k/k2ILvrL1d30WVt+DT/AN+cqSSZwQ/dCfcn+8U9nWOtXCHX+mD+6A3/AKkKo+uy1266xz3eLjJ/6SIknAAbABaSTuSfNF9nr81C2rZBZPmVYSRtFMsPqFNVYqsaWx+cNZn95FqJybn5DdWt9jB4Dx/tKs6th5AUKDk47iao10M8FPE9r6KdQVPPkl6TvJU/t2aPzGH/AF+Kf9oZX+ib+P8Aen8cU23RSO5SNPgVS/ad4+lSPlKR6s4D+Z18z/sS44ott+k5L0n+Couz8yzRjRWPED/ySGWXP/nLXHyQMwq2+5zWfTc1vxIQzk4zebB8pP5FTGPWPE/Ep/Rr8E33PBWrZ+34jf3n/AQPxTnq1EaMd+Cq+jX4JehX4Ie4VaprOru/wdYHm4yrGS9lHQsah5O/JsNzgP3Z/wDOVnOxgfoGPii33uzMkPLdjK2tYxnMBo2gJsiZEX01XRNCXcjh/i6HSbG3029IudG734rzyHD3af8AVonU67MzCZmtBbmYR2ZDRyI/O/8ARjVlOL2lttZ22Vnc0jxC2BmbmV9YobIIFXUKR92+EwijY/kf/QmSBBiYn+Ue/wD1Nz7Q3qVf2mgbc6sTfWP8IB/h6h+//pGKGPeLWwdHjnz81PqGH9gzGX4zy2i79JjXN4B/dVYsyLMp1paGOJlxAhsnnaP5ScNR4dFhsHUa7S8f6zbSSSQXKSSSSUpJIuA7ptzUlLpJi9oUTa1JFh6T6gM3/W7AETt9R/w21v8AcvUevO+w/V7qeeYb6WPa6sfyi1zWO/z3Lyb6ldXxOmfWPHzMx4qx2ssZZY6dA5v8mfztq6H/ABk/WrJy+nv6Ni2Y12M+1rn349zXONY91dF1H09+/wDSPez9GogP15JG8AInylLiWyOmj59hNimf3ijoNRDGhg4CNIKlO66OyjqCPJWfqjnOx884wE/aS1sHxbP/AJJVlD6v9MyesddxcDEeabbrZZa2ZYGzYbRG3+ba3chKAnCUD1ChMwnGY6PrON9XDn4N7MpzqW5NTqmAD3APG31DuXkH2W3Ezb8K8bbaXOreP5TDtcvojpnSB07ApoycmzKNDSbci90vd+cXWP8A3WrwHqWb+0vrDndQb/N332Pb4bS4+n/0EMWIYocI/wB8qyZTlnxH7OwQGtwUVYTFoKfaOFAkiuq8FAtISRRQ3mKz56L1v/FlUz/mhVLRFl1xdI0Pu2/99Xk1eOcgW3WO9KighrnxPudOxjW/nvftXtNOd0n6hfUzEZmvZdlNpJpo1DrrHk2wxj/exm6z9K/8xIixS26NvK/43epVirB6SwD1HOOTZ4gAGmkf2psXBAQAEXqnUc3rfUruqdQfutvdMDhrR9Cqsfm11t+ggPeGNk/JKq0V4vSf4t5/550gazVbp/YK6H/G7kPu6n0jpDnAVVUuybB3ky33f1WUOWV/im6Z1Gz6z09T+zWHCYy5r8jb7A4sIa3f/aRv8cDo+t2NB/7RMB+b70a6oeLSSSQXKVlrqXVta4gwFWSRtdGVeLZsNTWEMdtP8lAbZY3h336qKSVqMiTY08my3Otb4z5HT7k5uvvPtbzpuVZo3OA8SteuplTdzdYGngiLLNiE8l3I8I3a1GFbu3PcfvVyAG+m068Jwzu4yUC3MqpcWxqEWyIwxC9r6ls8Kpm5AY3aDr/FBt6i5whghU3OLjLjJQJYsvMiuGH2rue930iSmBI4MJkk1qWWzRm21kBx3NV5t7L2gAwDzPgshSa97fokhEFlx55R0PqDsPcw8uAb4Tym9an+HCyDZYeXFNJ8UeJk+96/K//S84SSSTV6klNjARJTOABgJJpikkkkhSSScT2SUoiOUym8aBQSSVJJJJIUkkkkpSSSkGkpKYpa+CNDWjVMbAOAkupHB8EykXkqKS1SSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSSSSSlKNT8ulz2Yzi1lwh47EfypUkZkbdEkga70wGM3Y1r3OeG8AkwP6rUVJJBcBSkkkkkqSPCSSSkBmdUyM9k6jlCLSEVhCySSSSFJQkkkpSeSmSSUvuMIWJbl4eSLcd1tbhMvpJa/Z/hNljfcz2IicEjgx8EVHV2erfXDq/UM7qTsO6+vE6ixtDa7nkllDds1/SLN1mz9JZ9P6f8ApVlU1Cpm0anklCkjhTFjggUxoJUlAWjupB7SgusLpJDXhJJKVr6Md2HkYVZZl41vrXOtd6lVjmuD6f0EDbs/O/fQeoW5/U8x+d1HIdlZFhlz3f8AUt/dZ/IanSRsreEICCOyLhYuPl5+PTlWtoxnPHrWvO0NZ+c6QHKUAqJrBStRi9d9WPrzgfVT6v3dPw8d2X1Oyyx7rY20zPp0Pc922x7PSZv2bFyGZl5nUMy3Pz7Tfl3nc+x3/Ut/da381RNZHCjBHKNreGlkkkkFKTpkklLpkkklKVurMhoaXQe/gVUSRBpdGZibDoPz4b9IT5cqi95e4uPJUUkibTPJKe52UkkkgsUkkkkpSSSeElLJJ4TJKf/T84SSTjlNXpJ2sQkSxsBpmZTBk1l86jsjwnZJLBS26DxKkysFu55gdlMtG3c0yAjwmrUEJEKdQ1lItBr3z8lKpsM3HuhR/C1DdkRPKbY3wUo05SIHxQ4SNV2iN1XgoFjgrAboookEbooFCB5J/TJ8kYiEN9kGAgbBpVBQrA1JTF4GjVAuJTJIvsuSTymSSSQpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKRapjyQlJry0JJCZJQbb4qYIPCC61JJJJJUkkkkpSSSSSli0FCewtRkiJEJIItrpKRYQoorFJJJJKUkkkkpSSSSSlJJJJKZBxCkLT3Q0kk2UotHdSDmnugJJUnibCSBucO6kLSOUKVxJUiAVEWNKlIKSbYmsHhQNZCKklaqCCCOUysEA8qBrHZG0cKJJSLHBRSWqSSSSUpJJJJSkkkklKSSSSUpJJJJSklIbT5J9jfFJNP8A/9TzhODomTpq9M/09rd88aQkdvonZx5ob3hzWgDhIPArLI1PdScQs+Smdg/RMjyUmCGGVGo+3a4SBwnsf7drRzyhYu76bJo0s3aaPdoJUzwI4jRB3j09ka+KJW6WAHskSOGvBQ3Z6QJTGOyeREEJiR2CEiCNxt9VwXBTN5SBhIGErHpvpau68TJKrOBDjKshx7odjZEpSINV9UEIUkkk1apJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSkkkklKSSSSUpJJJJSk4cRwmSSUma8Eapeo1BSSXcSX1Ql6oQkkkcRSeql6qGkkqyl9UJeqEJJJXEWb3giAoJJJIJUkkkkpSSSSSlJJJJKUkkkkpSSSSSlJJJJKUkkkkpSeSOEySSmQscFIW66oaSSbLYDge6SAnD3BCk8SZMWgqAt8UQGRISTYKM1eCgWkdkdJK1cLXSRjW0qBrIRW0WCSeCEySFJJJJKUkkkkpSdMkkp//9XzrSdFFUUk1kLoaQEmxu1Wekkp1kzog+KykkFxbyOyI0WUkiiLrJLJSQXOskslJJTrJHhZKSSm+6J0SETrwqCSKx0YZ2cmhvis9JJX2N/5plRSSQ3k8DxVBJJTfjzTKikkpvJKikkpvJKikkpvJKikkpvJKikkpvJKikkpvJKikkpvJwB4qgkkpvkDxUgK+5WckkkOmPTUvb5LKSQXfY6h9PuokV+KzUkgj7HRIZ2cokDsZVBJFBbySopJIbySopJKbySopJKbySopJKbySopJKbySopJKbySopJKbySopJKbySopJKbySopJKbySopJKbym3f2WckkkOoC/uFJZKSC51klkpJJdU7e6G4M7FZySIWn6N5JUUklreSVFJJTeSVFJJT/9k=

