I need syntax for the following conditions.

1.    Close today < moving linear regression 190

2.    Close today < moving linear regression 135

3.    Moving linear regression 135 < moving linear regression 190

Many thanks.

There will be much shorter ways to write these soon. In TC2000 v12/v16/v17 I would just add the indicatorrs to the chart and then click on them to select Create Scan Condition to create the conditions.

C < AVGC190 + 94.5 * (94.5 * C + 93.5 * C1 + 92.5 * C2 + 91.5 * C3 + 90.5 * C4 + 89.5 * C5 + 88.5 * C6 + 87.5 * C7 + 86.5 * C8 + 85.5 * C9 + 84.5 * C10 + 83.5 * C11 + 82.5 * C12 + 81.5 * C13 + 80.5 * C14 + 79.5 * C15 + 78.5 * C16 + 77.5 * C17 + 76.5 * C18 + 75.5 * C19 + 74.5 * C20 + 73.5 * C21 + 72.5 * C22 + 71.5 * C23 + 70.5 * C24 + 69.5 * C25 + 68.5 * C26 + 67.5 * C27 + 66.5 * C28 + 65.5 * C29 + 64.5 * C30 + 63.5 * C31 + 62.5 * C32 + 61.5 * C33 + 60.5 * C34 + 59.5 * C35 + 58.5 * C36 + 57.5 * C37 + 56.5 * C38 + 55.5 * C39 + 54.5 * C40 + 53.5 * C41 + 52.5 * C42 + 51.5 * C43 + 50.5 * C44 + 49.5 * C45 + 48.5 * C46 + 47.5 * C47 + 46.5 * C48 + 45.5 * C49 + 44.5 * C50 + 43.5 * C51 + 42.5 * C52 + 41.5 * C53 + 40.5 * C54 + 39.5 * C55 + 38.5 * C56 + 37.5 * C57 + 36.5 * C58 + 35.5 * C59 + 34.5 * C60 + 33.5 * C61 + 32.5 * C62 + 31.5 * C63 + 30.5 * C64 + 29.5 * C65 + 28.5 * C66 + 27.5 * C67 + 26.5 * C68 + 25.5 * C69 + 24.5 * C70 + 23.5 * C71 + 22.5 * C72 + 21.5 * C73 + 20.5 * C74 + 19.5 * C75 + 18.5 * C76 + 17.5 * C77 + 16.5 * C78 + 15.5 * C79 + 14.5 * C80 + 13.5 * C81 + 12.5 * C82 + 11.5 * C83 + 10.5 * C84 + 9.5 * C85 + 8.5 * C86 + 7.5 * C87 + 6.5 * C88 + 5.5 * C89 + 4.5 * C90 + 3.5 * C91 + 2.5 * C92 + 1.5 * C93 + 0.5 * C94 - 0.5 * C95 - 1.5 * C96 - 2.5 * C97 - 3.5 * C98 - 4.5 * C99 - 5.5 * C100 - 6.5 * C101 - 7.5 * C102 - 8.5 * C103 - 9.5 * C104 - 10.5 * C105 - 11.5 * C106 - 12.5 * C107 - 13.5 * C108 - 14.5 * C109 - 15.5 * C110 - 16.5 * C111 - 17.5 * C112 - 18.5 * C113 - 19.5 * C114 - 20.5 * C115 - 21.5 * C116 - 22.5 * C117 - 23.5 * C118 - 24.5 * C119 - 25.5 * C120 - 26.5 * C121 - 27.5 * C122 - 28.5 * C123 - 29.5 * C124 - 30.5 * C125 - 31.5 * C126 - 32.5 * C127 - 33.5 * C128 - 34.5 * C129 - 35.5 * C130 - 36.5 * C131 - 37.5 * C132 - 38.5 * C133 - 39.5 * C134 - 40.5 * C135 - 41.5 * C136 - 42.5 * C137 - 43.5 * C138 - 44.5 * C139 - 45.5 * C140 - 46.5 * C141 - 47.5 * C142 - 48.5 * C143 - 49.5 * C144 - 50.5 * C145 - 51.5 * C146 - 52.5 * C147 - 53.5 * C148 - 54.5 * C149 - 55.5 * C150 - 56.5 * C151 - 57.5 * C152 - 58.5 * C153 - 59.5 * C154 - 60.5 * C155 - 61.5 * C156 - 62.5 * C157 - 63.5 * C158 - 64.5 * C159 - 65.5 * C160 - 66.5 * C161 - 67.5 * C162 - 68.5 * C163 - 69.5 * C164 - 70.5 * C165 - 71.5 * C166 - 72.5 * C167 - 73.5 * C168 - 74.5 * C169 - 75.5 * C170 - 76.5 * C171 - 77.5 * C172 - 78.5 * C173 - 79.5 * C174 - 80.5 * C175 - 81.5 * C176 - 82.5 * C177 - 83.5 * C178 - 84.5 * C179 - 85.5 * C180 - 86.5 * C181 - 87.5 * C182 - 88.5 * C183 - 89.5 * C184 - 90.5 * C185 - 91.5 * C186 - 92.5 * C187 - 93.5 * C188 - 94.5 * C189) / 571567.5

C < AVGC135 + 67 * (67 * C + 66 * C1 + 65 * C2 + 64 * C3 + 63 * C4 + 62 * C5 + 61 * C6 + 60 * C7 + 59 * C8 + 58 * C9 + 57 * C10 + 56 * C11 + 55 * C12 + 54 * C13 + 53 * C14 + 52 * C15 + 51 * C16 + 50 * C17 + 49 * C18 + 48 * C19 + 47 * C20 + 46 * C21 + 45 * C22 + 44 * C23 + 43 * C24 + 42 * C25 + 41 * C26 + 40 * C27 + 39 * C28 + 38 * C29 + 37 * C30 + 36 * C31 + 35 * C32 + 34 * C33 + 33 * C34 + 32 * C35 + 31 * C36 + 30 * C37 + 29 * C38 + 28 * C39 + 27 * C40 + 26 * C41 + 25 * C42 + 24 * C43 + 23 * C44 + 22 * C45 + 21 * C46 + 20 * C47 + 19 * C48 + 18 * C49 + 17 * C50 + 16 * C51 + 15 * C52 + 14 * C53 + 13 * C54 + 12 * C55 + 11 * C56 + 10 * C57 + 9 * C58 + 8 * C59 + 7 * C60 + 6 * C61 + 5 * C62 + 4 * C63 + 3 * C64 + 2 * C65 + C66 - C68 - 2 * C69 - 3 * C70 - 4 * C71 - 5 * C72 - 6 * C73 - 7 * C74 - 8 * C75 - 9 * C76 - 10 * C77 - 11 * C78 - 12 * C79 - 13 * C80 - 14 * C81 - 15 * C82 - 16 * C83 - 17 * C84 - 18 * C85 - 19 * C86 - 20 * C87 - 21 * C88 - 22 * C89 - 23 * C90 - 24 * C91 - 25 * C92 - 26 * C93 - 27 * C94 - 28 * C95 - 29 * C96 - 30 * C97 - 31 * C98 - 32 * C99 - 33 * C100 - 34 * C101 - 35 * C102 - 36 * C103 - 37 * C104 - 38 * C105 - 39 * C106 - 40 * C107 - 41 * C108 - 42 * C109 - 43 * C110 - 44 * C111 - 45 * C112 - 46 * C113 - 47 * C114 - 48 * C115 - 49 * C116 - 50 * C117 - 51 * C118 - 52 * C119 - 53 * C120 - 54 * C121 - 55 * C122 - 56 * C123 - 57 * C124 - 58 * C125 - 59 * C126 - 60 * C127 - 61 * C128 - 62 * C129 - 63 * C130 - 64 * C131 - 65 * C132 - 66 * C133 - 67 * C134) / 205020