[img[zcm_jasper_sm]]\nYes, that's why he's bristling.\n \n<<if $intimidation < 2>>Pray, take no offense. He's very old.\n\n<<endif>>\s\n<<if $diplomacy >= 2>>A thousand fragrant anointings on you, m'lord.\n\n<<endif>>\s\nWhat's [[that]] you've found?

<<if $diplomacy > 2>>\s\nNot at all. My lord has put me utterly at ease. See how steady my hands are? You are truly the most beloved of all the sovereign's children.\n\nHave you eaten? May I recommend Carmi's Kabob Hut? Their meat is the most succulent in all the Fertile Plains--outside of the palace, of course. They should be more than able to feed your retinue.\n\nAt the end of the galleria. On the right. Should the impulse move you, may you be so magnanimous as to tell them I sent you.\n<<endif>>\s\n<<if $intimidation > 2>>\s\nNot at all. I have every confidence in your skill.\n\nIf you've an appetite, I highly recommend stopping next at Carmi's Kabob Hut. Their hummus is the finest in the nine kingdoms.\n\nAt the end of the galleria. On the right.\n<<endif>>\s\n<<if $intimidation <= 2 and $diplomacy <= 2>>\s\nNot at all. I'm glad our paths have crossed.\n\nHave you eaten? Carmi's Kabob Hut might be a good shop to visit next. They should be able to feed you and your guards.\n\nAt the end of the galleria. On the right.\n<<endif>>\s\n<<timedcontinue 6s>>\nFare ye well.\n<<timedcontinue 2s>>\n(Deep breath)\n<<timedcontinue 4s>>\n<<if $esteem > 0>>Dear Creator, what a [[victory]].<<endif>>\s\n<<if $esteem <= 0>>Dear Creator, what a [[scrape]].<<endif>>

<<updatevolume $march 0.25>>...sip...\n<<timedcontinue 2s>>\nI don't think that did much good.\n<<timedcontinue 2s>>\nI'd better tread lightly.\n\n<<timedcontinue 2s>><<updatevolume $march 0.35>>[[Here they are...]]

<<if $intimidation >= 2>><<set $esteem += 1>>\nYou wouldn't call yourself a novice? Forgive my presumption. How long have you been practicing the art?\n\nThree weeks? I expected as much. Your pronunciation is middling. I can recommend a tutor, if you like.<<endif>>\s\n<<if $intimidation < 2>><<set $esteem -= 1>>Forgive me, m'lord. I meant no offense. How long have you been practicing?\n\nThree weeks is a substantial amount of time.\n\nAll the same, I wonder if another item might be more to your liking.<<endif>>\n<<timedcontinue 4s>>\n<<display "cat hiss">>\s\nCould your guards not attempt to [[pet Jasper]]?

<<display "Happy_Ending">>

<<silently>>\n<<set $StyleChanger = \nfunction()\n{\n\tmacros['typical'] =\n\t{\n\t\thandler: function(){\n\t\t\tdocument.getElementsByTagName("body")[0].style.backgroundColor="#008080";\n\t\t}\n\t\n\t}\n\n\tmacros['grayer'] =\n\t{\n\t\thandler: function(){\n\t\t\tdocument.getElementsByTagName("body")[0].style.backgroundColor="#587e7e";\n\t\t}\n\t\n\t}\n\n\tmacros['grayest'] =\n\t{\n\t\thandler: function(){\n\t\t\tdocument.getElementsByTagName("body")[0].style.backgroundColor="#707070";\n\t\t\t\n\t\t}\n\t\n\t}\n\n\tmacros['black'] =\n\t{\n\t\thandler: function(){\n\t\t\tdocument.getElementsByTagName("body")[0].style.backgroundColor="#000";\n\t\t\t\n\t\t}\n\t\n\t}\n\n}>>\n<<print $StyleChanger()>>\n<<endsilently>>

<<if $intimidation >= 2>><<set $esteem += 1>>You are wise to consider my advice.\n<<timedcontinue 2s>><<display "cat hiss">>\nCould your guards not attempt to [[pet Jasper]]?<<endif>><<if $intimidation < 2>><<set $esteem -= 1>>I see I have displeased my lord. Yes, I should better know my place.\n<<timedcontinue 4s>><<display "cat hiss">>That is why it pains me to request that your guards not attempt to [[pet Jasper]].<<endif>>

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

Ziva's Conjury Mart

<<if $intimidation > 2>><<set $esteem += 1>>I see you agree.\n\nIt's interesting that one should catch your eye. The hair of Penemue is one my favorites, yet many overlook it.\n\nI may have judged your lordship's expertise too harshly.\n\nHmm...\n\nI don't show most customers this next item, but if I may have your [[indulgence]]...\n<<endif>>\s\n<<if $intimidation <= 2>><<set $esteem -= 1>>I see I have displeased my lord gravely.\n\nPlease, have mercy... There's no need for [[chains]]... Surely you will grant me [[indulgence]]...<<endif>>