AVGC135 + 67 * (67 * C + 66 * C1 + 65 * C2 + 64 * C3 + 63 * C4 + 62 * C5 + 61 * C6 + 60 * C7 + 59 * C8 + 58 * C9 + 57 * C10 + 56 * C11 + 55 * C12 + 54 * C13 + 53 * C14 + 52 * C15 + 51 * C16 + 50 * C17 + 49 * C18 + 48 * C19 + 47 * C20 + 46 * C21 + 45 * C22 + 44 * C23 + 43 * C24 + 42 * C25 + 41 * C26 + 40 * C27 + 39 * C28 + 38 * C29 + 37 * C30 + 36 * C31 + 35 * C32 + 34 * C33 + 33 * C34 + 32 * C35 + 31 * C36 + 30 * C37 + 29 * C38 + 28 * C39 + 27 * C40 + 26 * C41 + 25 * C42 + 24 * C43 + 23 * C44 + 22 * C45 + 21 * C46 + 20 * C47 + 19 * C48 + 18 * C49 + 17 * C50 + 16 * C51 + 15 * C52 + 14 * C53 + 13 * C54 + 12 * C55 + 11 * C56 + 10 * C57 + 9 * C58 + 8 * C59 + 7 * C60 + 6 * C61 + 5 * C62 + 4 * C63 + 3 * C64 + 2 * C65 + C66 - C68 - 2 * C69 - 3 * C70 - 4 * C71 - 5 * C72 - 6 * C73 - 7 * C74 - 8 * C75 - 9 * C76 - 10 * C77 - 11 * C78 - 12 * C79 - 13 * C80 - 14 * C81 - 15 * C82 - 16 * C83 - 17 * C84 - 18 * C85 - 19 * C86 - 20 * C87 - 21 * C88 - 22 * C89 - 23 * C90 - 24 * C91 - 25 * C92 - 26 * C93 - 27 * C94 - 28 * C95 - 29 * C96 - 30 * C97 - 31 * C98 - 32 * C99 - 33 * C100 - 34 * C101 - 35 * C102 - 36 * C103 - 37 * C104 - 38 * C105 - 39 * C106 - 40 * C107 - 41 * C108 - 42 * C109 - 43 * C110 - 44 * C111 - 45 * C112 - 46 * C113 - 47 * C114 - 48 * C115 - 49 * C116 - 50 * C117 - 51 * C118 - 52 * C119 - 53 * C120 - 54 * C121 - 55 * C122 - 56 * C123 - 57 * C124 - 58 * C125 - 59 * C126 - 60 * C127 - 61 * C128 - 62 * C129 - 63 * C130 - 64 * C131 - 65 * C132 - 66 * C133 - 67 * C134) / 205020 < AVGC190 + 94.5 * (94.5 * C + 93.5 * C1 + 92.5 * C2 + 91.5 * C3 + 90.5 * C4 + 89.5 * C5 + 88.5 * C6 + 87.5 * C7 + 86.5 * C8 + 85.5 * C9 + 84.5 * C10 + 83.5 * C11 + 82.5 * C12 + 81.5 * C13 + 80.5 * C14 + 79.5 * C15 + 78.5 * C16 + 77.5 * C17 + 76.5 * C18 + 75.5 * C19 + 74.5 * C20 + 73.5 * C21 + 72.5 * C22 + 71.5 * C23 + 70.5 * C24 + 69.5 * C25 + 68.5 * C26 + 67.5 * C27 + 66.5 * C28 + 65.5 * C29 + 64.5 * C30 + 63.5 * C31 + 62.5 * C32 + 61.5 * C33 + 60.5 * C34 + 59.5 * C35 + 58.5 * C36 + 57.5 * C37 + 56.5 * C38 + 55.5 * C39 + 54.5 * C40 + 53.5 * C41 + 52.5 * C42 + 51.5 * C43 + 50.5 * C44 + 49.5 * C45 + 48.5 * C46 + 47.5 * C47 + 46.5 * C48 + 45.5 * C49 + 44.5 * C50 + 43.5 * C51 + 42.5 * C52 + 41.5 * C53 + 40.5 * C54 + 39.5 * C55 + 38.5 * C56 + 37.5 * C57 + 36.5 * C58 + 35.5 * C59 + 34.5 * C60 + 33.5 * C61 + 32.5 * C62 + 31.5 * C63 + 30.5 * C64 + 29.5 * C65 + 28.5 * C66 + 27.5 * C67 + 26.5 * C68 + 25.5 * C69 + 24.5 * C70 + 23.5 * C71 + 22.5 * C72 + 21.5 * C73 + 20.5 * C74 + 19.5 * C75 + 18.5 * C76 + 17.5 * C77 + 16.5 * C78 + 15.5 * C79 + 14.5 * C80 + 13.5 * C81 + 12.5 * C82 + 11.5 * C83 + 10.5 * C84 + 9.5 * C85 + 8.5 * C86 + 7.5 * C87 + 6.5 * C88 + 5.5 * C89 + 4.5 * C90 + 3.5 * C91 + 2.5 * C92 + 1.5 * C93 + 0.5 * C94 - 0.5 * C95 - 1.5 * C96 - 2.5 * C97 - 3.5 * C98 - 4.5 * C99 - 5.5 * C100 - 6.5 * C101 - 7.5 * C102 - 8.5 * C103 - 9.5 * C104 - 10.5 * C105 - 11.5 * C106 - 12.5 * C107 - 13.5 * C108 - 14.5 * C109 - 15.5 * C110 - 16.5 * C111 - 17.5 * C112 - 18.5 * C113 - 19.5 * C114 - 20.5 * C115 - 21.5 * C116 - 22.5 * C117 - 23.5 * C118 - 24.5 * C119 - 25.5 * C120 - 26.5 * C121 - 27.5 * C122 - 28.5 * C123 - 29.5 * C124 - 30.5 * C125 - 31.5 * C126 - 32.5 * C127 - 33.5 * C128 - 34.5 * C129 - 35.5 * C130 - 36.5 * C131 - 37.5 * C132 - 38.5 * C133 - 39.5 * C134 - 40.5 * C135 - 41.5 * C136 - 42.5 * C137 - 43.5 * C138 - 44.5 * C139 - 45.5 * C140 - 46.5 * C141 - 47.5 * C142 - 48.5 * C143 - 49.5 * C144 - 50.5 * C145 - 51.5 * C146 - 52.5 * C147 - 53.5 * C148 - 54.5 * C149 - 55.5 * C150 - 56.5 * C151 - 57.5 * C152 - 58.5 * C153 - 59.5 * C154 - 60.5 * C155 - 61.5 * C156 - 62.5 * C157 - 63.5 * C158 - 64.5 * C159 - 65.5 * C160 - 66.5 * C161 - 67.5 * C162 - 68.5 * C163 - 69.5 * C164 - 70.5 * C165 - 71.5 * C166 - 72.5 * C167 - 73.5 * C168 - 74.5 * C169 - 75.5 * C170 - 76.5 * C171 - 77.5 * C172 - 78.5 * C173 - 79.5 * C174 - 80.5 * C175 - 81.5 * C176 - 82.5 * C177 - 83.5 * C178 - 84.5 * C179 - 85.5 * C180 - 86.5 * C181 - 87.5 * C182 - 88.5 * C183 - 89.5 * C184 - 90.5 * C185 - 91.5 * C186 - 92.5 * C187 - 93.5 * C188 - 94.5 * C189) / 571567.5