<<if $diplomacy > 2>>\s\nA blessed bargain indeed.\n\nA ceaseless shower of joy upon you, m'lord. A swelling tide of blessings on your house. You'll be very pleased with this item. Your summonings will shift the continents.\n<<timedcontinue 2s>>\nAm I [[nervous]]?\n<<endif>>\s\n<<if $intimidation > 2>>\s\nWe've struck a fine deal.\n\nYou'll be very pleased with this item. Your summonings will shift the continents.\n<<timedcontinue 2s>>\nI have every confidence you can manage it. There's no reason to be [[nervous]].\n<<endif>>\n<<if $intimidation <= 2 and $diplomacy <= 2>>\s\nIt's a deal.\n\nYou'll be very pleased with this item. Use it in good health.\n<<timedcontinue 2s>>\nForgive my dullness, my lord. I don't mean to seem [[nervous]].\n<<endif>>

<<if $sound eq "yes">>\s\n<<fadeinsound $rumble 0.5 1000>>\s\n<<set $currentLoops.push($rumble)>>\s\n<<timedcontinue 1s>>\n<<fadeoutsound $suspense_oboe>>\s\n<<set $currentLoops.splice($currentLoops.indexOf($suspense_oboe),1)>>\s\n<<endif>>\s\nUnhand me! Do you really mean to throw me in prison for such a small slight?\n\nAh, ow, ow. You don't have to... please, my shoulder... that hurts.\n<<if $escapes is 0>>\n\nAvi, no, stay there. Mama! Come grab Avi. This can't be happening. Can't I even hug him goodbye?\n\nBe brave, Avi. I'm sorry. I'm so sorry.\n<<else>>Mama! They're taking me! Tell Lonnie what happened! Maybe she can help...\n\nCan't I even hug her goodbye?\n\nBe brave, Mama. I'm sorry. I'm so sorry. \n<<endif>>\n\nWhat happened? Where did I go wrong? They'll [[execute]] me!\n\nPlease. I'd give anything for another [[chance]].

The claw of Leviathan can be yours for <<if $esteem >= 1>>seven<<endif>><<if $esteem is 0>>five<<endif>><<if $esteem < 0>>three<<endif>> [[thousand]] shekels.\n

<<updatevolume $march 0.25>>I'll just fasten the ankle buckles...\n\nExcellent. Now I cut a more imposing figure.\n\n<<timedcontinue 2s>><<updatevolume $march 0.35>>[[Here they are...]]

Your attention to this matter is much appreciated.\n\nI see you've found our artifacts. [[What have you got there?]]

Esteem could go up or down here.

<<if $diplomacy >= 2>>Ah, what a choice! Your taste is impeccable.<<endif>>\s\n<<if $intimidation >= 2>>Hmmm. You have good taste.<<endif>>\s\n<<if $intimidation < 2 and $diplomacy < 2>>I admire your taste.<<endif>>\s\n\nThat is the hair of Penemue. Another fallen angel. Sharpens the intellect. \n<<timedcontinue 2s>>\n-> Do I daresay some among your court could use such a [[charm][$diplomacy += 1; $intimidation -= 1]]?\n-> Such a charm could benefit [[you][$diplomacy -= 1; $intimidation += 1]] greatly.\n-> One could [[use]] such a charm, if one wished.

<<if $diplomacy > 2>>\s\nA counter-offer! So shrewd. For what other sport would a noble deign to visit such an unworthy shop?\n<<timedcontinue 2s>>\nI would never be so foolish as to displease my lord. But this claw was entrusted to my family by the last oba of the Pala Pala clan, who sacrificed themselves to banish Leviathan from the mortal realm. It has not been summoned in over three hundred years. The sovereign would clap me in chains to learn I was even speaking of it to you.\n<<timedcontinue 6s>>\nI can't possibly go lower. Look at the craftsmanship. Not one missing scale. See? These claws. Like onyx! Look at that preservation. The joints are still flexible.\n<<timedcontinue 4s>>\nThere can be no doubt as to this item's [[value]].\n<<endif>>\s\n<<if $intimidation > 2>>\s\nA counter-offer? Such temerity. You will make a masterful conjurer indeed.\n<<timedcontinue 2s>>\nBut I can't possibly go lower. Look at the craftsmanship. Not one missing scale. Claws like onyx to shear the souls of men. Look at that preservation. The joints are still flexible.\n<<timedcontinue 4s>>\nIt is the only item in five hundred years to harness the power of Leviathan. It's marvelous you can tolerate its awesome emanations. See that vessel? It's there to catch the vomit of those who attempt.\n<<timedcontinue 4s>>\nYour native power is astonishing. With this item, you would be mightier than the sovereign himself. That's why he would clap me in chains to learn I was even speaking of it to you.\n<<timedcontinue 2s>>\nIts [[value]] should be apparent.\n<<endif>>\s\n<<if $intimidation <= 2 and $diplomacy <= 2>>\s\nAh, a counter-offer. Of course I'm famous for my bargaining. It would disappoint my lord if I abstained.\n<<timedcontinue 2s>>\nUh. Ah. This item is very powerful. Quality craftsmanship, down to the last detail, as you can see. The, ah, sovereign would clap me in <<if $esteem < 0>>[[chains]]<<else>>chains<<endif>> to learn I was even speaking of it to you.\n<<timedcontinue 4s>>\nThere can be no doubt as to its [[value]].\n<<endif>>

But there's another item that you might prefer, if I might ask for your [[indulgence]]...

<h2><center>Ziva's Conjury Mart</center></h2><h4><center>Credits and How-Tos</center></h4>\n(All links open in new tabs.)\n\n<h3>Text</h3>\s\nText by Tory Hoke. View more artifacts at her <a href="http://www.toryhoke.com" target="_blank">blog</a> and <a href="http://www.twitter.com/toryhoke" target="_blank">@toryhoke</a>.\n\n<h3>Art</h3>\s\nArt by Tory Hoke. View her <a href="http://www.toryhoke.com/portfolio" target="_blank">portfolio</a>.\n\n<h3>Sound</h3>\s\nSound licenses purchased from AudioJungle.com. Please do not reuse without a license.\n<ul><li><a href="http://audiojungle.net/item/istanbul-bazaar-ambience/2200503" target="_blank">Istanbul Bazaar Ambiance</a> by urbazon</li>\n<li><a href="http://audiojungle.net/item/soldiers-marching/7842387" target="_blank">Soldiers Marching</a> by Sound-Ideas</li>\n<li><a href="http://audiojungle.net/item/medieval-fantasy-oboe/8828289" target="_blank">Medieval Fantasy Oboe</a> by Scott F. Thompson</li>\n<li><a href="http://audiojungle.net/item/cat-hisses/6925767" target="_blank">Cat Hisses</a> by Sound-Ideas</li>\n<li><a href="http://audiojungle.net/item/low-rumble/5378934" target="_blank">Low Rumble</a> by YC83</li>\n<li><a href="http://audiojungle.net/item/epic-explorer/7791665" target="_blank">Epic Explorer</a> (execution ending) by JulianStudio</li></ul>\s\n\n<h3>Interactivity</h3>\s\nInteractivity by Tory Hoke on the following foundation:\n<ul><li>Twine can be downloaded at <a href="http://twinery.org/" target="_blank">Twinery.org</a></li>\n<li><a href="http://www.motoslave.net/sugarcube/">Sugarcube story format v 1.0.3</a> by Thomas Michael Edwards</li>\n<li>Sound macros by <a href="http://sub-q.com/plugins/sqtwinesound/" target="_blank">sub-Q</a> (while site is in beta, use password: ThinkVast).</li>\n<li>Timed replace macro and CSS by <a href="http://www.glorioustrainwrecks.com/blog/584">Leon Arnott</a>.</li>\n<li>Style Changer macro (changing background colors) learned from the work of <a href="http://www.lifeinneon.com/mygames/" target="_blank">Lydia Neon</a>.</li>\n<li>Styling "submit" button learned from <a href="http://twinery.org/forum/index.php/topic,707.msg959.html#msg959" target="_blank">this post by L</a> (CSS selector is ".passage button")</li>\n<li>CSS for a pretty "submit" button acquired via <a href="http://www.bestcssbuttongenerator.com/" target="_blank">Button X</a>.</li></ul>\s\n\nFeel free to import this HTML file into Twine for more details, and happy Twining!