Bruce i have seen this statement made by you a few times in last few days

"There will be much shorter ways to write these soon.  "

Sounds like a pretty big change about to come.  Will these older longer pcf formulas still work after the change.

AND will the change open up more possibilities on new formulas like AutoTrendlines and maybe trading from custom pcf indicators and/or easy scans

The older longer formula should still work. It is just that there will be shorter ways to write most (but not necessarily all) of the longer formulas.

There will be formulas which can be written after the changes which could not be written before the changes. For example, I can write an Indicator Formula for ConnorsRSI in internal company test versions of the software while I cannot do so in the current production release.

I could not say for sure if "AutoTrendlines" will be practically constructable after the changes or not.

Also note that the changes are going to be in v17 and newer. So it may have been misleading on my part to say there will be shorter ways to write these formulas soon when making the comment in a v7 forum.

I am using V17.  What is the formula for ConnorsRSI?

It won't work in the current TC2000 v17 public beta and it may change before the current internal company test build goes public, but this is what I'm using right now.

(WRSI3 + 100 * XAVG(GREATEST(0, IIF(SGN(C - C1) = SGN(C1 - C2), SGN(C - C1), SGN(C - C1) - TrueInRow(C1 > C2, 10) + TrueInRow(C1 < C2, 10))), 3) / XAVG(ABS(IIF(SGN(C - C1) = SGN(C1 - C2), SGN(C - C1), SGN(C - C1) - TrueInRow(C1 > C2, 10) + TrueInRow(C1 < C2, 10))), 3) + 50 * (SGN(C / C1 - C1 / C2) + SGN(C / C1 - C2 / C3) + SGN(C / C1 - C3 / C4) + SGN(C / C1 - C4 / C5) + SGN(C / C1 - C5 / C6) + SGN(C / C1 - C6 / C7) + SGN(C / C1 - C7 / C8) + SGN(C / C1 - C8 / C9) + SGN(C / C1 - C9 / C10) + SGN(C / C1 - C10 / C11) + SGN(C / C1 - C11 / C12) + SGN(C / C1 - C12 / C13) + SGN(C / C1 - C13 / C14) + SGN(C / C1 - C14 / C15) + SGN(C / C1 - C15 / C16) + SGN(C / C1 - C16 / C17) + SGN(C / C1 - C17 / C18) + SGN(C / C1 - C18 / C19) + SGN(C / C1 - C19 / C20) + SGN(C / C1 - C20 / C21) + SGN(C / C1 - C21 / C22) + SGN(C / C1 - C22 / C23) + SGN(C / C1 - C23 / C24) + SGN(C / C1 - C24 / C25) + SGN(C / C1 - C25 / C26) + SGN(C / C1 - C26 / C27) + SGN(C / C1 - C27 / C28) + SGN(C / C1 - C28 / C29) + SGN(C / C1 - C29 / C30) + SGN(C / C1 - C30 / C31) + SGN(C / C1 - C31 / C32) + SGN(C / C1 - C32 / C33) + SGN(C / C1 - C33 / C34) + SGN(C / C1 - C34 / C35) + SGN(C / C1 - C35 / C36) + SGN(C / C1 - C36 / C37) + SGN(C / C1 - C37 / C38) + SGN(C / C1 - C38 / C39) + SGN(C / C1 - C39 / C40) + SGN(C / C1 - C40 / C41) + SGN(C / C1 - C41 / C42) + SGN(C / C1 - C42 / C43) + SGN(C / C1 - C43 / C44) + SGN(C / C1 - C44 / C45) + SGN(C / C1 - C45 / C46) + SGN(C / C1 - C46 / C47) + SGN(C / C1 - C47 / C48) + SGN(C / C1 - C48 / C49) + SGN(C / C1 - C49 / C50) + SGN(C / C1 - C50 / C51) + SGN(C / C1 - C51 / C52) + SGN(C / C1 - C52 / C53) + SGN(C / C1 - C53 / C54) + SGN(C / C1 - C54 / C55) + SGN(C / C1 - C55 / C56) + SGN(C / C1 - C56 / C57) + SGN(C / C1 - C57 / C58) + SGN(C / C1 - C58 / C59) + SGN(C / C1 - C59 / C60) + SGN(C / C1 - C60 / C61) + SGN(C / C1 - C61 / C62) + SGN(C / C1 - C62 / C63) + SGN(C / C1 - C63 / C64) + SGN(C / C1 - C64 / C65) + SGN(C / C1 - C65 / C66) + SGN(C / C1 - C66 / C67) + SGN(C / C1 - C67 / C68) + SGN(C / C1 - C68 / C69) + SGN(C / C1 - C69 / C70) + SGN(C / C1 - C70 / C71) + SGN(C / C1 - C71 / C72) + SGN(C / C1 - C72 / C73) + SGN(C / C1 - C73 / C74) + SGN(C / C1 - C74 / C75) + SGN(C / C1 - C75 / C76) + SGN(C / C1 - C76 / C77) + SGN(C / C1 - C77 / C78) + SGN(C / C1 - C78 / C79) + SGN(C / C1 - C79 / C80) + SGN(C / C1 - C80 / C81) + SGN(C / C1 - C81 / C82) + SGN(C / C1 - C82 / C83) + SGN(C / C1 - C83 / C84) + SGN(C / C1 - C84 / C85) + SGN(C / C1 - C85 / C86) + SGN(C / C1 - C86 / C87) + SGN(C / C1 - C87 / C88) + SGN(C / C1 - C88 / C89) + SGN(C / C1 - C89 / C90) + SGN(C / C1 - C90 / C91) + SGN(C / C1 - C91 / C92) + SGN(C / C1 - C92 / C93) + SGN(C / C1 - C93 / C94) + SGN(C / C1 - C94 / C95) + SGN(C / C1 - C95 / C96) + SGN(C / C1 - C96 / C97) + SGN(C / C1 - C97 / C98) + SGN(C / C1 - C98 / C99) + SGN(C / C1 - C99 / C100) + SGN(C / C1 - C100 / C101)) / 100 + 50) / 3

Thanks

General Question Linear Regression

If i plot Moving Linear Regression 30 Period

IS  A CROSSOVER the same place it would be if you had a linear regression line 30

At the last bar.

Its basically a moving last bar of a regression line.

Thanks