<<timedcontinue 2s>>\n<<display "Style Changer">><<black>>\s\n<<set $escapes += 1>>\nThe world goes black.\n\nSomething ancient moves underfoot--slithering, stealing, rumbling. It reeks of sulfur and hickory smoke.\n\nThere's a sense of something precious shifting, slipping through fingers, escaping, tumbling, vanishing down the gullet of an insatiable beast.\n\nThere's cold and nausea, then a prickling fire on fingers and toes.\n\nA shaft of light strikes a round red door. \n\n[[Open]]

<<if $diplomacy > 2>><<set $esteem += 1>>Your laughter is music to my ears. It stirs my heart to give one of your rank such pleasure.\n\nI don't usually show customers this next item, but my lord is certainly not the usual customer. Will you grant me your [[indulgence]]?\n<<endif>>\s\n<<if $diplomacy <= 2>><<set $esteem -= 1>>I see I have displeased my lord gravely.\n\nPlease, have mercy... There's no need for [[chains]]... Surely you will grant me [[indulgence]]...<<endif>>\n

Esteem could go up or down here

<<if $diplomacy >= 2>><<set $esteem += 1>>Not a novice? Forgive my presumption. How long have you been practicing the art?\n\nThree weeks! What marvelous commitment. Then your taste in artifacts must be very keen. I wouldn't be surprised if this dull old thing bored you to tears.\n\nYes, just as I suspected.\n\nBe assured my lord will find much more that might please him.<<endif>>\s\n<<if $diplomacy < 2>><<set $esteem -= 1>>Forgive me, m'lord. Sarcasm was not my intent. How long have you been practicing?\n\nThree weeks? A substantial amount of time.\n\nAll the same, I wonder if another item might be more to your liking.<<endif>>\n<<timedcontinue 4s>>\n<<display "cat hiss">>Beg pardon, but could your guards not attempt to [[pet Jasper]]?

I don't mean to look concerned.\n\nThere are more interesting options here, I think.\n<<timedcontinue 4s>><<display "cat hiss">>One brief request: could your guards not attempt to [[pet Jasper]]?

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

<<if $sound eq "yes">><<fadeoutsound $rumble>><<set $currentLoops.splice($currentLoops.indexOf($rumble),1)>><<fadeinsound $epic_explorer 0.25 1000>><<set $currentLoops.push($epic_explorer)>><<endif>>\n[img[zcm_darkest_ending_sm]]\n\nWhy has the Creator called me to the gallows? Could there have been no reason to spare me? Did I not do all that was bid of me?\n\nBut I will go bravely. The Creator must have some reason for calling me home.<<timedcontinue 4s>>\n<<if $escapes is 0>>\s\n\nAvi, my love, wherever you are, know how much your mother misses you. We'll be joined in the next life, if not again in this one.\n<<endif>>\s\n<<if $escapes > 0>>\s\n\nMama, wherever you are, know how much your daughter misses you. We'll be joined in the next life, if not again in this one.\n<<endif>>\s\n<<timedcontinue 4s>>\nI have loved you so well.\n\nI have loved all this life so well.\n<<timedcontinue 4s>>\nEND\n\n[[Credits and How-Tos]]

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

<<if $sound eq "yes">>\s\n<<fadeinsound $bazaar 0.25 2000>>\s\n<<set $currentLoops.push($bazaar)>>\s\n<<timedcontinue 2s>>\s\n<<fadeoutsound $suspense_oboe 2000>>\s\n<<set $currentLoops.splice($currentLoops.indexOf($suspense_oboe),1)>>\s\n<<endif>>\s\n<<if $esteem > 0>>That wasn't nearly as thorny as I thought it would be. What did I have to be afraid of?<<else>>That took years off my life. There's not enough tea in the Delta to calm these nerves.<<endif>>\n<<timedcontinue 2s>><<playsound $meow_inquiry 0.8>><<timedcontinue 2s>>\nI'm sorry for the bother, Jasper.\n<<timedcontinue 2s>>\n<<if $escapes > 0>><<display "No_Avi">><<else>><<display "Yes_Avi">><<endif>>\n<<timedcontinue 4s>>\nEND\n\n[[Credits and How-Tos]]

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

<p align="right">\s\n<<button "[]">><<stopallsound>><<set $sound = "no">><</button>>\s\n<<button "||">><<pauseallsound>><<set $sound = "no">><</button>>\s\n<<button "<)">><<quieter>><</button>>\s\n<<button "<)))">><<louder>><</button>>\s\n<<button "|>">><<fadeinsounds $currentLoops>><<set $sound = "yes">><</button>>\s\n</p>

<<if $diplomacy < 2>><<set $esteem -= 1>>(Cough) Ahem. Yes, of course you already know that. I tend to over-explain.<<else>>Many blessings on you, m'lord. You are truly benevolent.<<endif>>\n\nYou've found our artifacts.<<if $diplomacy > 1>> Very clever.<<endif>> [[What have you got there?]]

/* Your story will use the CSS in this passage to style the page.\nGive this passage more tags, and it will only affect passages with those tags.\nExample selectors: */\n\nbody {\n\t/* This affects the entire page */\n\tbackground-color: #008080;\n\tcolor: #F5F5F5;\n}\n\na {\n\t/* This affects passage links */\n\n\tcolor: #FFFFFF;\n\t\n\t\n}\na:hover {\n\t/* This affects links while the cursor is over them */\n\t\n\tcolor: #C0C0C0;\n\n}\n\ntd {\n\tvertical-align: top;\n}\n\ntd.align-right {\n\ttext-align: right;\n}\n\n#ui-bar {\n width: 250px;\n\n}\n\n\n\n#passages {\n margin-left: 125px;\n width: 75%;\n min-height: 100%;\n padding-bottom: 0;\n margin-bottom: 0;\n border: 0;\n}\n\n\n.passage {\n\t/* This only affects passages */\n\t/* font */\n\t/color: #F5F5F5;\n\tfont-size: medium;\n\n\t/* transition */\n\ttransition: 0.5s;\n\t-webkit-transition: 0.5s;\n\n\t\n}\n.passage a {\n\t/* This affects passage links */\n\n\tcolor: #FFFFFF;\n\t\n\t\n}\n.passage a:hover {\n\t/* This affects links while the cursor is over them */\n\t\n\tcolor: #C0C0C0;\n\n}\n\n.transition-in {\n\topacity: 0;\n\tposition: absolute;\n}\n.transition-out {\n\topacity: 0 !important;\n\tposition: absolute;\n}\n\n.revision-span-in {\n\topacity: 0;\n}\n.revision-span:not(.revision-span-out) {\n\ttransition: 1s; \n\t-webkit-transition: 1s;\n}\n.revision-span-out {\n\tposition:absolute;\n\topacity: 0;\n}\n\n\n.timedreplacement.replacement-in {\n\topacity: 0;\n}\n.timedreplacement {\n\ttransition: 1s;\n\t-webkit-transition: 1s;\n}\n.timedreplacement.replacement-out {\n\topacity: 0;\n}\n\n\n\n.disabled { display:none; }\n\n\n\n\n\n.startButton button {\n\t-moz-box-shadow:inset 0px 1px 0px 0px #ffffff;\n\t-webkit-box-shadow:inset 0px 1px 0px 0px #ffffff;\n\tbox-shadow:inset 0px 1px 0px 0px #ffffff;\n\tbackground:-webkit-gradient(linear, left top, left bottom, color-stop(0.05, #ededed), color-stop(1, #dfdfdf));\n\tbackground:-moz-linear-gradient(top, #ededed 5%, #dfdfdf 100%);\n\tbackground:-webkit-linear-gradient(top, #ededed 5%, #dfdfdf 100%);\n\tbackground:-o-linear-gradient(top, #ededed 5%, #dfdfdf 100%);\n\tbackground:-ms-linear-gradient(top, #ededed 5%, #dfdfdf 100%);\n\tbackground:linear-gradient(to bottom, #ededed 5%, #dfdfdf 100%);\n\tfilter:progid:DXImageTransform.Microsoft.gradient(startColorstr='#ededed', endColorstr='#dfdfdf',GradientType=0);\n\tbackground-color:#ededed;\n\t-moz-border-radius:11px;\n\t-webkit-border-radius:11px;\n\tborder-radius:11px;\n\tborder:1px solid #dcdcdc;\n\tdisplay:inline-block;\n\tcursor:pointer;\n\tcolor:#777777;\n\tfont-family:arial;\n\tfont-size:22px;\n\tfont-weight:bold;\n\tpadding:10px 61px;\n\ttext-decoration:none;\n\ttext-shadow:0px 1px 0px #ffffff;\n}\n.startButton button:hover {\n\tbackground:-webkit-gradient(linear, left top, left bottom, color-stop(0.05, #dfdfdf), color-stop(1, #ededed));\n\tbackground:-moz-linear-gradient(top, #dfdfdf 5%, #ededed 100%);\n\tbackground:-webkit-linear-gradient(top, #dfdfdf 5%, #ededed 100%);\n\tbackground:-o-linear-gradient(top, #dfdfdf 5%, #ededed 100%);\n\tbackground:-ms-linear-gradient(top, #dfdfdf 5%, #ededed 100%);\n\tbackground:linear-gradient(to bottom, #dfdfdf 5%, #ededed 100%);\n\tfilter:progid:DXImageTransform.Microsoft.gradient(startColorstr='#dfdfdf', endColorstr='#ededed',GradientType=0);\n\tbackground-color:#dfdfdf;\n}\n.startButton button:active {\n\tposition:relative;\n\ttop:1px;\n}\n\n\n\n/* This is the panel that will appear */\n#ui-body.popup\n{\n\tpadding: 20px;\n\tborder-radius: 15px;\n\tborder-color: #004;\n\tfont-style: italic;\n\tcolor: #004;\n\tbackground-color: #eef;\n}\n\n/* Links in the main passage */\n.link-popup\n{\n\tcolor: red;\n}

<<if $esteem is 2>>Seven thousand [[it is]].<<endif>>\s\n<<if $esteem <= 1>><<if $diplomacy > 2>>I can't hope to match you in negotiating skill. Have mercy, my lord. You take food from my children's mouths.\n\n<<endif>><<if $intimidation > 2>>Normally I would never entertain such a low offer...\n\n<<endif>><<endif>>\s\n<<timedcontinue 2s>>\s\n<<if $esteem is 1>>Sixty five [[hundred]].<<endif>>\s\n<<if $esteem is 0>>Forty-five [[hundred]].<<endif>>\s\n<<if $esteem < 0>>Twenty-five [[hundred]].<<endif>>

<<set $cat_hiss = "cat_hiss.mp3">>\s\n<<if $sound eq "yes">><<playsound $cat_hiss 0.3>><<endif>>\s

<<updatevolume $march 0.40>><<if $sound eq "yes">>\s\n<<fadeoutsound $march>>\s\n<<set $currentLoops.splice($currentLoops.indexOf($march),1)>>\s\n<<endif>>\s\n<<if $diplomacy > 0>>Hail and jubilation, my young lord! Welcome to my humble emporium. To [[what]] does Friendly Ziva owe the pleasure?<<endif>>\s\n<<if $intimidation > 0>>Hail, young lord. Welcome to my grand emporium. For [[what]] reason have you come to consult the Splendid Ziva?<<endif>>\s\n<<if $intimidation is 0 and $diplomacy is 0>>Greetings and welcome to my emporium. To [[what]] may I attribute this call?<<endif>>

<<if $intimidation < 2>><<set $esteem -= 1>>(Cough) Ahem. Excuse me. My voice sometimes leaves me.<<else>>Thank you.<<endif>>\n\nThat table before you contains our most potent artifacts. \n\n<<if $intimidation > 1>>Exercise caution.\n<<endif>>\n[[What have you got there?]]

<<display "Happy_Ending">>

Tory Hoke

<<if $sound eq "yes" and $escapes > 0>>\s\n<<set $currentLoops.splice($currentLoops.indexOf($rumble),1)>>\s\n<<fadeoutsound $rumble>>\s\n<<endif>>\s\n<<if $sound eq "yes">>\s\n<<set $currentLoops.push($bazaar)>>\s\n<<fadeinsound "bazaar" 0.25 2000>>\s\n<<endif>>\s\n<<if $escapes is 0>>\s\nAvi, my love, no running in the store. You know this. All I need is a rack of dried taninim falling on my head. The place is cluttered enough as it is.\n\nDon't give me those big eyes. That face only works on your Bubbe. Some of us still have a shop to clean. Who's going to buy anything from a place with such dusty drapes?\n\nIs there something in your hand? No? Then why are you cupping it that way?\n\nCome show me.\n\nAll right, my mistake. My Avi is innocent. Can you forgive me?\n<<timedcontinue 6s>>\nCan I have a hug?\n<<timedcontinue 4s>>\nAhh, [[much better]].\n<<endif>>\s\n<<if $escapes is 1>><<display "Style Changer">><<grayer>>\s\nAh, the joy of a tidy store! There can be no finer pleasure than a place for everything and everything in its place. \n\nSilver polished, floor swept, glass sparkling, and it's not even time to unlock the front door. When the world is in order, the air smells sweet.\n<<timedcontinue 4s>>\nEven Mama's got her tea steeping. That'll occupy her a bit. Spare me a moment of her nagging for a grandchild.\n<<timedcontinue 4s>>\nIf it were so easy, she'd have one already.\n<<timedcontinue 2s>>\nLet's get that speck of lint off the drapes. Ahh, [[much better]].\n\n<<endif>>\n<<if $escapes is 2>><<display "Style Changer">><<grayest>>\s\n<<display "Dark_Ending">>\n<<endif>>

<<display "volume controls">>